In this article, we explain nuclear fission basics, fission and fusion definition, the energy released in fission, nuclear fission and fusion example, spontaneous fission, and the application of nuclear fission.
Note: Nuclear fission in Hindi is विखण्डन
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Atomic structure: An atom consists of electrons revolving around the nucleus which is present at the center. The nucleus of an atom consists of a proton, neutron. Electrically positive charges are protons