{"id":639,"date":"2021-10-26T18:06:39","date_gmt":"2021-10-26T18:06:39","guid":{"rendered":"https:\/\/physics.educour.in\/ncert\/?p=639"},"modified":"2021-10-27T07:12:29","modified_gmt":"2021-10-27T07:12:29","slug":"nuclei-chapter-thirteen","status":"publish","type":"post","link":"https:\/\/physics.educour.in\/ncert\/nuclei-chapter-thirteen\/","title":{"rendered":"NUCLEI (NCERT based Notes)"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-post\" data-elementor-id=\"639\" class=\"elementor elementor-639\">\n\t\t\t\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-5b8cea9 elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"5b8cea9\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-5d956cb\" data-id=\"5d956cb\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-f0636ed elementor-widget elementor-widget-text-editor\" data-id=\"f0636ed\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<style>\/*! elementor - v3.6.0 - 21-03-2022 *\/\n.elementor-widget-text-editor.elementor-drop-cap-view-stacked .elementor-drop-cap{background-color:#818a91;color:#fff}.elementor-widget-text-editor.elementor-drop-cap-view-framed .elementor-drop-cap{color:#818a91;border:3px solid;background-color:transparent}.elementor-widget-text-editor:not(.elementor-drop-cap-view-default) .elementor-drop-cap{margin-top:8px}.elementor-widget-text-editor:not(.elementor-drop-cap-view-default) .elementor-drop-cap-letter{width:1em;height:1em}.elementor-widget-text-editor .elementor-drop-cap{float:left;text-align:center;line-height:1;font-size:50px}.elementor-widget-text-editor .elementor-drop-cap-letter{display:inline-block}<\/style>\t\t\t\t<h3>(Notes Based on NCERT)<\/h3>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ae8783a elementor-widget elementor-widget-text-editor\" data-id=\"ae8783a\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<h3><strong>Table of Contents<\/strong><\/h3>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5bb61ba elementor-widget elementor-widget-text-editor\" data-id=\"5bb61ba\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ol><li>INTRODUCTION<\/li><li><a href=\"#composition_of_nucleus\">ATOMIC MASSES AND COMPOSITION OF NUCLEUS<\/a><\/li><li><a href=\"#discovery_of_neutron\"><span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\">\u00a0Discovery of Neutron<\/span><\/a><\/li><li><a href=\"#size_of_nucleus\">SIZE OF THE NUCLEUS<\/a><\/li><li><a href=\"#mass_binding_energy\">MASS-ENERGY AND NUCLEAR BINDING ENERGY<\/a><\/li><li><a href=\"#mass_energy\">Mass \u2013 Energy<\/a><\/li><li><a href=\"#nuclear_binding_energy\">Nuclear binding energy<\/a><\/li><li><a href=\"#nuclear_force\">NUCLEAR FORCE<\/a><\/li><li><a href=\"#radioactivity\">RADIOACTIVITY<\/a><\/li><li><a href=\"#law_of_radioactvity\">Law of radioactive decay<\/a><\/li><li><a href=\"#alpha_decay\">Alpha decay<\/a><\/li><li><a href=\"#beta_decay\">Beta decay<\/a><\/li><li><a href=\"#gamma_decay\">Gamma decay<\/a><\/li><li><a href=\"#nuclear_energy\">NUCLEAR ENERGY<\/a><\/li><li><a href=\"#fission\">FISSION<\/a><\/li><li><a href=\"#chain_reaction\">NUCLEAR CHAIN REACTION<\/a><\/li><li><a href=\"#plutonium\"><span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\">Production of Plutonium<\/span><\/a><\/li><li><a href=\"#reactor\">Nuclear Reactor<\/a><\/li><\/ol>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-6a306cb elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"6a306cb\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-3f6b047\" data-id=\"3f6b047\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-8ddd9ab elementor-widget elementor-widget-text-editor\" data-id=\"8ddd9ab\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<h3><strong>INTRODUCTION<\/strong><\/h3>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-aae354c elementor-widget elementor-widget-text-editor\" data-id=\"aae354c\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul><li>In every atom, the positive charge and mass are densely concentrated at the centre of the atom forming its nucleus.<\/li><li>Experiments on scattering of \u03b1-particles demonstrated that the radius of a nucleus was smaller than the radius of an atom by a factor of about 10<sup>4<\/sup> . This means the volume of a nucleus is about 10<sup>\u201312<\/sup> times the volume of the atom. In other words, an atom is almost empty.<\/li><li>The nucleus contains most (more than 99.9%) of the mass of an atom.<\/li><\/ul>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-44414b8 elementor-widget elementor-widget-menu-anchor\" data-id=\"44414b8\" data-element_type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<style>\/*! elementor - v3.6.0 - 21-03-2022 *\/\nbody.elementor-page .elementor-widget-menu-anchor{margin-bottom:0}<\/style>\t\t<div id=\"composition_of_nucleus\" class=\"elementor-menu-anchor\"><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8d0e104 elementor-widget elementor-widget-text-editor\" data-id=\"8d0e104\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<h3><strong>ATOMIC MASSES AND COMPOSITION OF NUCLEUS<\/strong><\/h3>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ab95a59 elementor-widget elementor-widget-text-editor\" data-id=\"ab95a59\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul><li>Atomic mass unit (u), defined as 1\/12th of the mass of the carbon (<sup>12<\/sup>C) atom.<\/li><li>1u = 1.660539&#215;10<sup>-27<\/sup> kg<\/li><li>Accurate measurement of atomic masses is carried out with <strong>a mass spectrometer.<\/strong><\/li><li>Atoms of the same element, which exhibit the same chemical properties, but differ in mass, are called<\/li><li>The nuclei of isotopes of a given element contain the same number of protons, but differ from each other in their number of neutrons.<\/li><li>As the atoms of isotopes have identical electronic structure they have identical chemical behaviour and are placed in the same location in the periodic table.<\/li><li>All nuclides with same mass number A are called <strong>isobars<\/strong>. For example, the nuclides <sup>3<\/sup>H<sub>1<\/sub> and <sup>3<\/sup>He<sub>2<\/sub> are isobars.<\/li><li>Nuclides with same neutron number N but different atomic number Z, for example <sup>198<\/sup>Hg<sub>80<\/sub> and<sup> 197<\/sup>Au<sub>79 <\/sub>, are called <strong>isotones.<\/strong><\/li><li>It was found that practically every element consists of a mixture of several isotopes.<\/li><li>The percentage of an isotope in the sample of an element is called its <strong>relative abundance.<\/strong> The relative abundance of different isotopes differs from element to element.<\/li><li>The average mass of an atom of an element is obtained by the <strong>weighted average<\/strong> of the masses of all its isotopes.<\/li><li>If w<sub>1<\/sub>, w<sub>2<\/sub>, w<sub>3<\/sub> \u2026\u2026.. are the relative abundance of isotope atoms of masses m<sub>1<\/sub>, m<sub>2<\/sub>, m<sub>3 <\/sub>\u2026.. then the average mass of the atom of that element is\u00a0<b><span style=\"font-size: 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\" alt=\"\" \/><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b7699ba elementor-widget elementor-widget-text-editor\" data-id=\"b7699ba\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul><li>The nucleus of the lightest atom of hydrogen, which has a relative abundance of 99.985%, is called the proton. The mass of a proton is<\/li><\/ul><p>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0m<sub>p<\/sub> = 1.00727 u = 1.67262&#215;10<sup>-27<\/sup> kg<\/p><ul><li>The other two isotopes of hydrogen are called deuterium (<sup>2<\/sup>H<sub>1<\/sub>) and tritium (<sup>3<\/sup>H<sub>1<\/sub>). Tritium nuclei, being unstable, do not occur naturally and are produced artificially in laboratories.<\/li><li>A proton carries one unit of fundamental charge and is stable.<\/li><li>It was earlier thought that the nucleus may contain electrons, but this was ruled out later using arguments based on quantum theory.<\/li><li>The number of electrons outside the nucleus of the atom is Z, the atomic number. The number of protons in the nucleus of the atom is, exactly Z, the atomic number.<\/li><li>Thus the charge of the nucleus is (+Ze).<\/li><\/ul>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8c1d5fa elementor-widget elementor-widget-menu-anchor\" data-id=\"8c1d5fa\" data-element_type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div id=\"discovery_of_neutron\" class=\"elementor-menu-anchor\"><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-807ae9c elementor-widget elementor-widget-text-editor\" data-id=\"807ae9c\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<h4><strong>Discovery of Neutron<\/strong><\/h4>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6f9e626 elementor-widget elementor-widget-text-editor\" data-id=\"6f9e626\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul><li>In 1932 by James Chadwick who observed emission of neutral radiation when beryllium nuclei were bombarded with alpha-particles (\u03b1-particles are helium nuclei, to be discussed in a later section). It was found that this neutral radiation could knock out protons from light nuclei such as those of helium, carbon and nitrogen.<\/li><li>Chadwick discovered that the neutral radiation consists of a new type of <strong>neutral particles called neutrons.<\/strong><\/li><li>From conservation of energy and momentum, Chadwick was able to determine the mass of new particle <strong>\u2018as very nearly the same as mass of proton\u2019<\/strong>.<\/li><li>The mass of a neutron is now known to a high degree of accuracy. It is m<sub>n<\/sub> = 1.00866 u = 1.6749\u00d710<sup>\u201327<\/sup> kg<\/li><li>A free neutron, unlike a free proton, is unstable. It decays into a proton, an electron and a antineutrino (another elementary particle), and has a mean life of about 1000s. It is, however, stable inside the nucleus.<\/li><li>Z = atomic number = number of protons<\/li><\/ul><p>N = neutron number = number of neutrons<\/p><p>A = mass number = Z + N = total number of protons and neutrons<\/p><p>One also uses the term nucleon for a proton or a neutron. Thus the number of nucleons in an atom is its mass number A.<\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-503975c elementor-widget elementor-widget-menu-anchor\" data-id=\"503975c\" data-element_type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div id=\"size_of_nucleus\" class=\"elementor-menu-anchor\"><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-80b2e0c elementor-widget elementor-widget-text-editor\" data-id=\"80b2e0c\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<h3><strong>SIZE OF THE NUCLEUS<\/strong><\/h3>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1ebd088 elementor-widget elementor-widget-text-editor\" data-id=\"1ebd088\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul><li>By performing scattering experiments in which fast electrons, instead of \u03b1-particles (As in Rutherford\u2019s, Geiger and Marsden experiment), are projectiles that bombard targets made up of various elements, the sizes of nuclei of various elements have been accurately measured.<\/li><li>It has been found that a nucleus of mass number A has a radius\u00a0\u00a0<strong style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif;\">R = R<sub>0<\/sub> A<sup>1\/3<\/sup><\/strong><\/li><\/ul><p>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 where <strong>R<sub>0<\/sub> = 1.2 \u00d7 10<sup>\u201315<\/sup> m\u00a0 = 1.2 fm<\/strong>; ( where 1 fm = 10<sup>\u201315<\/sup> m).<\/p><ul><li>This means the volume of the nucleus, which is proportional to R<sup>3<\/sup> is proportional to A.<\/li><li>As the mass of a nucleus is approximately proportional to its atomic mass number, the density of nucleus is a constant, independent of A, for all nuclei.<\/li><li>Different nuclei are like a drop of liquid of constant density. The density of nuclear matter is approximately 2.3 \u00d7 10<sup>17<\/sup> kg m<sup>\u20133<\/sup>.<\/li><\/ul><p>This density is very large compared to ordinary matter, say water, which is 10<sup>3<\/sup> kg m<sup>\u20133<\/sup>. This is understandable, as nucleus is highly compressed material and most of the part of atom is empty.<\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d8ac7e2 elementor-widget elementor-widget-menu-anchor\" data-id=\"d8ac7e2\" data-element_type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div id=\"mass_binding_energy\" class=\"elementor-menu-anchor\"><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-08519c5 elementor-widget elementor-widget-text-editor\" data-id=\"08519c5\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<h3><strong>MASS-ENERGY AND NUCLEAR BINDING ENERGY<\/strong><\/h3>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-51778f8 elementor-widget elementor-widget-menu-anchor\" data-id=\"51778f8\" data-element_type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div id=\"mass_energy\" class=\"elementor-menu-anchor\"><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5b378ad elementor-widget elementor-widget-text-editor\" data-id=\"5b378ad\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<h4><strong>Mass \u2013 Energy<\/strong><\/h4><ul><li>Before the advent of this theory of special relativity (in Classical Physics) it was presumed that mass and energy were conserved separately in a reaction.<\/li><li>Einstein showed in his theory of special relativity that mass is another form of energy and one can convert mass-energy into other forms of energy, say kinetic energy and vice-versa.<\/li><li>Einstein gave the famous mass-energy equivalence relation<\/li><\/ul><p>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 <strong>E = mc <sup>2<\/sup>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 <\/strong>\u2026\u2026\u2026\u2026\u2026\u2026\u2026\u2026(13.6)<\/p><p>In this equation gives the value of energy that is equivalent to the m kg of mass.\u00a0<\/p><p>c is the velocity of light in vacuum and is approximately equal to 3\u00d710<sup>8<\/sup> m s<sup>\u20131<\/sup>.<\/p><p>The value of energy is in joule (J).<\/p><ul><li>Experimental verification of the Einstein\u2019s mass-energy relation has been achieved in the study of nuclear reactions amongst nucleons, nuclei, electrons and other more recently discovered particles.<\/li><li>So after the discovery of mass-energy equivalence the statement of conservation law is<\/li><\/ul><p><strong><em>\u201cIn a reaction the conservation law of energy states that the initial energy and the final energy are equal provided the energy associated with mass is also included\u201d.<\/em><\/strong><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-92565a1 elementor-widget elementor-widget-menu-anchor\" data-id=\"92565a1\" data-element_type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div id=\"nuclear_binding_energy\" class=\"elementor-menu-anchor\"><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-77dc445 elementor-widget elementor-widget-text-editor\" data-id=\"77dc445\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<h4><strong>Nuclear binding energy<\/strong><\/h4>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1f70315 elementor-widget elementor-widget-text-editor\" data-id=\"1f70315\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul><li>The nucleus is made up of neutrons and protons. Therefore it may be expected that the mass of the nucleus is equal to the total mass of its individual protons and neutrons taken together. However, the actual mass of a nucleus (as measured by mass spectrometer), M is found to be always less than this.<\/li><li><strong><em>The difference in mass of all its constituents and actual mass of a nucleus, \u2206M, is called the mass defect.<\/em><\/strong><\/li><li>Mass defect of a nucleus<strong><em> <sup>A<\/sup>X<sub>z<\/sub><\/em><\/strong> is given by\u00a0 \u00a0\u00a0<strong style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif;\">\u2206M = [Z. m<sub>p<\/sub> + (A-Z) m<sub>n<\/sub>] \u2212 M<\/strong><span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\">\u00a0 \u00a0 \u00a0\u00a0<\/span><\/li><\/ul><ul><li>What is the meaning of the mass defect? It is here that Einstein\u2019s equivalence of mass and energy plays a role. Since the actual mass of a <strong><em><sup>A<\/sup>X<sub>z<\/sub><\/em><\/strong> nucleus is less than that of the sum of the masses of its constituents {Z protons and (A-Z) neutrons, in the unbound state}, the equivalent energy of the <strong><em><sup>A<\/sup>X<sub>z<\/sub><\/em><\/strong> nucleus is less than that of the sum of the equivalent energies of its constituents.<\/li><li>If one wants to break the <strong><em><sup>A<\/sup>X<sub>z<\/sub><\/em><\/strong> nucleus into Z protons and (A-Z) neutrons, this extra energy \u2206M c<sup>2<\/sup>, has to be supplied. This energy is called Binding Energy of the nucleus.<\/li><li><strong><em>Thus energy required to break a nucleus into its constituent nucleons separated far away from one another is called Binding Energy of the nucleus.<\/em><\/strong><\/li><li>So Binding Energy (E<sub>b<\/sub>) is related to the mass defect by equation\u00a0 \u00a0<strong style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif;\">E<sub>b<\/sub> = \u2206M c<sup>2<\/sup><\/strong><\/li><\/ul><ul><li>The same amount of energy is lost during the formation of a Nucleus.<\/li><li>In other words, <strong><em>If a certain number of neutrons and protons are brought together to form a nucleus of a certain charge and mass, an energy E<sub>b<\/sub> will be released in the process. The energy E<sub>b<\/sub> is called the binding energy of the nucleus.<\/em><\/strong><\/li><li>Binding energy per nucleon, E<sub>bn<\/sub>, which is the ratio of the binding energy E<sub>b<\/sub> of a nucleus to the number of the nucleons, A, in that nucleus:<\/li><\/ul><p>So,\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>E<sub>bn<\/sub> = E<sub>b<\/sub> \/ A<\/strong><\/p><ul><li>Physically binding energy per nucleon may be considered as the average energy per nucleon needed to separate a nucleus into its individual nucleons.<\/li><li>Figure below is a plot of the binding energy per nucleon E<sub>bn<\/sub> versus the mass number A for a large number of nuclei.<\/li><\/ul>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1675d4d elementor-widget elementor-widget-text-editor\" data-id=\"1675d4d\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img 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\" alt=\"\" \/><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-e35f401 elementor-widget elementor-widget-text-editor\" data-id=\"e35f401\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul><li>We notice the following main features of the plot:<\/li><li>(i) the binding energy per nucleon, E<sub>bn<\/sub>, is practically constant, i.e. practically independent of the atomic number for nuclei of middle mass number ( 30 &lt; A &lt; 170).<\/li><li>The curve has a maximum of about 8.75 MeV for A = 56 and has a value of 7.6 MeV for A = 238.<\/li><li>(ii) Ebn is lower for both light nuclei (A &lt; 170) and for heavy nuclei(A &gt;170).<\/li><li>We can draw some conclusions from these two observations:<\/li><li>The force is attractive and sufficiently strong to produce a binding energy of a few MeV per nucleon.<\/li><li>The constancy of the binding energy in the range 30 &lt; A &lt; 170 is a consequence of the fact that the nuclear force is short-ranged. <strong><em>The property that a given nucleon influences only nucleons close to it is also referred to as saturation property of the nuclear force.<\/em><\/strong><\/li><li>(iii) A very heavy nucleus, say A = 240, has lower binding energy per nucleon compared to that of a nucleus with A = 120. Thus if a nucleus A = 240 breaks into two A = 120 nuclei, nucleons get more tightly bound. This implies energy would be released in the process. It has very important implications for energy production through fission.<\/li><li>(iv) Consider two very light nuclei (A \u2264 10) joining to form a heavier nucleus. The binding energy per nucleon of the fused heavier nuclei is more than the binding energy per nucleon of the lighter nuclei. This means that the final system is more tightly bound than the initial system. Again energy would be released in such a process of fusion. This is the energy source of sun and other stars.<\/li><\/ul>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-99ed9ee elementor-widget elementor-widget-menu-anchor\" data-id=\"99ed9ee\" data-element_type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div id=\"nuclear_force\" class=\"elementor-menu-anchor\"><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-62122f5 elementor-widget elementor-widget-text-editor\" data-id=\"62122f5\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<h4><strong>NUCLEAR FORCE<\/strong><\/h4>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-90ae964 elementor-widget elementor-widget-text-editor\" data-id=\"90ae964\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>To bind a nucleus together there must be strong attractive force acting between the nucleons, which is of a totally different kind of force. It must be strong enough to overcome the repulsion between the (positively charged) protons and to bind both protons and neutrons into the tiny nuclear volume.<\/p><p>Many features of the nuclear binding force are summarised below.<\/p><ul><li>(i) The nuclear force is much stronger than the Coulomb force acting between charges or the gravitational forces between masses.<\/li><\/ul><p>[The nuclear binding force has to dominate over the Coulomb repulsive force between protons inside the nucleus.]<\/p><ul><li>(ii) The nuclear force between two nucleons falls rapidly to zero as their distance is more than a few femtometres (where 1 fm = 10<sup>\u201315<\/sup> m). This leads to saturation of forces in a medium or a large-sized nucleus<strong>, which is the reason for the constancy of the binding energy per nucleon.<\/strong><\/li><\/ul><p>A rough plot of the potential energy between two nucleons as a function of distance is shown in the Fig. below.<\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d2af296 elementor-widget elementor-widget-text-editor\" data-id=\"d2af296\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img 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\" alt=\"\" \/><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a100b7d elementor-widget elementor-widget-text-editor\" data-id=\"a100b7d\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul><li>The potential energy is a minimum at a distance r<sub>0<\/sub> of about 0.8 fm.<\/li><li>This means that the force is attractive for distances larger than 0.8 fm and repulsive if they are separated by distances less than 0.8 fm.<\/li><li>The nuclear force between neutron-neutron, proton-neutron and proton-proton is approximately the same. The nuclear force does not depend on the electric charge.<\/li><li>Unlike Coulomb\u2019s law or the Newton\u2019s law of gravitation there is no simple mathematical form of the nuclear force.<\/li><\/ul>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-bd6ba5d elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"bd6ba5d\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-c075fe1\" data-id=\"c075fe1\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-270ee0e elementor-widget elementor-widget-menu-anchor\" data-id=\"270ee0e\" data-element_type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div id=\"radioactivity\" class=\"elementor-menu-anchor\"><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-52a3660 elementor-widget elementor-widget-text-editor\" data-id=\"52a3660\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<h2><strong>RADIOACTIVITY<\/strong><\/h2>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5316c05 elementor-widget elementor-widget-text-editor\" data-id=\"5316c05\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul><li>Radioactivity is a nuclear phenomenon in which an unstable nucleus undergoes a decay. This is referred to as radioactive decay.<\/li><li>Three types of radioactive decay occur in nature :<\/li><li>\u03b1-decay in which a helium nucleus <sup>4<\/sup>He<sub>2<\/sub> is emitted;<\/li><li>\u03b2-decay in which electrons or positrons (particles with the same mass as electrons, but with a charge exactly opposite to that of electron) are emitted;<\/li><li>(iii) \u03b3-decay in which high energy (hundreds of keV or more) photons are emitted.<\/li><\/ul>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f4646d4 elementor-widget elementor-widget-menu-anchor\" data-id=\"f4646d4\" data-element_type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div id=\"law_of_radioactvity\" class=\"elementor-menu-anchor\"><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-847cce2 elementor-widget elementor-widget-text-editor\" data-id=\"847cce2\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<h4><strong>Law of radioactive decay<\/strong><\/h4>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7387194 elementor-widget elementor-widget-text-editor\" data-id=\"7387194\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>\u00a0In any radioactive sample, which undergoes \u03b1, \u03b2 or \u03b3-decay, the number of nuclei undergoing the decay per unit time is proportional to the total number of nuclei in the sample.<\/p><p>If N is the number of nuclei in the sample and \u2206N undergo decay in time \u2206t then\u00a0<\/p><p><img 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\" alt=\"\" \/><strong style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif;\"> \u00a0<\/strong><strong>Or\u00a0 \u00a0 \u00a0<\/strong><img style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\" 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\" alt=\"\" \/><strong style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 <\/strong><span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\"> \u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u2026\u2026\u2026\u2026\u2026\u2026\u2026\u2026. (1)<\/span><\/p><p>Where, \u03bb is called the radioactive decay constant or disintegration constant.<\/p><p>(in the limit \u2206t \u2192 0)\u00a0 \u00a0 \u00a0\u00a0<img style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\" 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alt=\"\" \/><\/p><p>Which gives\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 <strong>N(t) = N<sub>0<\/sub> e <sup>\u2212\u03bb t <\/sup>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/strong>\u2026\u2026\u2026\u2026\u2026\u2026(2)<\/p><p>It is called <strong><em>\u2018law of radioactive decay\u2019<\/em><\/strong>.<\/p><p>The total decay rate R of a sample is the number of nuclei disintegrating per unit time. It is a positive quantity R and it is given by\u00a0<\/p><p>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\" src=\"data:image\/png;base64,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\" alt=\"\" \/><span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\">\u00a0.<\/span><\/p><p>Similar to equation of N we can write\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 <strong>R = R<sub>0<\/sub> e <sup>\u2013\u03bbt<\/sup><\/strong><\/p><p><strong>This is equivalent to the law of radioactivity decay<\/strong>.<\/p><p>The decay rate of a sample also called its <strong>\u2018activity\u2019<\/strong> is a more direct experimentally measurable quantity in comparison to number of radioactive nuclei. The SI unit for activity is <strong>Becquerel<\/strong> (Bq).<\/p><p>1 becquerel is simply equal to 1 disintegration or decay per second.<\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4e31eb7 elementor-widget elementor-widget-text-editor\" data-id=\"4e31eb7\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>There is also another unit named \u201ccurie\u201d that is widely used and is related to the SI unit as: <strong>1 curie = 1 Ci = 3.7 \u00d7 10<sup>10<\/sup> decays per second = 3.7 \u00d7 10<sup>10<\/sup> Bq<\/strong><\/p><ul><li>Half-life of a radionuclide (denoted by T<sub>1\/2<\/sub>) is the time taken to reduce the number of radio-nuclei to reduce its number to half of its initial numbers.<\/li><li>So, T<sub>1\/2 <\/sub>is the time it takes for a sample that has initially, say N<sub>0<\/sub> radionuclei to reduce to N<sub>0<\/sub>\/2.<\/li><li>The half life of a radioactive material depends upon its decay constant (\u03bb) as<\/li><\/ul><p>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\" 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\" alt=\"\" \/><span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\">\u00a0 \u00a0 \u00a0<\/span><\/p><p>Clearly if N<sub>0<\/sub> reduces to half its value in time T<sub>1\/2<\/sub>, R<sub>0<\/sub> will also reduce to half its value in the same time.<\/p><ul><li>Average or mean life\u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img src=\"data:image\/png;base64,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\" alt=\"\" \/><\/li><li>Radioactive elements (e.g., tritium, plutonium) which are short-lived i.e., have half-lives much less than the age of the universe ( \u2248 15 billion years) have obviously decayed long ago and are not found in nature. They can, however, be produced artificially in nuclear reactions.<\/li><\/ul>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3a897f3 elementor-widget elementor-widget-menu-anchor\" data-id=\"3a897f3\" data-element_type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div id=\"alpha_decay\" class=\"elementor-menu-anchor\"><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0814d66 elementor-widget elementor-widget-text-editor\" data-id=\"0814d66\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<h4><strong>Alpha decay<\/strong><\/h4>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-99be3bb elementor-widget elementor-widget-text-editor\" data-id=\"99be3bb\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>In \u03b1-decay, the mass number of the product nucleus (daughter nucleus) is four less than that of the decaying nucleus (parent nucleus), while the atomic number decreases by two.<\/p><p>In general, \u03b1-decay is\u00a0<\/p><p>\u00a0<img style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\" 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alt=\"\" \/><\/p><p>Example:\u00a0 <sub>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<\/sub><img style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\" 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\" alt=\"\" \/><\/p><p>\u00a0<\/p><p>From Einstein\u2019s mass-energy equivalence relation and energy conservation, it is clear that this spontaneous decay is possible only when the total mass of the decay products is less than the mass of the initial nucleus. This difference in mass appears as kinetic energy of the products.<\/p><p>The disintegration energy or the Q-value of a nuclear reaction is the difference between the initial mass energy and the total mass energy of the decay products.<\/p><p>For \u03b1-decay\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 <strong>Q = {m<sub>X<\/sub> \u2013 (m<sub>Y<\/sub> \u2013 m<sub>He<\/sub>)} c<sup>2<\/sup><\/strong><\/p><p>Q is also the net kinetic energy gained in the process. If the parent nucleus X is at rest, the kinetic energy of the products.<\/p><p>For exothermic processes such as \u03b1-decay, Q &gt; 0.<\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-910d023 elementor-widget elementor-widget-menu-anchor\" data-id=\"910d023\" data-element_type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div id=\"beta_decay\" class=\"elementor-menu-anchor\"><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-c75474a elementor-widget elementor-widget-text-editor\" data-id=\"c75474a\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<h4><strong>Beta decay<\/strong><\/h4>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-e4160f7 elementor-widget elementor-widget-text-editor\" data-id=\"e4160f7\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul><li>It is a process in which a heavy nucleus spontaneously emits an electron or a positron out of it.<\/li><li>(a) <strong>Positive<\/strong> <strong>\u03b2-decay: <\/strong>It is a process in which a heavy nucleus spontaneously emits an electron and an anti neutrino out of it.\u00a0 The reaction followed by the nucleus is<sub style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\"><img 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\" alt=\"\" \/><\/sub><span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<\/span><\/li><\/ul><p>\u00a0\u00a0 For example:\u00a0 \u00a0 \u00a0<img style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\" 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SXG\/r3YvuZFjDz2TXiJkzvL0m784cn7sHDBGZhxzFuxa3swaFsuihgygm2ljja7NpZzUaom1NaKRSIhUlA5Z1nXxwoNzCNgKTejlxKnFjqOIlAtAAkdCECfI2fBOLjULSOQeVJxqW4SRQz07sG86VOwqyOHQhXYufpFTB8\/Hjv35zUFsXm+VEW5Zhkk4pTQy3C5RwdKX1ziwhrie4UNeHmEXk5LlsOrVuUIy+zKao4vAm1yCd0YbdiMb5EHowchzA6cVKopkmLMgN4dGzlYRDm1ZK6WoDEj+QC+Gxs3LsMZZ8yX0+CkTl3R1RRhTNtQDGsdhsdXrNZUEERFHEmT7Xy6vTiSET0cP\/KQJIRaSrdTSVCrpmDoxCIC4V108os6U7Fj4cWE4VInkHahxrWJjHIHnn3ufkTNrbj59l8b2KI5fCHWuxofOP9kHDlnLjaWgrFT7hYryalrgnCNSQynFQ8vx6knzcfe2ISaF\/NToLwJt9\/8LZxx0VXEROvTvtIWHHf8OOzevRlzjnsbdm5KxWyG8KSlIQAWD17PF6OOVEfhU4WHlO3BHIf7YmegNFYYUAErFQt3iVPRrV18ljzI6BS5EhWmBMTb8cubvoa2EROwdp\/xjTqMGr1EJx55aDGi5ghHnHwhtua1WkQp14cq8kik1jSwkuRnApUKS75Uz7KWIEU889CTmD\/rjdnyiLOROa8e3LlkEU6\/5OPYxvZcWpT3YM7sydi6eQtmTnsXevYBQveACIME2XiijwxXFEtDsfKf3XiLFHnTnt3CltpEeVFnaCzsR0wUEXMpTNHTUnWiOY9KwoUwJyBryLb6lHuAapccTDUta1at+K4CYXevW4tp4w\/F5k5GZgC69+GNR03GfU8\/h72MgoieC6Uc25RlKxKGNRX8+Hs\/wOhhY7C7ryjjEwy2J2q1KipgFMWJ2SIGgiNt+nCllqZg9MEudK2lChc\/fOKkZLxRGFEsyXH87JYfYeyIMdjeactHyq5QLYAxJqMEOdE0kV8zpu3F5Zf9jZzFZX\/7AazbsF5ZRDr\/jZvW4lMf\/QjauGoYcRhW79pv+lGp73fawtlzKm6ckQTBdRZdMIVkUrfn1MJuenqiX6zGsFCaVm1erZiY2C3vwaQTqaf3W4unnvwZotaRuOkXT4lRSgkQED1nfiUuPXMajn\/zqdhcrOJNb34LmqNWjBg1A9d\/+3b01Uz+UoRSN8ClUfduHDFxBn5y528lYDKKo\/\/p6ceV8xg\/Yhg277ccCueAJbfdgC9+82rsL3Rj+qT5KOy1EDbnDlG6EAT4uu907UnmQAiGcMWv2NwTeex6ZMpEZeAShULwYItt2MfWt9mEZd42TcGZysLxjfj1TV9F69DDsK4b4hMNSJ3THgDrcN3nP4To0Fl4odvG5Xr+sSd\/ifmnz9DycXAUYeTgSbjhW4vFR5+rUKGV8r2kuIjDxk\/HnUsfQiGhitML5bH8ofvAvm0jx+ClXk0XWircddu\/4CtfvBKlQhEnTD8L2zaagVONM7rF3wxRletL+YwyqmkJSVzEPTctwvj2UdjV16dcGOMJGobplfOWsbgKgjLTKC3pS2MjGXmG82RLzKVLDvl1z+C9p8\/CSF9CH3viW\/DUmk4z4BToWLsZC976TuxJgF5O5z17MO\/wcfjdqnXYRbPIBMRcXJ\/nOUz2iMu4e9FtGD1sLNbv6dbkxbGlX5nz4NKnIufREg1SXilqa1ceaVDUhCiK0N7eblHBoCYMamlCJaGTq2rJIl3hBMrIPI5x2403YtSw4djctR90lyE\/IZrpQKr7AU4EZHk1xT23\/UCyv+4LXwh+FVwmm4aSd724Y\/GPEDWNwGe\/+m+GfM0mNcKU+gkY3aLt2kVxjWGRL4y4ZKEmcp3Yxy1Bg0F\/b0hJA6zQ5UeFN0bRjfvissoXclZhxfI7ELUciu8sfUaziNaJnPjy+4H4BXzgnGmYdupJOPGMcxFFrWiJWtEUjdLS5nt3349uDkcGVHux9vnlOPLwSbhj6X2MaqU81Wpea3K1iXvx6f99Bd556d9L6dZtXYt3nTkH3aVtKFWLOG3mGdi30WzMJyVFCE7R67w5zVr3p8jn+zSxUGlo7GRRuFimNb2HsZoSmIBmQ19b5jTzMAldA5fKQfAoluQb5E4rG3H\/ov+D1uET8BIjD+pvsMlKD5CsxxVXXoJo\/Cy8SK2qlbB0ybcUjTBEZe6pPRqEIdFwRNFYfPJr\/yblk6KnwMa1azBy1DgsueMBnxmZnN4nh4K8JUav\/PS1eOP5H5J8XlrzPBa+czaqlV0oF0s49sgF6OlgiE\/abXki2OJwQLRh2VLOo9rHud2U8q5\/uwljBw\/H5p4eME7giKzJ53wnR3yUm1UkVmVEUSujGjOBSXo5U9usTr1E2ou9Lz6Fo0cOwagowogowui2VlvujZyCR5\/bjlwR2LV6M46ZMBkbchWNiY5tOH3q4Xjg2RfkPJQ\/YsCh3cU8qrlu5eRQoa4nuPOWn6C9ZSh25iviJx2y9J3yUeSRKDIIkYdoIi3EmZN01fNh7OeTCB1hv+UKGxcZvldwz48WYdQhw7Cxq0vj0cWT3p48c5MESrz6gDgnXC8+ayHGjhyBjp4Civ7KmMmFjqCAWtyLarmAKVNm4cQ5b0PP\/oLwaNRfU0hGNXTa3G0Ror7LQefBAjoQEl01IVNUPLdZSpmZZhuP96pQYo6Il5iVIjaEXaBnXolnnliCqG0y\/mnpCq0bJQDWM6nV+Sg+ct4xWtYcM\/88FGhAxSruv\/UWDI0ivOl9f4\/dEn4ezz\/+IKIRR+DXf1gPLuM0fpVKbcF0UsoD8WasfPTnePMlf4cdAH7400XKAwwabEnbwdEwtEWH4fGn1qFLiv06\/UW\/bma5cTGnGe4f\/\/FzKJUs9CSaISzmM1kj5yGJsV+CpEQBW2XRdz6Ui6H2B16Sr1zfatwyUF6Pn3\/v82gbORnrufHCcoWRVJ0ilj9xH5pbWzD3nCvEc5Q68MGz5mH4qMOwYi1T01yf92HbipU4bORk\/M3lnxSf8z2dWPXUE2gaeigeWr5BBiscah1AaZfJVURtxpNP3It3XXalEqa33bEEg5sitDQxId6CKDoGg6MT8MxzL6FUtRfTRLLwl6XoSWX84kRTtVxFOdeD+2+9A6ObhmJLX15Gy5R3ju0Y2jNfXOZOFBFJkDI5qD2QRHqorWUmSbnTwvMonH2Lm3DZmfMweNgE3Hjrb0RH2tuLlU\/\/Hu2HDMOZl16DPJnbV8G8GTPwQsd+LVO6N6zBCRPHZsapIeWNiHMJYPKt1GVRdhor8hg6eDg2dOXB+E\/RnONNIZf05neClFnJFOiNrU3gA22NtkWHwSR0OWaOxPil6CmNkeb6uHXC7SncdeMPMW7oMGzu6pIT76gB+30SEoNpiCm51wEk3Th87CS857wPamzmiklKX5lYkld8i9hU7rNX\/QPGto\/Gtr29yicKP2kfZckwou74I\/JNDRgOKSRihinBhnUbMWr0WGXxj5s9Q8RKgTmj9uUwfdpMZfoplB37fIuMgOSYqBAvYMUf7kLUMgn\/+suVQlHjyEXmgPIz+NDZR6N59GSs7IS8p4ygaxVmT2jGae+9Qrsw29auwqQRrXhs1S4pq0J0hrrFboVZs+fMQ7GQA\/Lr8MHz34irv\/bPUjoyp1brQ1oroppUcOL0N2DvzryYRq\/P3bH6tqmx+8BvCu+VPmxDzsRYvuxxzDrhRPTmKzI+4uB5PvE4JFTlOPLd2LN9C4aOOBRRNBRzT3kjenq67FXwGsNbm3J3rtmKqYcfjW379qNKlUw24jeLrkcUcefqMIW9w9vNQTIJxt2uQa0j8Mhzu80BxLuA4lZNeH9a04Ff\/eY\/8NlPfQzTRrVpCTLvkk\/IeezZvhlHjD0EDy9fLVmQR8Ih3oOli\/8Zb5zzZuQ66bB34ILz5uOar3xXzqlKXKW+vSjk8ph93EJ07LJZNyiaKWAAaDxVGb+K3Thq3BC0tUY4pDnC6CjC8KgN0eA2RKNGImobhrMu\/ttsFq9LI0HKiIP5C70HZSvBfX9eh5MmTcae3czI9KK49neYNiLCJ774bUUyigao56Vu3Lp4CaKhJ2ATzwrEKb7wyY\/jE1\/9hox\/6ZLbcNGCBeKhMhxE23c2JMy+PThh4lC0cxnnF7exo9Zhdh0yGmddeFkmd9upKGPDqudx5rvOwHXf+I4lYt1qly1bhgkTJuDpPy635QqdSJVb5ZzlmUgrYfrkSTgkijS5kk9cQkZtbYjahiJqG4uF77tC+x0mNxoanfJ2lHs34fij34ALFv5PC3g9mpM915hq6JMGF+MUn7vqkxjXPhrbOwt156HImq0tqR1kF+V990FZYyY+K71AXxcmHTUNS+5eys09LPnJD7Dw\/I9rVUL9\/dLHrsBnr\/8nEb\/4xz\/Fpe+5SIP3cdlCyJxJel\/Eqsf\/Q0uQ7y61nIc8C51LnAOKz+J9Zx+PqfPOw4tlbSIZsfln8KF3z8aU+e\/B6hKw+NYlaGdmOGpFFA2Twxo5djz2dHbJMK+97nNaL1KAl11yjpwDvTrRqCixxeVEHscfNxv7OvZLCeWAlKSqqyK3wsxamLgi44NT4P1gl41h7KSAuWtRxieuuRZHzZyD5zftVfgr3Ugrfl7DvTan0GInpo4fhZvu+q3aLV38U1y64G90EE5\/d6PcjbWPPoZDomEYPfJYvLCrCwV55s345eKvGy9aJtqamfxpahaPFiw4H39atUaRnPF7A6obH8PoIe2IBg3XLk3zoEghfGsUYdxp78G6FLj5lkVSTMvCcy0+BiPHTsHeTkYrOXzmqisxvKVNvD7\/oovBzS+KUmdl6EBqFRQKBZxw\/KnYu5uLDUsC1jl8kCcqZakLRx46GENaIgwdFGGMnEdr3XkMHoazL\/5bpdj6iYR7ZVxy20g6p\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\" alt=\"\" \/><\/p><ul><li>(b) <strong>Positive<\/strong> <strong>\u03b2-decay: <\/strong>It is a process in which a heavy nucleus spontaneously emits a positron and a neutrino out of it.\u00a0 The reaction followed by the nucleus is<sub style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\"><img 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alt=\"\" \/><\/sub><span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0<\/span><\/li><\/ul><p>\u00a0 For example:\u00a0 \u00a0\u00a0<img style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\" 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\" alt=\"\" \/><\/p><ul><li>In both \u03b2<sup>\u2212<\/sup> and \u03b2<sup>+<\/sup> decay, the mass number A remains unchanged.<\/li><li>In \u03b2<sup>\u2212<\/sup> decay, the atomic number Z of the nucleus goes up by 1, while in \u03b2<sup>+<\/sup> decay Z goes down by 1.<\/li><\/ul><ul><li><h5>Properties of Neutrino:<\/h5><\/li><\/ul><ol><li>Neutrinos are neutral particles with very small (possibly, even zero) mass compared to electrons.<\/li><li>They have only weak interaction with other particles. They are, therefore, very difficult to detect, since they can penetrate large quantity of matter (even earth) without any interaction.<\/li><li>They are charge-less (neutral)<\/li><li>They have spin quantum number, s = \u00b11\/2<\/li><\/ol><ul><li>The basic nuclear process underlying \u03b2<sup>\u2212<\/sup> decay is the conversion of neutron to proton as\u00a0\u00a0<img src=\"data:image\/png;base64,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\" alt=\"\" \/>\u00a0\u00a0<\/li><\/ul><ul><li>For \u03b2<sup>+<\/sup> decay, it is the conversion of proton into neutron as\u00a0 \u00a0\u00a0<img src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIEAAAAXCAYAAAAsnywOAAARoklEQVRoBe1aeZBdVZk\/r9d0utMJSWcHAkESOglkIxJmqmACsaANIRsQiWIpTBWWCAxaTlkWVMWpGcsqKZVKkWDMRDaZGaMoqIDGmXHQcilWhSELNN1BSNKdfq9fv+Xu5\/6mft93zuuOTtXU\/Clw4ea+e+853\/mW37ec77ZBBvC0uVyQwiJB6m+AIAMyixhATYcizzkpRWZD5LByIgfktAB4+nte\/+TWPZIhqaMpfHAeEuSIhD5yq7SyHEgzJKklZ6iRJS6TJQDPNEQdQCm3yluewlr+FnJkVbjPUZN58lzWShHC6mpJJDyTrjCWpEAaIUaKOmWlVtJY+OF8csg1kxzgUKAK2DKQWmEutBYhOI48W9GS0A0cT6J3S3GFiEUmYyPRfgKRPVd5OUR0yjm8sePrc+ko5r8J0rAm73hXE84jwFJHtBEQieAhkIfj9HLAeOJ5nsvAzDFM\/cs74iGIUEsSEYpgSVMukyKX04HAK4+r\/T9AQLkEFH49sRgl5RoKgrROxgHrdEZAZrIGFZ4ASQDqlkaRI0uRZZkSJhmxLAEQjIPALUpaPHkQ2zRqxjlUbJYihkUNkcpqU2EpiZU74cPxYnPCIqJFZAyXDMH5BBAf5eP8kD7Xpx4DGklvAyQIbYzMyU7Qib7pBF4\/Ti28EGSeFHICR2Wg6Kn8FwKZ8hNlCihBkY2cFykfRpih9DlFUpiRPzLOM3XIE1DwhTNwPazJMgSN6FO06ITjg4nnhFtVt3vwZ8+d50tUovJSZxUyo6vQw6qxM1uSAFV6YCrmLScEJm91rE1FG8qzjAhEaZRLD4vQ0lCMKk42r20np3qzG06yHMdrTq8rIQhHhSZphI5wFFbFPDaPlZ8ciDVANO6FIvVuqXorUU6nW6Q2AQHBCNIwhKw5rn\/eckQYBxKJkyRCErtwTt7FLWrCa5wR6BYBIiEn+uGYRNFnGM4FTwwRRHKuUONzGpiMSbjjD3pKPRXCvKXgHM3fZEoOz+zEq9ebH8Orf994Rm04EKgKZX2yZ8MUOZkQGV3kkbH0VioqEx4YrTwvaayeIQ9IWlTG8K4867Lj\/sRIKdFSJEqQZTnCSOlm1AnVFMQibBrSk8YAjIEphsaqx0AomBXt6ioMXVwwUN\/2gJJVY00\/QtcFCYoiwHUphIZT1OhFoh9DA+nKRFLyp+qUWU1e2TrAk1a1jBoEQSZgJE0bMkIofcNMxHzHSoCKUiBoHqFRyH6cRrqWRi7UmBMnlA1k4\/8CQcPW\/ocDgc6jIfX04OJVDg8WGaiAjaMqwPyXpU4YjYMcwuhKryNDAhz3m3KkSMQjaDQBP0N4NgJkVYn+AZWVVJHnFadcTk6AqA4EgeZ7R4+2reaRUJVYyOfOZvUkkDAOEhws4qpzL8Jbw0WUOMdq2hWFMffw\/wkOnzmwy3ubI8iyBnBTSQsOBOKstFeCem1UDcpawQJVGofvpWZiKrOSKr1UGjG4qDpWAwRaC1D1fEHlsOCqI7EsB6mIFKgmomDiq+6KIyqDp\/fAPzOcWtlZ1F28YRWyuqaAQOm4slBo0iOpEConZ072QI3ryqOjlScxoiiRgq3EAoHPncFkvqyiQCDoRU7KFh\/DTx65H6ZpDgbLKksOhtgUccwCishn3UGhU6JEFBzGjACMPJGEZDLL4eSd+qDDyo8TATaetxKvHx\/G8ITiOgq0zkki2yjKOUX4zoBH79+L6R1dOF4po6yuiZhERS6GDAWAMMbfQRWIgoaxRdNkKKuKPUspC2fVr6ZLh1oAht6vBZ4yLoxIiKkgzUawcOE8fPkLn0f\/U0\/gfGPQ3T4VZy+7FM+8NCBCERD\/OwjoFn6hCVcu0Dj53Avj3MjJSboMnzx8YaggiBDXR3DLDZtxce9iPPGTZ3Dhqg+itWDQNbkTX7nvQZknS7NmcPQIUk1v9AyihJ5SBZJ+PPz1nWiftRovDwOjACo2Rl2iIJAxCjhRBIMERDSM2lsv4torlqCjw8A0G1xw4ZV45Wig8wH86jf\/gUnGYCZ1Zlpg2rpgJnXiU\/f8gxiKvGh41TRElUjBTe8MY3x\/1z7Mau9Cf1HB4\/UsCqFMZIZC8gzreHrfLszrasabQYATAMrcpbBYHHkTF83vwTXX3QomMN3JsN6yiG0mpjDqLg5gDilqoyKy+DjOmzcTn7rueiztnoTpxqDNNMEUumA65+Lpl16XbeNEz\/VMNhhseLsDQgMABINjVPyHBtOagLlZoo3DC7eHYsyEsOCbKjZddgmmFAowre0wza1oNgbNhSaYpunY+y\/PiHBa1U7AnNAjAFgweRC8gQN7vwLTdh7668CI5E9dpUaWCZ7EIiJWeR+cQvHQszhneivajALANBkY0w3TNB8\/fXFAwn5kA4CRplTGXy1dhf6TJXlOr5aw3PBki4zAEl1wW6pR98kHHsLMtil4s1RE0c2h5D5NSu1AXZKnKEL11WexYIrB1w\/8AG+5iEM9Hf73JzHNGHz7Owcx6hwiTbjp1W0\/SRgVc1xREsbkYRWon8Cy6WeI8TddvwUnaqckMO17YA+M6cLG7beI17FGYKAmg9yfS3yjULLXcsb3YDgNBFxIpADSEdz9uc+gUtdUw+ii2yXlTawqBdoYYIvY\/qF1aDcGfR\/5KN6qacp65OEHYZp6cPm1nxRetJ8xPl+3tgRBVXkLua8fwKO7voSpZyzCoUGVg2szf4vnkEWfX9MxoHYEO9Yvh+mej68+dpCURITnnngSC7p7cPm22zDkoiO4FSuV8dcXLMMfjxfF+OSUugJLdtEPAcCCk+mXBU0MBBEe3\/8QprV34dipEeGDEYr80A1kF0KDclpI5UdAOIiP9a3FvIuvxACA0Zy2GsbOz9yOOW2z8MeTmfCq6tfaiHIqCGgD\/nLHeIU8BtRPYcXcc7F26RqcTGNFeFpBWivhS3fvRMekbvS\/c7KRB5mzSEr36C5UeeP7q3Lh1rTI2IAhhbiI3\/3iIJavWofhKlBJdF\/bKDqFT\/7DEF7ER\/uuwtxpM3CkOCI5k62ZNIkw6+yV2PCR2yRFRUmILLe6dXJyWjsGGxexsKdHwD2V4bpZPbmpbQFMcxdMaxfWbb8DVCN3XZKy4ioQn0L86tPonWZw585vSNild2r5PYrv7t4D03E+XiFWBDsVZ1im3PF6QUiyxmKfQBo3AVAfw6LZPTjDGEw3BXQagxZG3eYWjXaTu3HF9TcKXcJYdgokRLlSFiMDeGzPP8J0nYMfvfAGcgwjDY6gd8ESXHv1zcIiI3aSs3GVuCLAg8AVZEKMRKVfQHwXEUVlfGDhWlzVd7Mo1e8zKdG+Xfeis8XghVd+Lxm2HI1vzwJW0o1IQDPyJLc83SFr8Tm7WhyvYLzrzs9i6UWr8dzhYxL4tdXidyucGyCLirhpwwasvKAXQzbFKRB8AcKggvV9H8Pi5VdguKYhj2TjyErPhGtkWQVxfRi98+djijGq7IJBU2EqjJkNU5gG0zwDl93491LzSDEmzSKCOsDRg49hljGY2t4CY1pRaGqRVNTZZNBkWmHae\/H0yyVUpBM5Bu0AauVDacuhaiMMCR9uE+nbAVArYdlZczDZ8dRtDNoJgkmTYdraYdo78eEbP44is4WLuhJIRG\/cuRzHyOCr6Jp6Du7eeS+At\/HSbx+HMTOx78DzMkf3f1oPcJo\/jN+aNUBg6ZkMPEMI4xJm9KzAhs13CAhYW4dMjjlw4KEH0N1q8Oxvf42K2w5zx1Op1uX9r5\/9L7Q1FVAwRk7D\/PknJ99JLndjWppaUWAR1TwZprMH\/\/n8H6QCFxWSa8lVAdJwBDs+vAGXrl6DwVoFJdnyBdI53LrlFixbuR4jUSRtWBFW5vqIRz+i0rippxFO4sG996JtylnoH3K1AMOpy8PqObF0TBneB3\/1A8w1Roq+luaCyNQxqU3kMIUWBcGLRZTBBlYZddmfK8apN+8S3LYlqQIhZ5Rh6kjoDLoz+96ub2JWezeODg9jxPFC4\/vT78akdU55cm5tythy1WasXboKKB3F526\/CWbmMrxS1siU5qEUhA0AOJ\/UjiERIG1HhigWYVxqCGl0AovnLcPFK\/owWEsFGjSIrZRwz113YWpnF44NnZI85dEp6OIqDDvSECFoFIPcifgWFPfW0qqW\/MOqaxQ2qmDrtluxaNkVeOHQYdTyOjKJTGpAbaRUJZxf37cRl6y6FENZhDHpZZRk23TNuq1YtfxvBARj0I6dD0KsCaRDn7s9f70MJAN4ZPc\/wUw5H4d8GOdyUuCo0aq5fE0RQ5WffwqrZxjsf\/ghyfF0GS3SRpHngaRMphHtB0SoRNqlQ6CNFTaeYtfi1eiXIk9pRN0l8XsM95qPf2Mvzpw0A29UyhKRqF92NckWgUQVM9XxzuaBlnl5hO\/ffx9mG4P\/\/sVBnHvuebjkhk\/jbWpXUrVWt4nbNQkR3SIqIfU2ZVQZOo48GkTvnHMw2XTjs1+8B2NZhDQaw7d23YeC6cKGa28SZDKgURkMnUmSIWeKkWrX0\/b4Z1tXGzWCEyeMpqAi\/vmbX8P2G\/9OQibp0ZdSegiPxjcL\/VCz7erNuPiitTgRVVCTbWYN2dgoPrHxE1ixeC2KWYyaeJvLQq4yZs9Q+gTs8Se1BggKs5fj5VEtSvOU\/QPtETD6UcVV9gdYvNXfwc0fWo1JUzqw\/4c\/FrnJ3sl3XsO2GzbCdC7Aa8NaJug2zq1PFbC5lbN1rT0NMYJEN9YGKYKwgoCpERY\/3vsdTDMdeG14SGoPGt9H6zjJ3Pcbi9wS6ClqoqcAydHn0Nti8OkdfwtjpuNrBw7iuFZSMk5oEAskJ3tewDWLtOfuHNgFnWNAfASL5s\/FmoWL0NvVJoUUw7dp6oKZtgRHT2nioJloNKYDOXhlpcuquhEAT\/\/g5EFAyZKYW7Y6Ht7\/LcFOlAOlkJ0yFjEh5OOMb5TRJLaKrVdvwZrll6KcRahI3atdxJvWb8dlK9ZhNE8xlNcV7GTDkpMMdRqA3BKk7DqGQ\/i3b++G6ZiLw0XxK+GFEwnmOCMNTYHSa4+q+MPPHpedSVu7QYHbQ56tPFvw+S\/vFm64pMjmt06JRVwruTYzO41aJ4Qpd+y5NMM4nlu31GZ4dM9+zOrqwVAtkGJQ8n\/G3aDEBG0W2US6otRljfHYloDqEdx65WoUzAyYqRficCmV6CSJh6neLUxnjKBfgQ0\/27KlSqRJBBRDEo39yAmCs87Gjr5tOPbzp3DBZM3h1918O355SDtZLCHVa3U+Q7yGRx+4fDTwEcBf6dz6TtvVqcxjyEtcjcEIw3cZwyV\/izcnSLMAm67ejA+uXIvRqI66lKaBdMx2rN+CtUsuwclaWZXHJXhKD4SC65c98VJqNmP7OZaUNubos2bwO12aKuMYKXRpOabMGoYHXsD6y5eiuWBg2gwWrFiC3f\/6XVT4scjpUsIu1cDSQ7o0CeJsDPw8xDFeb1p86q6KNYj4ED9GWKBO8Cie5EOTKIIv2Gegk0mxm4vDyM4pHMCP9nwVptCDdVtuEx0QAPx2IK5OELDsyLV7ShsYepmGaFd3ORDkeB1x8jrOnL0UOzbdqQ15CVWcDGmLe2E5xZ\/KpP+X2ufhr+72tIu30vgYT0tYkbnj75QW040uqhe+dx00R85DUJZSQjJF\/c7Rk5RFafRDGecofT7zhyPo1tOPLk6Tkgw1xfEJT9LwQ4WCvxEelE+v79NeueVkGH+7l35Mg5Ybd5oe3HDhgA0qS5sqP54nz5e88OI7u0jbWAjSC\/hSuOCfQvQjSAZw5pzV2NR3pzzXPyLx+PVf3Rpcvf\/jL1QDjbYx+Z8IggyDCNO3sfDsNdh6zR0OHCxsCAKFkjaW\/kIlf5\/thgZOB4FEAb5jJDiOOBvC7J7FuGHr7ajzb7pcaGavm7n\/\/ePdoQEz0Zjjv1mBjiLL2afX1jTTBAsd+TbgZJf28LtDD+9pKQQENL6e3tu5kawhl368BoAodNUE0wZ3APLXLe9p3b1rhB\/\/iijhnYZmPandK\/nNqM89eqO8VBCoBsaB8a7RyHtQkP8BTswAEUrbnTIAAAAASUVORK5CYII=\" alt=\"\" \/><\/li><\/ul><p><strong><em>Note that while a free neutron decays to proton, the decay of proton to neutron is possible only inside the nucleus, since proton has smaller mass than neutron.<\/em><\/strong><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ccc91b8 elementor-widget elementor-widget-menu-anchor\" data-id=\"ccc91b8\" data-element_type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div id=\"gamma_decay\" class=\"elementor-menu-anchor\"><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a60e850 elementor-widget elementor-widget-text-editor\" data-id=\"a60e850\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<h4><strong>Gamma decay<\/strong><\/h4>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ddb62d3 elementor-widget elementor-widget-text-editor\" data-id=\"ddb62d3\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul><li>Like an atom, a nucleus also has discrete energy levels &#8211; the ground state and excited states.<\/li><li>The scale of energy is, however, very different. Atomic energy level spacings are of the order of eV, while the difference in nuclear energy levels is of the order of MeV.<\/li><li><em>When a nucleus in an excited state spontaneously decays to its ground state (or to a lower energy state), a photon is emitted with energy equal to the difference in the two energy levels of the nucleus. This is the so-called gamma decay.<\/em><\/li><li>The energy (MeV) corresponds to radiation of extremely short wavelength, shorter than the hard X-ray region.<\/li><li>Typically, a gamma ray is emitted when a \u03b1 or \u03b2 decay results in a daughter nucleus in an excited state. This then returns to the ground state by a single photon transition or successive transitions involving more than one photon.<\/li><\/ul>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-bdec0dd elementor-widget elementor-widget-text-editor\" data-id=\"bdec0dd\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img 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GoYceioICTrwBJDWfsJQofQJTDU59yVgNP8glavxBXUm4hT\/20tJ0upF0pO+BdiVaXBIF8XwUpngKZFLK5Loa19BW5AOtnnoeZ\/YcibxPN2MbjR\/dKVoZQerVALtVaQgYAoZAiQhUCKGRWEg8Sj7cp3baaafhmWeeCcPuueceWTMjoXXq1CkUZteuXTjyyCNBP935hEVC40PCVG3N1+jS81bFN7mLhh\/O+MMjNEboE6psJDDv0fgkEC90RxnTJD8aywf3nSVSSdHpSGyr48A9s5fgjJ6D0eflpfgu5aYmiRgVQXOGgCFgCBgCB3H01b7AUjLTeCWZa6+9Fq+\/\/roEM4xHZd1\/\/\/0Sdsstt4Ra2AcffIDzzz9fjEFIVkqKqrGxANbha2hKaJpW664eP1DHSFB0KcdlzgrRURi1OFKZO7A4IDtmC9IWFDqtVk\/bl8OMZaoygV3xmFhBfg\/g2dXf4JzH+uKWYc\/jnSjEYKToqOigfvMMAUPAEMhRBMqtoflEowRDn9aLJDCSD4\/Luvzyy\/Hmm2\/K1OKll16K1atXC+QPPvggpk+fHsLPvHwWLlyIa665Bueeey4uuugi\/OUvf5EyP\/zwQ3zxxRch8YUZq+3FI7SA1OgpoemUpJKaJOGPgNCiwVUyiAW7rmlEwpP05coZdxHN7kShbMTmdONrPwM3DH0OF3cfjRc27pZpSZrdBJRYpBmyDn1Kwkbj6BdzQXvCedMgcq90xTLZhyFgCBgC1Y5AuQmNLVAi87U1Tju+\/\/776NevH\/r37y\/GH7q+RrP9vLw89O7dG0uWLCkGAsmvVatWOO+884TUNHLz5s249957cfLJJ2PKlCkaHNbty8BIn2jDxJX5kjbg+3zhv4ci+IH+uxCJrrM5n+tqhQl33Qz3q31UAPR46VWc+Ug3dFvyMT4N7qPitWrhRjiuzcViSNHKhOXzPMhUoojjyFtk3YBYnVzc1+a2FRRNjzoLzKKMLqWKHLbHXgwBQ8AQqGYEKoTQdAqQbeH0opKJEhjj\/XCm89fHFANOMz7wwAM4\/vjj8emnHKadYzl6fuRdd92FRx99VCK0DJ3mZKCGpb+7kjLsJ1lBFaJAoSo6SIuTlMHloDzdONDCuKa2A8D6BDD5kw04t8cw\/GHCHHwcc\/vYmIv3qqViUXfGpJAZc7OigNskTWCf4hGaOwRZD\/HS9b6A0DRdUJ4RmsBpPwwBQyCDEKgwQvOJRLUltlNJzY\/XMJ2OVDw2bNggZHb33XdLkOZRn9rbli1b0KJFi1AzY0ISGrcIDBs2TDQ\/TklqHVp2xvoBM9AjbRUnNF4QGmhYKYDKFtfMOMVIUqMV5KsbfkbLnqPQrP9EvPRTPJyCZFnUyLj5OoYYIqkUYnHVtpJyfr\/QpMdM7tWdTOnW+wK21TTqZyyYJpghYAjkMgIVQmgEkFqZamb6nU4q6WnSgW\/fvj2OOOII2YDta33Mp2UxnHvZtI7vvvtO1tk4HblmzRrMnTsXF198MTp06FBMnvS6MuabJBFqZ5zoI6G48yFlmpCaFnmFvJZwpMcNDj+lHLHxLMj1+cDt4+fgjO5D0H\/Zh3LAMU\/038nLWRELtnAH2pmQEi0zeaByUZhyVRGpuvMpA\/FcQk0kgQHZZQyQJoghYAjkOgLlJjSfxEg2+q1aFQFWjc0P03R+PDdc8ybsZcuWheUwnZ+P6f3py6uuugqnn366hGln8pQS3qA9depUDcp4nxxBMilOaMFMYTw4+JEHFUfdCf40AslPuYek9iOAp179CE16jsVNz72ODwBsAQ85dqWSFXnqfxEnRZFIuqttisJUSyzyNc6twykDBgwrlMh3c4aAIWAIVD8C5SY0JRv12SS+6zfJjO9KYHz3CUnD6d94442yJ42E5DtNw3x86Ojz+CwSIM+E5Ldv6t+kSRPwiK1scT6h6b42kV0jlJeiSSRJcOS6lHsYVZiEbLqe9j1wdr\/JuOSpsZi3fZeQGmmLOfgHRzSZEopzKp\/DUkoLthDwvaRnL0KTI71kxS5bIDY5DQFDoIYjUG5CIz4kLdXCFC8NU2LTcPpKUJpX42jmT81q2rRpksbPq1OQmpf+q6++iqOOOgrjx4\/XIsTn9CT3wbGszHdu6s5dQcOpQKEaIR0SS4JXXTNJNJhv5Dsvyo7x1BEXxy1rQmrByf0rdwE3jZ2Ls58ch799sQufFLiTJLnPTW5q49ylz1oEid\/inDx89ZPoe5jGCM1BYT8NAUMgYxCoEELzW6MamR+mxJQ+JemTE9Nzn9rRRx+Ndu3a+dlFs2AZWs7333ObMWST9jHHHIOxY8eGJKkaHPe9NWzYsFg5mfeh5OE0HUdqRYRGkhKnbMIpQ7Fe5IJaHIlIPtWukHnkItGYMxxZB6DtnI\/R8JHBeGLhKqwrcHesyX64ZEK0u5DDhDEpiyvXMSi\/ndPq1XehKrumMt8QMAQMgepFoNyEppqYNkNJit9KQOnvmlbJj3n0ueyyy1C3bl189dVXmiw86ooBPL3\/yiuvxKZNm+S4LO5L40n+dCyP5v179uwR7YznR2a2I0Px0ak7Z4ihs4v0+RQRD1sTEE+oy2mY27PGspie+hstIZ\/79Gec23EYWo2ag8X5wPbA\/J\/TkLyyxt2oFkciHpzgn+JWAZr8xx15eppayfJkNsImnSFgCOQOAuUmNIVKrRD5zXdqSqNGjULfvn1lY\/X27dslnOtc3Gg9fPhweXhfmmpYJEBqXzxJhCfwv\/XWW1IOiYqOpvnnnHMOXnnlFa1W8taqVQvvvstLVpwbPHiwnCX55ZdfalBm+qLycNpQic2RlxIHaU7f6bt9YkWbn7kJWs389Xoa2btGkuQ0ZMqtqy3LB64cPANndh2O2Rt3ihUkyY7GJNTYWAYzxGP57maAZAyx\/F8d0QZsSq+4LJkJqUllCBgCuYtAuQnNJzLCqGtdPIxYj7eaNWsWaKRBYvrkk0\/wyCOPiGn+zJkzZb3M31fGiz1\/\/PFHuRj0zDPPlLUwbqbmFOKf\/\/xnOXFE6yEBskwes9WyZUv84Q9\/QJs2bcC6P\/vss2IaYkZ2sRBaoHTpe6ARKXnompojN2fST4N7feRAY9ltxvvVnL4lWhw1LcTlyCyS17ok0Hbmm2jUNQ9tF63CRjiy+4kGJaq1RQsCEoshVbA7eHdTjyURGsPMGQKGgCGQKQiUm9D8hnDaULWpCy64AG+\/\/baQytatW3HSSSeBGtM333wjYdTgSH4PPfQQGO9PVSopktxoybhx48aQnHwCJaHpo3JoXn4zLqOdkli6XyKpuVP91axfNTNum+Z1oZxidNqW0+RUY6NWx83YPGGEt18PXPENmnbLw60jpuHDqDPt5541ntzPMuLJBOKFSmxFa2oUUUnWaYvpU6EZjbQJZwgYAjmAQLkJzSci4qWExhM9lOAmTJiAZs2ahdob0zGOhxKPGTNGphUZRrLS\/EpG6b7WoeH+tx6PxTCuo2WFSycz\/zvYYO3Ia29CYXiUl33KFTYuXq0lSW6M47RkYbRAyE6JbekPu9Bi2Axc0GssXvpmJ7hayT1r1ORIajQuiUULnYYma3Usx2l\/Kl5WYGtCGgKGQE4hUG5CI1rUtpTY1Gc436mR8eSO9evXi8akGhSnFbkhmiTmE5Gir9aK6d8+kfGdx2HRaXrWqWl8WbScjPaVLcRXK8K9yYTR6lRrKgpz05I6ValGJMQ9v7BA\/qigNvZRCrhz8iJc0PlpDFq6CpuCKcgdKe\/k\/mIGKEVyaN3mGwKGgCGQSQhUCKFpg1S74jdJimcq3nHHHfj2228lCQ8c1jQ8hb9Lly4hIWkZSnhKRkyfTlBKXlqWPw3JctLTa9mZ6CuHiWz6IVym1o+kJreOFcpfLF3aGlwJcYX51LvcFCFL251wpv08C3Lg0rU4s\/0gPDxlPtbF3QHHu\/VKG+7c9kiN2p77LiLbUCZ7MQQMAUOgmhGoMEJTTYntIcFMmjQJf\/zjH2Xz8zvvvIOePXti\/vz50lwSUaNGjfDaa6\/JNwlICUx9RvjvSl6SwTM+YRolMMaREDWfkqPmyURf+Udk0w\/xldCUPALp\/TSMUhWN7xrnh5ODgvA4iSzmsiSjPLbYravN2rwb1z2Zh9ZPjsJr3+yRE0d2B0W7WllI+uPkUstLITqtv6jKvSD3kuwVZwGGgCFgCJQHgQojNCUVEg+fXr16oVu3bkJkfCeh\/fQTbeogPr95sLC5NAR0xKefrpmlJVWiCn2N98uQcjQi5DZ5IRlx\/Y1GIdyIfduI59G07XAM\/2CrnNovO9PkhH4ah1BtI6m5\/W5uywAtKyNIOHMSV3hArG4NzwWJfAHJKf+qiEWSHfjN18T1983PxT9k\/D9i9A8bTcPfy\/QwjTPfEDAEsh+BchOaDiD0\/UHG16j8MxYVMp021G\/zqwMBaoGFiKRiQmDctdd7yRc4p+MIPDr1dWwITvQnjQm30lCEN2kjhkLmk5P8Y+AlNaLBBSxFT\/W5Ij5Vja44qZam1T4J8XdMf+dIcAf6PWJ6\/\/eS9fGbZaaHl0YWS2MIGAKZi0C5CU2bpoMDfZ7mQacDj8ZpWiW49HCNN78KEQhIiATEacZtAJ7\/4is07Z2Hy4a9iNd2AD8yDfmIx2yRA8UaMoVC3fcWHGzMMsT0n+IzPdWxwNJSNTtHdUEhpWim\/o7s2kVTlr2dxuvvFFMwrCRtrKSwvUu0EEPAEMhWBCqE0JS4CIIOMPquFoz8a9r\/S9t\/z1bwaoTcAVmlIk7L4gTiVgBLAFya9wLO6Toa09bskDBOQZKjeNFoMeIKjEg4zShm\/2QzOTFZpycDDY56G4\/5OoiDjX1NinsSeRfewoULw20ZSlL8HeTFsLxOiJvs9eE3t4388gt34jnHtP7vqYabbwgYAtmNQIUQmg+BT2B+ON918NFwfpurXgR48L6wlBANLwN1m7B55iOnINvNewundRiIxxZ9go\/hrCCZhXvW42SvgKu0GKeaMZD7APkUyF44lkvudEYsVN94TSkfxuzf7dy5Uzbg89LWJUuWyOkyPEWGR6ap27ZtG2h89OGHH2LlypVYvny5+Pz2yYx\/WCmZ2e+fome+IVAzECg3ofnamQ+JamAcPHjihzp+M07jNdz8akKALENy4ukgclu2o5hYIi6ni6wHMOarrajfbThaj3kZ7+92G7CpjTl1LeCkYNpRjEcQQwoFSAhhkfWC268DbdAxG8NdnftrOf9AGjhwIK644gqxnmVa\/g5NnjxZ7sLjVhAlKF1P4zff6fP3U3\/f9H1\/9VmcIWAIZC8C5SY0bToHC\/2LV8kqXSNjuD\/oaF7zqxcBalsxvQmbhh8yNZhEQcyRGk8RWfZrFK0GTcQ53fIwdcMemYIU3YqqmVhCOg2MYWrhyGO6RGPziEzjRVsrRbP5e8Vj02gp6zseXM2rg3gQNZ3+XvGPJ\/09VKLz8+k7fxc1nYaZbwgYAtmNQIUQGgcddWpa7Q8mHGz8v4799JrP\/OpBQPuCBBOJiuUHkIoCCdISr6JJih7FFah1CeCRl5bhrE7DMGDB+2IZSd2bnEbHMnQdjb6EK5mx6OAUErfO5tIHWffp8UQZXuKq04tKXB988IFoaCVdBqt\/UIlM3nmeSmL+7+Y+K7YIQ8AQyDoEKoTQsq7VJvBeCJB3+IhGJQtjpJ2IswBJAtHg4lCureUtXYlzug3CjeNmYnkM4HWrQlIJ3gHgTv2PcxktUNAikWDpjFOPwX1tcWqFpTB25Ckzxx57LEaPHl1MZp40w6uEuD6mpMwEpnUVg8k+DIGcQsAILae6+0CNVYbhuY1kJF72GQeouQVRPBaLpv1zf47iokHjcOlTkzBt0840bc2lF0JLKZkBhXFq6rw81JGnI9D9y0TLxtq1a2PcuHFyH16dOnXAS12vvvpqcP1MnWpdqsEx3MhN0THfEMgNBIzQcqOf991KYRWqUgGBFalqnsbm1tN0OvGnJITA1gD44+SFOOuJMej91qf4hpOUzJ9PFnPqWZyXhSbiSDLCY7BoIXU6ptm\/4+HWXCvLy8sTbYxm+x999BGGDRsmd+wNGDBAjD+U0NT3iW3\/NVisIWAI1BQEjNBqSk+WpR1CXlS9uJXsQrsAACAASURBVAZKgokVqU4B\/0QSvIeNMalwfYwpaTrC6ccNALq\/uRaNOzyNR2a8iQ27XUnM42wbmZoP9585IXlBd5IHS5aC0HgNEdfQxo8fL5lJWHw4zchbz48++mgsXrxY4vy1M90+UhZYLI8hYAhkJwJGaNnZbxUkdUBmJDSyTKro6hlyDymHVLQnnCKMY3cyHwXJAoCElAJ2wq2hPb9hF5r1+huuGPgC5v7o9qsVxni4CM8foUnJHvBsEdHMhEgDJe4ALaGGxmlGamR6ALaSFS0d69WrhyeeeEJKUe1Mi7QpR0XCfEMgNxAwQsuNft5HKznlR10q0J689a6AcxBNARGZGUwiFs+XcxvlGhladMTIdO62bK6rLd0N3DBhEZp0Gonx72ySC0O5tZpnPhYKoXmaGi0emf8AjmtoRx55JPr3718sJa1pZ8+ejd\/85jeYMWNGuBdNE6WTm4abbwgYAjUXASO0mtu3B2wZTfJpl+ieYEbQLX252UBhtTjiMRrnk4xiSMSjiEWiLj6RAgp3i4l\/QTwlp\/bzotAu899H005DcO+MxVgFt95GYmNNMnmZZP4DkxkbwClHElrjxo3x3nvvhRaNPNuxefPmaNCgwV6WjsznWz4eEAhLYAgYAjUCASO0GtGNZWuEEho3QFNPk31j\/MFH+CYJxElmBUgk6QeaHBOnuA5GlS4OiOViXNbZOAW5GcCkTTvFWOTawTOx6CdHajyymmtxtKBMyZlbLKeIQSmPPo4xk\/ju282oddjh6N61G1rfcCOuvfo68U89+RQx23\/33XfDxqdrZUZqITT2YgjkBAJGaDnRzftupCMQx1\/CYaKV+el1WjIgHj+epBasrzkOdGlpDcmb7lbEgOuGzca5T0zB6I+3CtGRFllEYSKYfkzwxlFnYRlDRHaxUWOMcZ0Ocfyw+VscfVgtjMsbI0T7zWdf462\/L8Vnaz5FilsKzBkChoAhECBghGa\/CmVGgMQUrMA5hS5FK0lHVLSCJKmtBfDYrPdwTofheOKVlVgfcyYijBcrSJ5IkuJUZiESqSgSSCLK7xTPYIxj81ebcOKxtTF1wmS3H47rbuRNEqkRWpn7zjIaAjURASO0mtirVdQmJTSpjlpWnFcE8aQQt+JG0iK9fR8Fnl+3HRd0GYWWw+dgaaG7Y43pSGCyiZsqHgMCsqKfTADOKKSW7ENzK34x5CfysSdS6Ei0itpq1RgChkDmI2CElvl9lNESyt4vroOR0JIR0bqi1LICgxMko0I83LP2+jbgmqdn4rInJ+GV9T\/LiSM\/82JRncYkoekhkMEMZ2F+BHfccQf+\/toimY7cgwIUIhYegMys5gwBQ8AQIAJGaPZ7UHYEyCZcRJOd0tzHxrUw6mS8A60AXBNTG5P8CMD1M5772GXaa2j46CA8sfgLfBts0KYVZCHLU02toNBtVIsDsYgzFomkYuDGAd6U\/VP0F1lxo4ZnzhAwBAwBImCEZr8HZUdACI1zg3x4ggfZyBGa8+OyVS04BUumE9VgZND7m9G08xjcPuJlrE1BrqPhkVpyOH7AgomCgnAKkkdo0exf+Y5aGh8jtLJ3n+U0BGoaAkZoNa1Hq7w9bm6Qs4V8xAnReethVLxSUZkypO7Gc0N+APD371O4esBzOL9rHuZv3iVHae2OxEVLi\/A8SG6+lvvZYkjKWZN6sklSVt5IbqzKnCFgCBgCRMAIzX4PyoyA4y0a2XPNzBGaaFhktuCsYzIOtwbQVIRG+TTlcDvb3M3X7yaAe59bhAva9sWopavwoxyS5ZbSeBgJS3cn\/8dlU3c4vRmssZVZeMtoCBgCNQ4BI7Qa16VV1yASmiOzpEw0ioZGolFCowolE4URMRJhsGhU8qNAKI5HZnEdbdDSz9D00UF4YMbb+CQ4\/ZFnRrL8CE8WoeEJ93lHE24aMp8fWmDVtdlqMgQMgcxFwAgtc\/sm4yUjL+maFrlFpgAZSFLjB31hHWpZHpkJofHQ4l+5hVqmGnn1zKzvUji\/90Rc2m8sluxwU5A7U64EKSAgsDgPmOQ772mTsjIeKhPQEDAEqgABI7QqADknqhBicTvFOL0oxhoMI\/Fw+jEgIx5sTBJzU4lO62IyTkPStP+DKHD7hFlo0H0EBq78VoxFuJ+NJ\/fL8Y9MzNuuYzHZ85YT2FojDQFDoFQIGKGVCiZLtF8ESDK0dJSTGguQ4NmPwmIBkYULbG5NjOYh7jyRQJOjpoU48hGTE\/rXAei4+DOc3m0MHp\/6Kr6IuutoSHpiMyJra1yXozm\/OUPAEDAEHAJGaPabUGYESCacWeTj1riCo6\/k+KtALQs0KmUeppXZwsCX8ERSjr6i9kayI3H9BOD51T\/ivJ4T0GL0PLzxC7CFm7C9\/IVJN5VZ5gZYRkPAEKhRCBih1ajurNrGFBEaNazApJ7nK\/KRW7CdBqWk53ObhkWipDc65ou4syCZN+W0soV7gCuGz8UFXUdj8sffyRQkTxfZmXSWlSzTnCFgCBgCRMAIzX4PyomAIzOa5pOk0glGNTLSFt\/FCbO5fAwvkNP2eQ1NIRDZDSRjKIxGRBvbGhxw3GnuKjkLstvLy0EDkh3BFu6wTC3bfEPAEMhZBIzQcrbrK6rhjpiUuOjzUW1MvzXMRQTaXECCkQQvEaV2Ri2N1h+8NY3m+u68Ed6x9iWA0Su24JJOQ3H70GfxSUERqWldRS2iTHTOZ1l0e6eT4DCdfvm+5qEvTgNcs\/dmcE1nviFgCFQ5AkZoVQ55zaxQx3n1tZX6TT908hEwAveXyRPGFr1wU3bUTVty7Yx71pZuj+PGpyagWa88zNi4TW7JpoEJb5UhcfGJJ9zlNHKRaHBIMvVH7mejRijVq2BCdgxVebR6VxatNWl8Eh6xxXxkZ7XcdFypmcw3BAyBakTACK0awc\/5qkkOerBxwBOkFj7iZDN1HMlCEhSPPHak9kEEeHTWUpzXeRAGzFsuxiK8DfsXHmQsbMXUSTlbMpFwd6s5snNkxrMleTWNc2SkgNCU5IIyhBw9QuO3sCGzGKEpgOYbAhmDgBFaxnRFrgriNCPyC637qW3Rd3xDAqHlJO9ai8k+ap4DSU1tI4Cn3vwU5z85CrdNmo+VUbePjXlJOgllRZ+k5N0xEckpRsJUkmJc8OnPTTKY2pk+Wlyu9pa12xDIZASM0DK5d3JCNjelSP5RQtM9ajTjT\/GOtRgnHElETpeiWT81Mt6I\/dzmCC7oMxHXDnwOc76MiBUkr6JhWXGyojIQpyR5albUlU5C483Y4rw0fnp5dynk1ZGak0HK1+nLII15hoAhUL0IGKFVL\/5We7A5mtyjpEaycITBfWYRd5xxIh+J6B6kEkmZLoxEnDZHE\/41UeDmvJdwTvcxeHLZl6K9UZNjefkxd7QxOYuOpCYHKMsXVbLA+aSmmprvBwWQ1Hh5Ke9kc9eZagHmGwKGQHUjYIRW3T2Q8\/UrawTrW95aGo\/Hyo\/\/KpeFujP6aQkZAxIJmZOMF3CdDNieBL4C0Hvpp2jceQgeeHEJPoq4qUnV1uRONmItxiNAPK5zkkVKnK\/QiUpG0RjIh+9Cas5IhDcH8CHBmTMEDIHMQMAILTP6ITelEK2IFhruTMdia1jCH1y7iqEgsUuO04qndiMa5WRjDIjSvN9lJd9wInFzPIkF3+\/AOZ0H4NJnpuO1iJuWJHVRM+NJ\/ayS39wqINUHPMUwPsWmEpmAhWsk34N1N5JteB5lbvaetdoQyDgEjNAyrktySaBgPxr3n5EslDzoBxpRPEk9KIYoeJUMb1OLIUmz\/EQ0OD8yMNNPudurOQW5Mg60HvMymnYYiumrv8WWlDv8mPvaSGOyFpZyZvmsiGt1JCf+43QiH4ogjnIoodFnhJCaBpqGplCZbwhUNwJGaNXdAzldf8AWsqE6uN+MdhrOENGRmnCIuyDUneJPSmI+Z0KfSDnyYRi5piDuJic3x4F+c5fhrC55uH\/WcnwenC4SE3byKpBjtqiXcTM3Y\/VxtUn3sDoWzkeqDohYymKAOUPAEMgEBIzQMqEXclQGkpBYMioxcOpRFR\/VhgK+IJdoEN\/VuSnEFAoSCeEbEk4yzlIht1\/nrf4BFwycjGuenoD3Ct35kJyezOeUJZ3UGUEqXoBEYg+iid3cgi1TndEUDVIC589PyrswW7CuponMNwQMgepEwAitOtHP8bqdxaBvXOG0LtGCfI0oZJU0\/uA9n4FxB40+JFkK4IHHJC0ahPCOtcU\/FuCaZ6bg3F5jMPazbWJAwpU4GpQkI9y0xg8eiEySiyAe343CyC+isVFGn0glqfRbQGg53ofWfEMgkxAwQsuk3sgxWUgONH2nCbxbtwrUMdWGlDPU13DPT9DikXwUGH3Ie6DNFSaAXYUx0IR\/PYD7ZryFs7uNRrs574tpP6+oIfGRCWkwkogUhqSGFE8ncetyuo1AfRKc0y4DeUUC+2EIGALVjYARWnX3QA7XT14iOahlodOEiow1ROVSMivJD5QrMZ5PBIcbBxuoJW9gos\/yf0k5M\/6\/rfwBZ7YdghvGzMXbcHeskfBIbEKNFCpWyB3YorWRuCgX4\/morAwPF\/lyuA+t6YZAJiFghJZJvZGLsgSkQx4hofAgYD0MWEhDtTHlD\/oaFrwWksyEdtw9aokY1+ISSAbrZPl7SE6OjDgF+cY2oPnTU3Bh7zGYuelXbAoMRn4NZHHbCIrudKNcJDKtxemEFIRUR9+cIWAIZAICRmiZ0Au5KgOJiZzg8YJbs3Im9PzpzDuCBbKQyJTdishNikqkEE9yr5mn5XmaFIloVxLgdTTfA3h07Is487G+GPzBRpmCJNkVsiDhqkS4141k6MjWcakkkDU3T\/Bc7UNrtyGQQQgYoWVQZ+ScKCQP2mHwIWOIhkTze0dobuOykoaSWHFftLFAs2IRjhBjiMZpoRhHkrdn0xg\/5g6qItlFkynRuLiGlvfOWpzXsT\/uGv8SVifdHWu\/Up6gGubWqUZqaaxDHK1QQksUDcxOn92wb6d4FynGkp4\/9p9x30VajCFQSQgYoVUSsFZsKRHQ8dIbHFXDkinHg5jS0zHW5WP9LNz33ZemI1GR1N74fiea9R6DZv2nYP5WyI3YjKNZyA8Apq\/4TKwldwVhQmqOPbN+UCcWbIpi4hDSb+Ln\/iAgpkzHL2m\/ZFDTUs1lviFQvQgYoVUv\/lZ7NSLAMZla148AlseAm8fMxQVd8jD8rfVyaj9P85+yuRBN2j+Dmeu2Ykdwyr8M6CUQcTU2pcxVK6EpqWlBjuAcobm9giUQGvfwMaE5QyBDEDBCy5COMDGqHgGndcTB62hIVpsB9J2\/HBd3egZ\/mfImns8HThi2CLX6voDLn35JNDdqbZH8X5x5v+xbUy2w6uWviBodcalGVlSiEpojM3c6C8NC4vMzFmWzN0OgWhEwQqtW+K3y6kUgiWSKO+BSyE+5U0S+ATDp8+04ve\/zOGHwYhzScy7+Z+gSHNltGubsgOxpk03YXFmTvWrZTWjE3+emvd+dgc1e079stiau3k602g2BEAEjtBAKe8k5BDggJ3hcCFAQi8vJIrwNex2AVvM\/x7\/1WYT\/GbESh\/SYh38bMBdt5q7Ct6GWEkciSX0t2wmN8rs2KD+V5Ls0nGL0LE5z7hfGGpzpCBihZXoPmXyVhwBH7sB0MZJIYidSsnY2ZeOP+H3nyfiPAW\/g\/33iNfzTwGU4pM8rOLzfDHwQc5u0aRyRFPPMbCY0yu6MPnQtjFOKOq2oxOY6gEQWd2dfelalTGPOEMgUBIzQMqUnTI6qR4CjcRyI5SeE13j1zLs\/5+OCroNxSv85+I8us\/Cb\/ovxr\/3ewD8PfhP\/23c22s5fK6RHK0h39mPNJTRpYtgrJDTeQec2r+tGc5KfOUMgUxAwQsuUnjA5qh4BElqgjnDykGb5GyLAnK92ov\/73+OB1zbiumnv4aT+s3D4k8\/jqK5TcFG3SdgUnDriNtBlOaHpBvFA1fI1NGptEiw\/AkJLxCSQhjTEi\/qdOUMgUxAwQsuUnjA5qgWBt5csRZfOHdG9Ryd07d4JnTp3R8cn+uKhXr1xd5\/euHPAQNzW\/xnc1DcPbXqPwe09x+Av3QejU7eueLJ7O3Tv1gXdunXL0qcLenbthJ5du6Bnlx7o1q0HOnfvhk492J4e6Nb1CXTv3hedO\/VAj+5d8WSPzniyY3t06tQFbQeOwl09BqJDjyeztO3Z0WeLFy8O\/1\/oQdxhgL3shYAR2l6QWEAuITDt2Slocf1VuOSSM3DtVRej1ZXX4JpLL8ell12AZtdehIuvvggXXd0MFzS\/Gude2RJnXXErzruyDa68ohmuvuICXHnFpbjiiiuy9mE7rrq8Ga5q1hxXXt4clzZvJg\/bdOXlV+OKy6\/Dtde1wsUXX4jml1+M6y6\/FFddewMatfwTzr79IVx4VYusbXs29NusWbMQjXKC17lUKgU+5kpGwAitZFwsNGcQSCIW3YMU9iCBAoj9ftzNRLorbYqA4DAiJ2XwRabquJKWzVOObFtgtchm8BodORzambwwKhHn\/XJsMNNFgXihnKByX94M9Ji1TCxDixCyt4pGoKCgQIrkvX969x8DktzUbm4vBIzQ9oLEAnIJgRTPYwQvoHG3VAs\/BeN5NJIUK3UkadrvWfhxfKe5v6wnJeQvZv3LOdt817bg9OUkVwX5j7cT0ADELaJRIYgnY4gnCoTIeXHqLcOeR9sX35J9ednW5mySV\/8vphNYLMYDR82lI2CElo6IfecUAuQmHlb8S\/5OORJZbERIaFS+OGbIviuqbBFHYIEdiRBfoNVkPWCBAuY0NB4MzYaT0JzWRkLjxupUsE2BtxXcPHYB2i5cDVqGmqs8BKihqWZGItb3yqsxu0s2Qsvu\/jPpy4EAx\/GCmLvAU5Qu2VnGt4DQSGokNA7kiagjtGTKKS4c5IOk5RAhM7K6xgdTjk5bFQ2N2msSyM\/nOY5JFMT3yFQXjwm7etQCPLhorRwZlhmNqPlSpGtlRm5797kR2t6YWEiOIKDjOBUymV5MAInALD1QRkQzoc4S7rciv3FtKdiTne2cJvIrELKGxrZyapEaadItFaYAXqKaQEzazcOcr5u0BLfPWiW3EOTIr0u1NJNamW8UQiHSia1aBMvQSo3QMrRjTKzKR4DjOMksHNS5VEZCo2GE224V3K+W1ANF3DRcDSI0QZkABNOL7g46Np5TjkkxCnF8l0QkWYhYIg4eD3bpiPl48I1NRmiV\/2sa1qDraKqZkezMFUfACK04HvaVYwgcaEhgvP\/oh4bVCLjCxgQWj\/xOb7dQf1wMYDjleO2YRXhgwRqbcqwRvwA1pxFGaDWnL60lhsDBIxCSGXVVWnI6JmNwqL1KqTzyivEpMQS5bswC\/HXBJ0ZoB4+45ahEBIzQKhFcK9oQyHgEykBo1NCM0DK+Z3NSQCO0nOx2a7QhECBwMIQmGlxKtDIjNPsNykQEjNAysVdMJkOgqhAwQqsqpK2eKkDACK0KQLYqDIGMRcAILWO7xgQ7eASM0A4eM8thCNQcBIzQak5fWktghGa\/BIZALiNAQhNXCitHW0NTsMzPUASM0DK0Y0wsQ6BKEKhCQuOGYN0MrD7byHu+9Jubh\/Vd\/crGgfX7d43pe0n1+2H+Bmc9vcOP17b58mvZmle\/NY1untZwTcd4rYPvegq\/5lPfT58eRtkYr3XoCST6zfRar+b1\/UgkEub102l+9X05\/fxV8W6EVhUoWx2GQKYiUIVTjv5grwOiDn46uBImHRirGjLKR3lUNn4rCaic+5JJZeagX5JjOT4J8dt3hYW8M90Ripalcui35snP533hPGMzPyR\/Hz+J9AhQy9FwP60SoN8+TU95NdzPo+8qF8tV2dRnmJat9VaFb4RWFShbHYZApiJQyYSWPiDqYKm+DwsHQE2vvh9fGe8cgP2B2a+jJBkZnx7OMvyBXMtgOm2H+qxLB3otRwnKL0PTqHx+HMvX+HR59uzh5T5FTgmW+bU+xmqdfNeyVUaGab6iklw61qt4qc80DGc5fhl+3qp6N0KrKqStHkMgExGoZELzB1G+c9DzH0LCQVAHRx1cGe4P2pUJndZJGVRGrduXTTUTlUXT6Lfm35\/sqomlY6BlqO\/jpthoub4cKoOfXuvQstJ9Py3jlLwUB02v5RCDfcUxrS8Pv1VelU3LqwrfCK0qULY6DIFMRaCSCY3N5oDIQe+nn37CH\/\/4R1x66aVo1qyZ+Nddd528X3311Tj33HNxySWX4PXXX68ytDj46gCslX733XeYMWMGHnvsMdxwww2YNm1aMc2DhKB59pV\/+vTpeOSRR9CyZUtMnjw5JA2tg9N51157rbT9wgsvxBVXXCF4nHfeebjoootw2WWX4ZVXXtHkxcidRNOrVy8wH9MRz2+++UbSkniUYCjb4sWLw\/LatGmDF154IdTUlNjSiWfhwoX4wx\/+IOVefPHFuOuuu7BkyZIQg82bN+Phhx8OZX7wwQexbt26UFa+pBNgschK\/DBCq0RwrWhDIOMRqGRC08FVceDAe\/TRR8tgTILjoMuBdfXq1ejUqROOOuoo9OjRQ8KrclAk6erAzvdly5YJIR1\/\/PEYPHjwXoSk7VGfebWt9JmfAz3bOmrUKE0WrnuRFI444gjcfvvt0u7OnTujW7du6N69O7p27YqTTz4Z77zzjuCg5KmFqJzMc8011+DII4\/E008\/rdGhz3z33HMPSJKHHXYY\/v73v0sccSXm9LUsfwqSYV9\/\/TWaNm0Ktn\/Tpk1hmarNseybbrpJiI+R\/NaydK2QOFa1M0KrasStPkMgkxCoZEJjU3Wg4\/vGjRtlkKeGoRoCwzn4UfMYNmyYaEXpg3hlQebLli7r+++\/L0QwZMiQsHqSAGVTsvXb4IczAwmpdu3aeOaZZyS\/36Y5c+ZgypQpUhYjWR4flvfAAw8gLy8vrFNfGOfLyzQDBgzAKaecgvPPPz8si+lJqlu3bkX9+vWFIElMa9asCeVW+dXXOnwZ+\/TpI39gvPzyy9I\/6WmpSZL4fOLy39PTax2V6RuhVSa6VrYhkOkIHAyhBaftH8zhxDrgc6Dk+xtvvCEaxcyZM2VwZfisWbPw\/fffC1IcsEePHi3vmrcqINSBmIOwkgYJ4JhjjgEJjeH7k8ePU01t1apVOPbYYzF8+PCQSNgWtnnbtm3FSELrHDlyJG688cZidSl2igProjzjx48Xzax379447rjjRCtkGiUSkh21PRIqtbhPP\/1UilBZd+3ahQkTJqBdu3Zo37699A0TqCzsE5bbunVrrVp8xq9cuRI333yz1EX5fHy0fJWjWOZK\/jBCq2SArXhDIKMRKAOh\/XwQp+3r4EYMOBCSHDhIcrCn4xQktQs6f9rLz8c4\/abPAZSO01\/Mw3J3794t3yQmvjOMT2kcB14dfOlrPspIWVXDYrjW7RMg82g461NZP\/roIyFEEpo6JTt+892vm9OU1LaoxfrptEyVUfOOHTsWTw98Cus+XYvaxx6Hhx98SC7vSyWScs1Pw\/oNsGH9FxjQrz\/qHFcbn61dJ\/GxSBTffv0Nzjz9DPTs2VM0OZJdw4YNZZpV62E7\/vznP4uW9u2330oTFBuS4Pz58yUsk34YoWVSb5gshkBVI1DJhKYDva693H333TJA0iDi+uuvx6mnnorLL788JAEOpkoImpeDqA6yCg81BK5PUfPgtB4frkkxjA\/X4jhVdiCnAzTTsT6\/7k8++UTKSl+fUlnU1zqYn9OmDCfhcV2QGt6IESMkiU9Sus7ECMpAEqZRDNfF1Gl69ZlOMWEaalfDhgxFIhZHs0svQ72T6mLPrt1CWnNmv4ybbmwjxPbUgIE45qij8eGKlZKWl9T+8bbb0fL6FlIV28yyabzCKUpOlSoub731lmDct2\/fcB1x586dOPvss\/fqE5W7On0jtOpE3+o2BKobgTIQ2sFMObJ5HIR1IG7evDloOcfpLmpXtJajMQgHUH8PlZKF5mM5Sop856DKNa53331XLPmWL1+OpUuX4r333sMHH3wg02dMU1qnZXNwV+1LpwwHDRoU1k05lfRURtahpKP1MY5ykFw5jejHaz4lDZZH0iQJ\/\/DDD1KE324G8FvzkTQpI6ccBz31tBDYqLyROKHO8Xhp5oughnZjq9Z4Zc5cievbu49oaN9v\/g7xaAw7d\/yMo444Ek0bNxENjFoYjUc41UnLSVpo0rE+1ksN+qyzzgrlIpH664oSkSE\/jNAypCNMDEOgWhA4GEIr41mOOpiTNH73u9\/h\/vvvl6ZyIF+7dq0M+Np2DqJMr4MpwzU\/33Wg94lFiYHxzMeHzp\/ClIASfig5MconDX6T0GrVqiVrYPz20+q3XzfjfVmpRXLKkoYu6khG2gaGUVPbsmUL6tWrB2qvdEqufGeZfr1++bSe5JQjNa4fvt+C4445VrQyTi1yOjFaGBGNrH\/ffjIlSQ2Nad9751357tenb7GyWZ\/KpqTOulkPyZbbKRjeokWLcA1QBM6gH0ZoGdQZJoohUOUIVAGh6SD55ZdfyvQVrfP8QfvXX3+VZpMcaCL\/9ttv7xMGHdC5psM9bXfccYdoF3y\/88475bntttsknIRyIEfyU1LypwH5TqOQOnXqiPakbaAWyUFeB3yWrzJpXUzL9nENjdOgY8aMKZae+VmnlkkNjprcq6++GpIxy9J4LZ\/fStYsf+LEiRjYf4CQFJIpmUYkqT3wl\/vRo1t3F54COOV4fO064Rra1h9+xOGHHoa2jz2uIouvfeITKOWkpksciDXX9+j7aYoVUs0fRmjV3AFWvSFQrQhUMqGplsQB8Nlnn5WB0V\/b0sF6+\/btsn7EqS0dWH1tixjpAE8yoTEJ96txulJ9GirQyKFLly5iuffhhx+WClrK5g\/QKhM1NK7RDRw4sFjdWig1Kxpy0PllaH5OiZKohg4dqlmK1aOBjRo1wkknG\/HNYwAAIABJREFUnRSe9ch2+4S5r\/JpDTp08BBZJ+M049yX54jmdezRx8i04u5fdwmpUYs7stYRWPPJ6pDkbm5zk6y5ce2OTomSlo00xacjmWn4fffdhxNOOAH33nsvXnvtNYnX\/pCPDPlhhJYhHWFiGALVgkAlE5q2iYMjp6o4wNOcnGbrJIQVK1aIVkYLO8Y999xzMrCrtsS1NjqfcHSQZZi+axp\/kPXfVY50P504+M18LJv7xGjUceuttxYjGK2Xp52Q8NavXy\/pfVlIyiRwmu1Te9T2aH3U9Jiea3+clmRZJTlfk2O8kj3fH3\/8cdFI+c6ymJakQ3m17ZSVmivDia2mpcELLSr\/9Kc\/gZoz3eeffy7fJDVtC32WxX7itCPX2OiUtOUjg34YoWVQZ5gohkCVI+CWm\/j3uHtoEZ9yf8gzJIwO41M4GKMQDobc4EvjDw6et9xyi5yOwUGeAy+PWOJ+Jr7zr38SGE\/L6N+\/vwzePDpKB1diwwGaTgds9bk2Rce0OghLQCl+6OCsZX311VciL2Xk9CVlbtu2rRifaP0kJk4lUn4elaWO4Rs2bECHDh2kTczLNMyvU6m+rDR9Zx1sr9avZfk+4xQH5qfVITFj+ayLU7BMw\/UuGsbQURZqr5wi5KkeNP7gMV50bAfb+cQTT8hpI61atZIyqbFpGyVhgCnfH330Ubz44othvMqj6TLBN0LLhF4wGQyB6kIgZKzKIbTSNksHUfokQJ6kwTWluXPnhgOon4blZuKAWtr2WrrKQcAIrXJwtVINgexAoIqmHPcFBrWIkoiJh91SI9A1Hk6n8aFTn3nNGQI+AkZoPhr2bgjkGgLVTGiEW6fa6Ov0H9ec\/PMMffJSTS3Xusrae2AEjNAOjJGlMARqLgIZQGgkK5\/USFhcWyrpDEXG+WlrbsdYy8qCgBFaWVCzPIZATUGgmglNySl92pGnVahVnkJNMtN0zKfvGm++IWCEZr8DhkAuI1DNhKbThyQnamr6rZutGU7y4rqZxrG7lAhzueus7XsjYIS2NyYWYgjkDgLVTGiqZamhB4HXsPR37RQSHx8\/ncaZn9sIGKHldv9b63MdARIauPksePjtbmeRPWjc9ZWSgDiQSgIJ7L0PTUlRrnVx5v8uXwCuxnufUniqaF+ZdgM1L9XESFhKWuprHNP7JKj5zc9tBIzQcrv\/rfU5jQCZK9h\/pqQjhMb7tBzBJRBHAjSPjzuiizpCu3bMAjywcBW2Ez8WIUkiQGoPUihABElEGadVCEkmhRxla7Qr3t+5ndM9YY2vGASM0CoGRyvFEMhCBMgqAVkpobEVook5UkshLv98QnMXfM7FXxd+5AiNDCW8GAGwBwkhNDhC0zhhMVdWnCwnxJmFkJnIGY2AEVpGd48JZwhUJgIklmAqkcch8Yw+8Tm16B7yDrkqiqTE8wfPxm81ejYeWvgBtgXxTkqmIWklJQ\/zSiYWwHoQQRQRFCIm5UlwZTbPys45BIzQcq7LrcGGgI9AMPcXnN\/IExHdVKFbLyPJUe9iuGhWyRR4XHCr0S8JoXHK0REYpxiTkpb5hcz4gwWQHFNxpITIYoiEhMYpSHOGQMUhYIRWcVhaSYZAViGgfCOkQl5LOfIigcniV8qRW35IaFxHy8ceAC3HOELj9COnGeOIICI\/nUYnwSyYa3GhsYhHYIyTiiWl\/TAEKgQBI7QKgdEKMQSyDwHyiZtiDIw3ku7bJzQ33ejCxdoxWegIbfRcPLRgFX6RZnPdjHTGf552RiLjehycMUjIYXwJFEMjtez7vclkiY3QMrl3TDZDoBIR4Gxg0RSjIxmGkZSEcUg6\/JBpw4CEgjW01iPewMOvfC5GIYwOlS0hq0ArCywlGeQTo5AeA8NMldhIKzqnEDBCy6nutsYaAkUIkE+ooQmBBRqTI7SAyahdBYTGcE41buVFkACajX0ff1r0PdYC2AJnKCJrbyxUNbOAtOglxIzfmfKHWiEjzBkCFYiAEVoFgmlFGQJZh0BAOjIFKGtmNOzg1GEMNNlPxhMoSAGrdv6M1kNG4OJxM1Fvwqv43bj38J95y3DKpMVoNnEebh3yN6wvSInGR\/LLj0acAhZOLZIZGcaHWwUC030jtaz7lclkgY3QMrl3TDZDoDIR8Mks4BdSWRSxgNDcHrV8pPAtgD\/OmI3f9pmAQ\/rOxCHDl+GQZ5bgH56aj8P6TkP7eStEeyug1peiWX6g+bEOITUSWgFScBuvZf8bNUAjtMrs4Zwr2wgt57rcGmwI+AiQbYL1LCEXmterFhUDEjKRKMYf87ZGUbv3dPxL3wX4hwFL5fmXPotQr9\/LWLLDTUm6sqJiys+cUiR\/iHEIibJA9qJxCtK4zEFvPysOASO0isPSSjIEsgoBEgqJhVOEwi7ktmADtJsWjAFxHmcF7I65tbJ756zD\/+32Ev69z+v4116v4rAes9Ft+XbRzmIsKMmN2gUyaUmDk2JlS10kNR6nZcpZVv2yZImwRmhZ0lEmpiFQ0QiQ0LgZWoxC+MGXOPeacf3MEQ9N9eNxNzW4MwEs2Qk06DkNh\/VfgN89OQfn9JkhRiK\/CJlxmWwXEN8Z7Evzph0Zz\/J1TU19U9MqultzujwjtJzufmt8LiNAjtnrEOEYTwjRUz2cVWIkIKJoHGKm33\/ZFzi861Qc1uVvGLnyO3BzdVwIMQEkuYqmG63TyDI4NjIkNiOzXP71q5S2G6FVCqxWqCGQ+QiQT5yGFhhnUGviMVXByR7kMd2nFi8gWbnvtXGgaf\/ncGHeXDEW+Tnhpi0LC2jYT9aiUQhtJb3pTNH+dA6SROeOyjJOy\/zfk2yS0Agtm3rLZDUEKhABkolbQwvm\/9TqUFjGkRFPDZGTQ3jWY8zZLu4EMPi9DXh+c6HcjUZSjInxSBKpVAKxOK0ZmT8w\/GB5QpaBL2RGa0pqggGZBnUyodMci8iU3855aZle8mic+YYAYIRmvwU1GgFeGEnHCyL1XRt83333oXHDRjn7NGrUCA0bu4fvigXfNa5+4yZo2KiJfDO+UaMGOKVpE9Q54zzUOeN8nNLkdInz8zdu1CAM0\/CmDRtBH5bTsDHTNECTBg3R5LQGOKdpU5zeqD4aNTwVJzZsjFpnXIZjL2yJOmdegtPOOFfKY3yTBvVxeqOGaHDKyeKrzNnqN2nSBA0aOLwaNmwo7VR\/zZo1+qtqfikRMEIrJVCWLLsR8G8\/jsU4LQbMmzcPw4cOy+ln2LBhKM9THvzyhg7D2BGjMXLIMOQNHowRQwYhb8RgDBo3Hl2nLMRFD\/TCvb2GYuCoCRg2YjhGDhuMkUOGYEzeCIwaOhSjhmd\/3w0ZMgQjRozA8OHDw34YNWoUBg8ejO+++y67\/9NVg\/RGaNUAulVZtQioZkZSo1NCi0ajQDKV048SfVn98uMXTB0m1Qwyht0A1gO4tsswzPvkK7l\/jbGpZFQMVmT+kl1ZA\/oukSiaUOXvpv6Oxmltau6gETBCO2jILEM2IaADBGUu8V3XYnLVL29nVhRuSCKZ4hklUblv7SsA5\/61F6a+vUYITQwtU1zDSyLJvW58iyfcOlpFyVAd5aThr39YMFj+4EqLt8\/9I2CEtn98LDbLEVASS\/fZLPkruDoGsUyqs7z9WwFtSSRYCBBPulMkeSP2lwAu6zAEU99dK6eU0DCFBiRMGZNtBTTGLMFIpALkkUqqqhwa5gRampIZ26W\/r+XtnlzLb4SWaz2eo+3VQYODhf9epYNXVQ2SB1NPeX8fDqaufaTlxm1G0SqS5vy8Y+1TamiP9Mf0FRtknxt3t\/F8EU7QRQJCYx5x+yg3K\/rWmzngH1hKZPo7qk00v3QIGKGVDidLlcUI6Boam8ABwwaLDOrMgJVIaTzUuBBxIbCN1NA6Dsf0lZtkawAJLZZyJv3RZCrkqgxqSYWIor+r9ntaNjiN0MqGm+XKEgQ4MOgg4S+024CRGR0otiCBKNS+ChATAiOhnfXXfkJoPwV74bhrjatnvkKWGa0ovxRqqMQ\/tvi7aa5sCBihlQ03y2UIGAIVgUDAThzD+cpTJDnluAHARW0HY\/oHXwrBcQ2NWpwkt\/G+IpCvkWUYodXIbrVGGQJZgACJKTikhCb4exPaUEz\/wE05OvtGx2SmwGRB31aTiEZo1QS8VWsI5DwCaYRGduO0Iq0cOeV48eMlE5rsP2Nex285D6MBUISAEVoRFvZmCBgCVYmAEpqQE1fQ9k1oOuUo4nFDtRFaVfZU1tRlhJY1XWWCGgI1DAElpYDQuM8shoS3hjYUz61wU44+oTmjCZ2rrGGYWHPKhYARWrngs8yGgCFQLgQCUuMp\/UpovF\/tCwAXtBuMaSu\/BK0ceY0NpyMluSyiGaGVC\/camtkIrYZ2rDXLEMgKBDxCS8g91wmxavwcwPntB2Pqh19im0do3HztdqMZoWVF\/1axkEZoVQy4VWcIGAIeAiQ02fDOU0DiMuVIDY2Edl6HvQlNjr9KufU2ZyLplWWvOY+AEVrO\/woYAIZA9SPAKUcSFLUvWjl+BuCcDm7KcUegockBWSRAGoWYkWP1d1oGSmCEloGdYiIZArmGQGjokUrIaftrAZzdsYjQ5HBirp1xpjE4zJgUaM4Q8BEwQvPRsHdDwBCoFgSM0KoF9hpXqRFajetSa5AhkH0IGKFlX59losRGaJnYKyaTIZBjCBih5ViHV1JzjdAqCVgr1hAwBEqPgBFa6bGylPtGwAht39hYjCFgCFQRAkZoVQR0Da\/GCK2Gd7A1zxDIBgSM0LKhlzJfRiO0zO8jk9AQqPEIlIfQ9HJMgsRyolFeNuPe9XJXBdDV4+L8fJqevh+u+TUf4\/Rd47TsfflMp3k0jZ\/Xv3g2PV7z+besq3x+Gcyn5dDX9H4aP5+WS1\/TsgzFju+aRmXSMP8SUqbROuhrHj9c62V+\/92v16\/Df9f0kQg3biCsi+9al5\/eCM1Hw94NAUOgWhBwg1MSOMh9aDqocRD\/8MMP8be\/\/Q0TJkzA5MmTMW7cOPkeP348Jk6ciEmTJsmjedIbqoSg8TpQ81vDNA\/TaryGleT7aTg4sxwO5D\/99BPeeecdke+XX3ilqRusGefnYbgO6ozjs379ejz99NO4++678ac\/\/QkjR47EN998U6x6ykdyWrhwIf7617\/itttuQ6dOnfDqq6+GbWE92mb6+r569WrBT7F8+eWXi5WtH5Tr\/fffx\/Tp00WG5557Dhs2bAjLZzrKq07LnzFjhvQN+4h9xXq2bdsWtpv9OHToUDz77LPysO\/oKK9PuFqu7xuh+WjYuyFgCFQLAo4wDp7QKKwOmiSJe++9F8cccwwuvfRSGQxnzpwpg+ddd92F448\/HrVq1cKXX34pbeSArCTjN5rlUR4d8JXMmDadbPx8+3tnXjqWNW\/ePDz00EM4+uijUbduXXz66afFSEDLYR5tG8P4\/tprr+Gcc87B3LlzsXPnTnz77be4+OKL0bRpU3z88cchKXHgv\/XWW3Hfffdh48aNIGmSIFgnw1QW+kzr18N6X3\/9ddSpUwf169fHaaedJnX5pMd3tuW8886TMo877jiRraCgQMpmvLZZfa1r8+bNQrC1a9fGBRdcgM8++wyFhTx+2pHWrl27pH2HH344brjhBnz33XdhWUxDWdkP2i+SMfhhhOajYe+GgCFQLQi4walshMbBU6ek+Nc+SWvJkiXFBrz8\/Hy89dZbOPnkk2Ww9BvJwZGDpD\/w+vEs2x\/wmZ5hrPdATsvWdConvx988EEceuih+OKLL4oRJfP4jt\/Ehw+J65577gmjGUeCJqHceOONYTi1IBLS2rVri8lOLe2II47Au+++G6bVtrGsPXv2SDjbdvXVV6NLly448sgjwT8M1Gm7iTHTnH\/++fIHhMb7OCrp0Nd8TEeCPfbYY4WcFROmYV7627dvR+PGjcM+0XCtQ2XWb\/WN0BQJ8w0BQ6DaEHAD38ETmg6GKjgHbA7k\/Kte3cqVK+WVgyKnr\/Ly8kCCo+Mg7g+OlIOPDr5OLlcS3\/3B2oWW7ifzsi469Xv37i2ykpC0Hl+W9JJZ9+mnn45WrVpJlGpWDCehNW\/eXOSmtjN\/\/nwhImqDdFrukCFDRCt8\/vnnJWx\/bWrRogVWrFiBo446Ci1bthQtSnFhGzjdSa3voosuEk1N62B9TMfvTZs2yVTw119\/LXL4Pzp27ChlL1++PAxWbEjIXbt2Fe1Rw3S6UX0NDzMDMELz0bB3Q8AQqBYE3IB+8ISmwpLYqF3ccsstOOmkk0Li4dqMTrHpgKukpAOikgl9TcMBmd+ahuEaxzpZhuZTGUrydWD302qZffv2BafVOOWozq9D82oc\/Z9\/\/hm\/\/srjm4scCZrTrFwvU0c8OLVHxzJZJ7G45JJLRJtSGTSePmVkPtZLd+WVV2LdunW4\/\/77hTB\/+OEHCWeaLVu2yHQkMb\/wwgtx+eWXh9OGJNStW7fi5ptvFuxJotQeb7rpJuzYsUPqYZo1a9YIoT\/++OPYvXu3lE25KMdll12Gzz\/nnQvOKX6KD7\/1XdPQN0Lz0bB3Q8AQqBYE3IB18ITGwVcHZw5wp556qgzaL774IqZOnSraQ69evcIpSR2sNQ8by3cdSPnNNDSEaNeunTwPP\/wwHnvsMXTu3BmPPPII\/vKXv4j2UNKAmg6eDsT0tW6+c0Dv37+\/rOup9kIZWKbm0bKUPJlHHeWjPNSirrrqKqgWyry6jsW0\/KYmxKnDs846C927dw+x0LLoUzZfPspBrYwGKIsWLZJ1MhIwy6OczzzzjNTPb66jcR2P4dSeKO\/111+PP\/\/5z2GZnEIk8VGr890111wjZEmNmWXRcS2wTZs28q5hLFfl8\/OnvxuhpSNi34aAIVDlCLiB6+AJTQXlIPrjjz\/KwMspOU6FcUqPmstLL70kyTgg6gCpg6NPShyQ1c2ePVs0E5IXNZQHHnhADE7ok+Co9WkZmmdfPuvQsv36+vTpI+t9tAyk\/Oq0XMpaUj4O7jQIoQb20UcfCcmSVJTUtBzWxbKYjqTJNnHKkkSolpVM48vkv5MoqSVRhgYNGuDss8+Wokk+LEc1qDPPPFM0KsWWa5W\/\/e1v5Y+AESNGyBTvqFGjJA37Q6eD2Q72Ddc8+ccHHbW\/J598UmTV8hQPxYLpfLwkY\/DDCM1Hw94NAUOgWhBwg1fZCY1C0wKQlnNcf9HBr1u3bli1apW0iWH+QKgDJgfWdMc4Du7qM575NY\/66flK+vZJwn8noXHti4YbvvNlZLifRwd3hmsb6VPTqVevHr7\/\/nspSsvw5WRekg3rbN++vZSrZWj9mo\/fJDRaINJRw6OV6Ntvvy1GNdQMFQ9qXrRWpKOsgwYNkrUx9sN7770nGhd9ki\/X5NTwhLJR6yRZsi46xrEsv80SUcofRmilBMqSGQKGQOUh4Abegyc0f+AbM2aM\/LXvGxlwrxcHSZ2GmzNnjgyWPomxbpbjT+lxfYdWfIsXL5bnlVdekcGcxhacgnvzzTdLNegqobA+JQ+G8Z1TjjSjp5UjHWXQ9tBXcmFavtOcnXu+tBzm0fcBAwaI9SL33tEtW7ZM1qhYDuvz20vrQpKT76gZqVMZWrduHa7vcW8a1\/s45cq1MW4bUHfGGWegWbNm8sm8gwcPlrQkTzqfhP1vxaZHjx6CAwmPWiT32LGc9HxS2AF+GKEdACCLNgQMgcpHwA1uB09oOugzP6cCaeGo5OUTFFvAaS+u7SgJ0NfB228hw6ll0Lydgz+t\/KjV8JtTZnynX5oBV+vS8plH83FKlGVyypFOw32Z\/PzUklgvSZbOT0frTmpoNAzh1CtxoFFHuqNByYknngiSEDEjkSmxMK2G8Z1Wk1xDU4xpqEEipEalGDM\/NTSa7qv8\/IOCRD127FghUr98lUfLZB\/RwIQyUWuk8Uj6JnHNUxrfCK00KFkaQ8AQqFQE3KB38IRGoZiXVnLcTM2BnAOrEgEHfWornJIjMfFkCzodULVR+q2aipahmo2Wx\/Q6cJc0UGt5vs+ySQA+AbEMaiacIuWeMJbll0drQFoOcg1P6+SpGkzP9tBpehpc0OCDU3WqCXLzNfFgGsrO+vhMmzZNtFj6vmMabSvD+U5CpGam2IwePVqIigYhTK\/t4Roa98fRKX7cn8ZN2ZSNjmWQTLn2yPU\/Os1PDZoWkCRKGo1ou9SXxKX8YYRWSqAsmSFgCFQeAm7wKhuhcV2GJ4FQm+ImYA7EPBaKYdyce8IJJ8hAfO2118oAyw3N3B\/11VdfFZvC298Ayrh0jU+JbX+ocOBPL5fToNS2eAIHZeY+LmqPNLYgkXCAp3k+yUvXlrQOWimyTZyupKUjj4iisQY1G66fkST4ULOilSLDudmcVp+01KQWxyPAlEwoX7qjsUe\/fv1EeySWzEuiIsnyDwadIqUZP\/eK8Q8Fapo9e\/aUU0lYNqdH77jjDiGpDh06YODAgXj00UfD9ULV8LTuBQsWSB9xmldxLg2+ml99IzRFwnxDwBCoNgTKSmj8y58EQMs5blDm9BWJilZ9fBjOo5\/4znTc88XBlGtR1DRUY2P9HEDpq\/bBdw7OqqEQnP0RwYHA07zcD8ZpNbU+pIyUWQdyLYekS62G9fsykFi4pkcti75aDWo+rYftoeUjCYlpaZjBtvv1aBu17fRJXsSR8nE\/GbFTp0Yn\/CZpaTpti5Iyy6Ej6fEPDq5JUi6VLZ1ImY9lUJ7yOCO08qBneQ0BQ6BCEHADWdk0NAqgAzLf\/UFRB9b0AZRGDZzyU+cThoapz0FYy1RfB2ZNsy9fyZHxfOejZahs+s00lIPfGqZpGMcwnRbU9qjPeF\/r8fNp23Q6kOX4+TReZVSfxMdySiIixYQ+06i8zEvn4+O3mXFM66f30\/Jd5fHb4Eo98E8jtANjZCkMAUOgkhFwA1zZCU0HRfX9AVvf1WdTePQTrfD8gdWP94lD0zBe39UvLSyUS\/PogO3nZZzKvq+BPD2fL6\/mZZkM97\/9d79s1qmPL0tJBMV4ld9P64dpWUqcTOfXrWk1LP1bw9Pz+fUd6N0I7UAIWbwhYAhUOgJucCs7oe1LQB00Ga\/v9GkazikuczULASO0mtWf1hpDICsRqCxCUy3GJzMCdPvtt4fXyGQlYCZ0iQgYoZUIiwUaAoZAVSJQWYTmt4HkpgRHqzolOT+NvWc3AkZo2d1\/Jr0hUCMQqCxCK4m00teiagSA1ghBwAjNfhEMAUOg2hGoLEJjw6iVpRMbDR9UW6v2xpsAFYaAEVqFQWkFGQKGQFkRqExCo0zUynxi8y3xyiqz5cs8BIzQMq9PTCJDIOcQqCxC803B00E1UktHJPu\/jdCyvw+tBYZA9iLAgyFSNKlPcHJQfN7HzEtLzukwFNNWfokdPCNQze55UlPCnSZRmjMllNDU12lG\/c5e4EzykhAwQisJFQszBAyBykcgIDOk3P4zElocCfwC4HMA57cfiudWbCpOaEgCyQQkD9\/NGQIeAkZoHhj2aggYAlWIQBqhpZBEDCkhNN4QdkG74oSWpCpHR21OSJBEWIXyWlUZj4ARWsZ3kQloCNRgBAJS45RjAklEkMLPAPZLaEnOUbqpyhqMjDWtDAgYoZUBNMtiCBgCFYsAta\/SElo5D2SvWMGttIxCwAgto7rDhDEEcgyBQNkiofHCEdXQeIfzRW0HY\/oHRUYhTEPFTBW0HEPKmlsKBIzQSgGSJTEEDIHKQUBnDklmJRLaig3g\/cZRZwNZjNCY15wh4CNghOajYe+GgCFQpQgooVHrouF+LLBy3Ajg4raD8PwH60NC09M+OOWo+apUWKss4xEwQsv4LjIBDYEajIA35cg1tBhiYuXoCO2pkNCovbm9avRrMB7WtHIhYIRWLvgssyFgCJQHgWS4lcytosUQFY2MhHZJ+6cw88P1QnAyJRl3E48676ibpMtTv+WtWQgYodWs\/rTWGALZhQCnGmNxxONRMQuJBxqamO0\/PgCTl38iG6sLpVVxJBMxWU0zy5Ds6uaqktYIraqQtnoMAUNgbwQ45ZigmuY0tMJUoexD40khl3QaillrNguhFci2M5eOaRGPBeS2d5EWkrsIGKHlbt9byw2B6kcgnkAsEkUyyUOvuLE6KQRGQjvz0acx5cNN+B5APi0dkwk5MV+0NJ4UQmKz9bTq78MMksAILYM6w0QxBHIOAfJSSvUzYDeS+AHApwCath2OSas2y\/eu4IDimBIY88R5BFbOIWYN3g8CRmj7AceiDAFDoHIRSMSclsVZR66T7QGwBcAnAJp0GosR732NzYAYijA+Eihlmq9ypbPSsw0BI7Rs6zGT1xCoSQiQoJJuDxqnFXl1DAlsGYAzek7FqFXb8DUg05A8hZ\/XyEQTQCQSM+2sJv0eVFBbjNAqCEgrxhAwBMqAAKcOA0J7a\/V6DJrzJjq8sgJ\/XboFR3d5Fi3+9iY6v7oGvV5+C6PnLREtjpuw6exOszLgXcOzGKHV8A625hkCmYsAF9BiSKZosg988StwZufxqNXzRfx73\/n4p34L8J99ZuPwJ6ejXrdJ6PvqajEOoS0IycyWzzK3Z6tLMiO06kLe6jUEch6BJJIpGuS76UPeTN11+Y\/43+4v4ZAn5+MfR7yHQwYswn\/3m4MGA1\/EymDKEbEk4nFaRdqsY87\/CqUBYISWBoh9GgKGQFUhkAyu9EyCRiG0ZFzFtbOnZuO\/nn4dh\/T+O\/6f\/otwaJ8X8czHW8TasZD7qoNzH3luiGlpVdVX2VGPEVp29JNJaQjUSAR4S7VqWnuSwDYAT737FY4aMB\/\/8MQ8\/Gf\/hTh91CLwOhkajIiLJ+RkfiM0BcR8RcAITZEw3xAwBKocAWpYYuQRaF00zd8E4PxhC3Bk\/7k4\/MnnMWxTgVg5io1jKi77z3i2I9OahlblXZbRFRqhZXT3mHCGQM1HoOiAYtdWmueP\/2I3jm07DC0mv4511M7iMSC5B4jTuD8pGlow+1grQfR7AAAMZ0lEQVTzAbIWlhoBI7RSQ2UJDQFDoFIQSKaQSjrNiyrXjkK3F+3uMdOxYMsut3bGU0F4MHHKPbsKCoXUTEOrlB7J2kKN0LK260xwQyD7EQiPr+Lu6mQKiai7uXpbEvgmnpCDinl6iMwtxkhqnGiMu9utEzzQ2JwhUISAEVoRFvZWQxHQm47ZvFiME1VFfg1t8kE3y9+krHjR551j+s1CCwtJKEVO45jOL4MpNK4odQlvZCRhJXemFS\/vpJGIe+JIIQYajkgablvjOxju0mQ7ofkY6f1u+juq3yWgZkH7QMAIbR\/AWHDNQcAfNFavXo3TTjsNjRo1QtOmTdGwYcOcfk499VQ0aNAAjRs3Fr9evXqoX78+Tj\/99DCcGDHsjDPOwFlnnSXvZ555JurWrRtix\/yK5ymnnAI+pcO2MRo2bIxGDeuL37D+2WjY4Ew0aXAqmjY8CWc0OAFNG5yCRvVPl3BXZn00aNgYpzVyeUtXT+b2M\/HXNtx7773yH8\/IrGzjjxFa2XCzXFmCgGoNOkBs374dw4cPx9ixYzFo0CAMGzYsp5\/Ro0cLDsRk1KhRgg39vLw8CR8yZIiEjxgxAgMGDMDQoUMlbuDAgRg3bhwYzjTEkXlYjr6PHDnyANiOwNBhI+VhnuFD+YxE3pARGDn0GYwe+pQ8fB85ZITEMd3Q4cMwePgIeYYNG3GAOjK7f4kX8SN2fF544QX5n5WuCWfJf7dqF9MIrdq7wASoKgRIajadszfaigljeAKHr9EyzI\/fO3dRCPHVPyAYGo1yp9i+nU4b6j40mUdkIM0eU\/Gih9\/BNTMsjUn02Xfp2RGTjjWl1j++fCyzozXVL6URWvX3gUlQiQiUNGD4Ay3jc\/nRwZNd4GPFcI1TQtP4SCQSkpym0S70v\/m+P2y5\/4z7yfjIXjT+SNI8PwokEy6QRCZkxrvPEuAaW9GT\/X2nuPMPCTnOK0F6D86qZEPNHRQCRmgHBZclzlYEOLjqwKxt4MCc605JioOpOl8zUILSsH1hpvgqgWk+LbMkn8O1GoBIvIzfNNoJroZRNYwkBlo0ktl89Sz4dqFZ+9PHXhtRUpjGmb9vBIzQ9o2NxdQABDiw6sPm6ECrA7kOwLnqaxcrLhxIlfi3bt2KyZMny1ra4sWLNSl2796NKVOmyJra2rVrURLJaXkHwtXRFDUzp23xyGE5dli0Naed8ZV\/eshGapJcqMmR+Ki1Za+m5hMXZw6I24H+eAg7wl72QsAIbS9ILKAmIsBBT51OOeqgq+G56CsG\/sBKHD7\/\/HPceOON2Lx5M\/Lz89GyZUvMnTtXBty77roLK1askDWye+65B8uXLxfoWJaW4+O9P1yd1hWY5YvGxrMdi2ti7DmuxoU6pGhuwRqbpt1fJRkep31AMRU3JbUMFz3jxDNCy7guMYEMgapFgIOnP6iS8B977DFMnz5dBKHFHYntxx9\/xJIlS9CmTZtQwKVLl6J58+by7ZehxMYIHZxV89PMGq75OJjHk+6es\/S0wmGaUf42IenVjClHbZb55UfACK38GFoJhkCNQIAkpOTCvVFTp05Fv3790KVLFzGNZyNprt+xY0dpL9Nz+vGYY47Bzp07wzC++JqGkpOG\/f\/tnTtrFV0Uhv+HoEGDNwQLSSEoqRSxMQpaaDQKkiKksBAEBS94Q4j4C6KViqKoISqKvaKQeCssvIGghYJoCtslz4Z3vp35zjk5kXM8JvMOnOz7nplnAi9rzZq9aVdYOueTsKUJMrdwLopqc2oCjQhY0BrRcZsJVICAhEZihgAtW7YsDh8+nO4eYdm9e3eMjo7G8ePH49SpU4UIIWgLFiwoBIoBU1PsbPZfuD\/z6xykEjPOk58zFzbcnD5MYLYELGizJeb+JjDPCCAksoYkPn19ffHgwYN0p9RduHAhhoeH4\/r16zEwMFAQ4F3b8uXLi+\/XcuEqOmXiprqy1SZhYzxtmkf9nZpAMwQsaM1Qch8TmKcEELKyeCBwrMhx9uzZdNf02bNnT9y4cSNZV+vXr4+vX7+moJBjx47FxYsXi37C9OjRo7h9+3bcv38\/Hj58mKoVjIN7kgCTO3fuxN27d2N8fPx\/H2Hn1prmdGoCMxGwoM1EyO0mUBECspp0uywPxjuzI0eOJAGSJffmzZtUd\/78+RS+j3swH0s\/1szcsmVLdHV1xaJFi2JsbCy5F7HECPN\/+vRpWi8SSxArjwPBGxwcjEOHDqVyrc8BdG1OTaAWAQtaLSquM4GKEpDrD6tMeaUgkWuSOv2ESm0IGlbftWvXYmhoKFatWpUWOpboIVy0E2xC4AnzUMe7NRY53rx5c81v23QepyZQj4AFrR4Z15tABQggLBIsuflyF6REijq1g0X15FWveaijPwvtnjhxIrkksdIIKNHcpOfOnYsrV64UlBn\/\/fv3+PXrV3FNRaMzJtAEAQtaE5DcxQRMoDYBREgipR6UETkEDRHj4Fu1JUuWBCuLyFJD7CRoz549i127dqUtakh9mMCfELCg\/Qk1jzEBE5hGABHDbShrjcabN28GQSO0TU5OxtKlS9N7NdoQNSy0y5cvF\/O8e\/cuuru7Y9++fWme3OIrOjljAg0IWNAawHGTCZhAYwK565GestYQtqtXr8bRo0fTBIgdH2QT4k89Bxaa8pQZwyah\/f39qd1\/TGC2BCxosyXm\/iZgAgWB3OUoMVMjYfsnT55UMa0mwk7Y7M5M6D4bhuJyRBRljREUYpdjgcyZWRKwoM0SmLubgAlMJ4AYYV1JlGjFpchakFho1CsEn\/dqixcvjtOnT6f3a3zbllt5a9asSd+85a7L6WdzyQTqE7Cg1WfjFhMwgSYIlC0zhlB369at5FbMxQnxwgJj\/cdt27al79joj0uS37p164rFjyWCTVyCu5hAImBB8z+CCZhASwggXBI38uyZxkfSssDkWnz\/\/n2KeCRIREEhinxcu3ZtbN26tZinJRfmSSpDwIJWmUftGzWB9hKQmPGB9JMnT2Ljxo2xcuXKFL6v1fjllmRtSL5NIygEoWNrGt6pUbdw4cK0sagWMW7vVXv2+UTAgjafnqbvxQTaQEAihEtQB3USMPLqI2uM783YBJTf69ev48ePHxqaUlbpf\/nyZVoTEmuO3bGfP38eExMTSQxfvHiRNhadNsgFE5iBgAVtBkBuNgETiCKoA\/Hhlx+5sFFPWcJGWe5E8rko5u\/IymPK58jP57wJ1CNgQatHxvUmYALJgmIR4pGRkRSV+Pbt20QFYcKq0vJV9Pny5UtqQ8zqCRL1EkBSLDvmqtU\/F0I\/ChNohoAFrRlK7mMCFSWwc+fOYAUPBIctX1avXl1s4Llp06b4\/PlzIvPt27e0qDAFCRZj+Mk9qXqVayFFxHLrrlYf15lAPQIWtHpkXG8CJhArVqwotnfBIiPcnijFnz9\/TmujTHSiAjnKoiQxE1KVSfNfuV1lpybQDAELWjOU3McEKkrgw4cPxTsxtnrZsGFDIVqXLl2Knp6e2L9\/f2zfvj1Za7nrUNYZ6CRgwphbb2pXYAnlPK8xTk1gJgIWtJkIud0ETCAQtt7e3iD6UMEcBw8eTLtO37t3L30sjYWWB33k2BC0XODyNuXpg5DRryyA6uPUBBoRsKA1ouM2EzCB5HLcu3dvfPz4MYkNKdbamTNnCjrsYbZjx44Uci8xkkAVnUoZhIsjFzCNVX1piIsm0JCABa0hHjeaQDUJYCnxHoyVPA4cOBCvXr0KIhxxM1L3+PHjGB4eLlyDvDvr6+srvh2zy7Ca\/zedvmsLWqefgM9vAv8AASwjWUekWE24DwcGBmJwcDD9sNLY2oWIRtyO2sBzdHQ0hfR\/+vQpzeFw+3\/ggVb0EixoFX3wvm0TaERAokafWgIld2G5PY9uzPONzuU2E2gVAQtaq0h6HhOYwwRkndW6BQmThA13olyKShUowvj8nVit+VxnAu0iYEFrF1nPawJzgABCJoEirSVsEjJuJ7fMKGss+bwfZQkheR8m8DcIWND+BmWfwwTmCAEErSxqCBN1CsmXVZYLWD6mnjDOEQS+zDlMwII2hx+eL90E2k0gt7IQrbzMuXNRm5qaSpcjwWv3tXl+EygTsKCVibhsAhUi0Iw1hZDlIpXnQZWLmtA1M6\/6OjWBVhGwoLWKpOcxARMwARPoKAELWkfx++QmYAImYAKtImBBaxVJz2MCJmACJtBRAha0juL3yU3ABEzABFpFwILWKpKexwRMwARMoKMEfgN1mFYx62e4ngAAAABJRU5ErkJggg==\" alt=\"\" \/><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-dd1aa7a elementor-widget elementor-widget-text-editor\" data-id=\"dd1aa7a\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>The above figure is an example showing the successive emmission of gamma rays of energies 1.17 MeV and 1.33 MeV from the de-excitation\u00a0<img style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\" 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alt=\"\" \/><span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\">of nuclei formed from \u03b2\u2212 decay of\u00a0<\/span><img style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\" 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alt=\"\" \/><span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\">\u00a0.<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f7e1d49 elementor-widget elementor-widget-menu-anchor\" data-id=\"f7e1d49\" data-element_type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div id=\"nuclear_energy\" class=\"elementor-menu-anchor\"><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-89a625b elementor-widget elementor-widget-text-editor\" data-id=\"89a625b\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<h5><strong>NUCLEAR ENERGY<\/strong><\/h5>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-c8340c5 elementor-widget elementor-widget-text-editor\" data-id=\"c8340c5\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul><li>The greater the binding energy, the less is the total mass of a bound system, such as a nucleus.<\/li><li>If nuclei with less total binding energy transform to nuclei with greater binding energy, there will be a net energy release.<\/li><li>This is what happens when a heavy nucleus decays into two or more intermediate mass fragments (fission) or when light nuclei fuse into a heavier nucleus (fusion.)<\/li><\/ul>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ca33a55 elementor-widget elementor-widget-menu-anchor\" data-id=\"ca33a55\" data-element_type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div id=\"fission\" class=\"elementor-menu-anchor\"><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-71cb6d2 elementor-widget elementor-widget-text-editor\" data-id=\"71cb6d2\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<h4><strong>Fission (neutron-induced nuclear reaction is fission)<\/strong><\/h4>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-60dba0a elementor-widget elementor-widget-text-editor\" data-id=\"60dba0a\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul><li>\u201cThe Process in which a heavy nucleus after capturing a slow neutron splits up into two lighter nuclei of comparable mass, is known as <u>Fission<\/u>\u201d<\/li><li>The product nuclei are called \u2018fission fragments\u2019. In this process few fast neutrons and a huge amount of energy is released (in the form of K.E of fission fragments, KE of neutrons and -rays ).<\/li><\/ul><p><sub>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<\/sub><img style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\" 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\" alt=\"\" \/><\/p><ul><li>In general, the fission fragments are found to be the radioactive isotopes of elements of mass number 75 to 160.<\/li><li>The fragment products are radioactive nuclei; they emit \u03b2 particles in succession to achieve stable end products.<\/li><li>Energy released per fission of U<sup>235<\/sup> is about 200 MeV. Thus if 1g of U<sup>235<\/sup> undergoes fission, about 5.1 x 10<sup>23 <\/sup>MeV of energy is produced.<\/li><li>The disintegration energy in fission events first appears as the kinetic energy of the fragments and neutrons. Eventually it is transferred to the surrounding matter appearing as heat.<\/li><li>The source of energy in nuclear reactors, which produce electricity, is nuclear fission.<\/li><li>The enormous energy released in an atom bomb comes from uncontrolled nuclear fission.<\/li><li>The neutrons used in this process were the <strong><em>\u2018thermal neutrons\u2019<\/em><\/strong> which are slow by moving neutrons in thermal equilibrium with the surrounding matter at room temperature , with a mean KE of about 0.04 eV.<\/li><li>It is known experimentally that slow neutrons (thermal neutrons) are much more likely to cause fission in <sub>92<\/sub>U<sup>235 <\/sup>than fast neutrons. Also fast neutrons liberated in fission would escape instead of causing another fission reaction.<\/li><li><strong>Meitner and Otto Frisch<\/strong> explained the phenomenon and called it <strong>fission<\/strong>.<\/li><li>In a typical <sub>92<\/sub>U<sup>235<\/sup> fission event, a nucleus <sub>92<\/sub>U<sup>235<\/sup> absorbs a thermal neutron, producing a compound nucleus <sub>92<\/sub>U<sup>236 <\/sup>in a highly excited state. It is this nucleus, which actually undergoes fission, splitting into two fragments.<\/li><li>The most probable reaction (7%) is<\/li><\/ul><p><sub>92<\/sub>U<sup>235<\/sup> + <sub>0<\/sub>n<sup>1<\/sup> \u2192<sub>92<\/sub>U<sup>236<\/sup> \u2192<sub>54<\/sub>Xe<sup>140 <\/sup>+<sub> 38<\/sub> Sr<sup>94<\/sup> + 2<sub>0<\/sub>n<sup>1<\/sup><\/p><p>Both the fragments are highly unstable and undergoes successive \u03b2 decay<\/p><p><img style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\" 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\" alt=\"\" \/>\u00a0\u00a0<span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\">and \u00a0\u00a0\u00a0<\/span><\/p><p><span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\">\u00a0<\/span><img style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\" 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\" alt=\"\" \/><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-c0da75f elementor-widget elementor-widget-menu-anchor\" data-id=\"c0da75f\" data-element_type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div id=\"chain_reaction\" class=\"elementor-menu-anchor\"><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ba648b3 elementor-widget elementor-widget-text-editor\" data-id=\"ba648b3\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<h4><strong>NUCLEAR CHAIN REACTION<\/strong><\/h4>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6e709b0 elementor-widget elementor-widget-text-editor\" data-id=\"6e709b0\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul><li>There is a release of extra neutron (s) in the fission process. Averagely, 2\u00bd neutrons are released per fission of uranium nucleus.<\/li><li>The extra neutrons in turn can initiate fission processes, producing still more neutrons, and so on. This leads to the possibility of a chain reaction, as was first suggested by <strong>Enrico Fermi<\/strong>.<\/li><li>In this process, number of nuclei undergoing fission increases very fast, the process generates very large amount of energy per sec.<\/li><li>This chain reaction continues until whole of the uranium is consumed.<\/li><li>If the chain reaction is controlled suitably, we can get a steady energy output. This is what happens in a nuclear reactor.<\/li><li>If the chain reaction is uncontrolled, it leads to explosive energy output, as in a nuclear bomb.<\/li><li><strong>Reproduction factor or Multiplication factor (K):<\/strong><\/li><\/ul><p>The number of neutrons produced and available for further fission divided by the number of neutrons present initially before the reaction is called <strong>reproduction factor or multiplication factor (K)<\/strong>*.<\/p><ul><li><strong>Reproduction factor<\/strong> or Multiplication factor is a measure of growth rate of reaction.<\/li><li>Reproduction factor K should be at least equal to one so that nuclear fission may be sustained.<\/li><li>If K &gt; 1, rate of reaction increases fast and it tends towards the uncontrolled chain reaction. Unless the value of K is brought down very close to unity, the reactor will become supercritical and can even explode.<\/li><li>Natural Uranium contains only 0.7% of U<sup>235<\/sup>, the remaining 99.3% being <sub>92<\/sub>U<sup>238<\/sup>, which is not fissionable by thermal neutrons. Suppose we enrich the uranium, the enriched uranium which contains about 3% <sub>92<\/sub>U<sup>235<\/sup>, still a number of difficulties are faced.<\/li><li><strong><u>Neutron leakage:<\/u><\/strong><u> <\/u>Some of the neutrons produced by fission leak out of the reactor and cease to be part of chain reaction. Leakage is a surface effect. Leakage\u00a0 can be reduced by making the reactor core large enough, thereby reducing the surface to volume ratio.<\/li><li><strong><u>The Neutron Capture :<\/u><\/strong> The fast neutrons (2MeV) generated by the fission are slowed down in the moderate to thermal energies (V 0.04 eV) , they pass through a critical energy interval , between 1 to 100 eV, in which they are susceptible to non-fission capture by <sub>92<\/sub>U<sup>238 <\/sup> Such <strong><em>\u201cresonance capture\u201d<\/em><\/strong> which results in the emission of \u03b3-ray removes the neutrons from fission chain.<\/li><li>In nuclear reactions highly radioactive elements are continuously produced (<strong>radioactive waste<\/strong>).<\/li><\/ul>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ca95349 elementor-widget elementor-widget-menu-anchor\" data-id=\"ca95349\" data-element_type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div id=\"plutonium\" class=\"elementor-menu-anchor\"><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-cfd6e9a elementor-widget elementor-widget-text-editor\" data-id=\"cfd6e9a\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<h4><strong>Production of Plutonium (<sub>94<\/sub>Pu<sup>239<\/sup>) :<\/strong><\/h4>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7ef886b elementor-widget elementor-widget-text-editor\" data-id=\"7ef886b\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>The U<sup>238<\/sup> nucleus , on capturing a neutron leads to the formation of plutonium. The reaction is<\/p><p><sub>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<\/sub><img style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\" 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\" alt=\"\" \/><\/p><p><span style=\"color: var( --e-global-color-text ); font-family: var( --e-global-typography-text-font-family ), Sans-serif; font-weight: var( --e-global-typography-text-font-weight );\">Plutonium is highly radioactive and can also undergo fission under bombardment by slow neutrons .<\/span><\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-88a5ff3 elementor-widget elementor-widget-text-editor\" data-id=\"88a5ff3\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<h3><strong>Nuclear Reactor <\/strong><\/h3>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-c6351b3 elementor-widget elementor-widget-menu-anchor\" data-id=\"c6351b3\" data-element_type=\"widget\" data-widget_type=\"menu-anchor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<div id=\"reactor\" class=\"elementor-menu-anchor\"><\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2872a06 elementor-widget elementor-widget-text-editor\" data-id=\"2872a06\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>A nuclear reactor is a device in which a self-sustained controlled chain reaction is produced in a fissionable material.<\/p><p><strong>Important Parts: <\/strong><\/p><ol><li><strong> Fuel:<\/strong> The fissionable material <sub>92<\/sub>U<sup>235<\/sup> or Plutonium<sub> 94<\/sub>Pu<sup>239<\/sup> is used as fuel. Uranium fuel is in the form of uranium oxide pellets, which are inserted end to end into long hollow metal tubes constituting the fuel rods.<\/li><li><strong> Modorator : <\/strong>It is used to slow down the fast neutrons coming out of a fission to the thermal energies (0.04eV).<\/li><\/ol><p>A good moderator has two properties (1) it slows down the neutrons by elastic collisions (2) it does not remove the neutrons by absorbing them .The commonly used moderators are heavy water and graphite.[ Chadwick\u2019s experiments demonstrated that in an elastic collision with hydrogen , the neutrons almost come to the rest and the proton carries away its energy. So, light nuclei work as most effective moderators.]<\/p><p>Heavy water (D<sub>2<\/sub>O) is used in reactors using natural uranium as fuel. This is because it has lesser absorption probability of neutrons than ordinary water.<\/p><p>The liquid moderator surrounds the bundle of fuel rods and thus forms the core of the reactor. [This geometric arrangement increases the probability that the <sub>o<\/sub>n<sup>1<\/sup> produced in the fuel rod, will find itself in the moderator when it passes through the critical energy interval (1 eV to 100 eV). Once the on has reached to thermal energy, it hits the fuel rod and produce the fission event]<\/p><ol start=\"3\"><li><strong> Control rods :<\/strong> These are the cadmium or boron rods which control the reaction rate in a reactor . These rods absorb the <sub>o<\/sub>n<sup>1<\/sup> readily and are inserted into the core to reduce the reaction rate and to reduce the operating power level. When the rods are withdrawn, it increases the power level.<\/li><li><strong> Safety Rods :<\/strong> In case of emergency a special set of control rods, known as \u2018shut off rods\u2019 can be inserted into the reactor . This immediately absorbs the neutrons and the chain reaction stops.<\/li><li><strong> Coolant :<\/strong> The energy released inside the reactor in the form of heat is removed by the coolant . For this purpose water, heavy water and CO<sub>2<\/sub> is flown in the reactor.<\/li><\/ol><p>In a pressurized water reactor, heavy water is used as moderator as well as coolant. In the \u2018primary-loop\u2019 water is circulated through the reactor vessel. It transfers energy at high temperature and pressure (about 600 k and 150 atm) to the steam generator, which is part of secondary loop. In the steam generator, evaporation of water produces high-pressure steam which divides the turbine and moves the electric generator. The low pressure steam form the turbine is cooled and condensed to water and forced back into the steam generator.\u00a0<\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>(Notes Based on NCERT) Table of Contents INTRODUCTION ATOMIC MASSES AND COMPOSITION OF NUCLEUS \u00a0Discovery of Neutron SIZE OF THE NUCLEUS MASS-ENERGY AND NUCLEAR BINDING ENERGY Mass \u2013 Energy Nuclear binding energy NUCLEAR FORCE RADIOACTIVITY Law of radioactive decay Alpha decay Beta decay Gamma decay NUCLEAR ENERGY FISSION NUCLEAR CHAIN REACTION Production of Plutonium Nuclear &#8230; <a title=\"NUCLEI (NCERT based Notes)\" class=\"read-more\" href=\"https:\/\/physics.educour.in\/ncert\/nuclei-chapter-thirteen\/\" aria-label=\"More on NUCLEI (NCERT based Notes)\">Read more<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[17],"tags":[],"post_folder":[18],"_links":{"self":[{"href":"https:\/\/physics.educour.in\/ncert\/wp-json\/wp\/v2\/posts\/639"}],"collection":[{"href":"https:\/\/physics.educour.in\/ncert\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/physics.educour.in\/ncert\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/physics.educour.in\/ncert\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/physics.educour.in\/ncert\/wp-json\/wp\/v2\/comments?post=639"}],"version-history":[{"count":140,"href":"https:\/\/physics.educour.in\/ncert\/wp-json\/wp\/v2\/posts\/639\/revisions"}],"predecessor-version":[{"id":819,"href":"https:\/\/physics.educour.in\/ncert\/wp-json\/wp\/v2\/posts\/639\/revisions\/819"}],"wp:attachment":[{"href":"https:\/\/physics.educour.in\/ncert\/wp-json\/wp\/v2\/media?parent=639"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/physics.educour.in\/ncert\/wp-json\/wp\/v2\/categories?post=639"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/physics.educour.in\/ncert\/wp-json\/wp\/v2\/tags?post=639"},{"taxonomy":"post_folder","embeddable":true,"href":"https:\/\/physics.educour.in\/ncert\/wp-json\/wp\/v2\/post_folder?post=639"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}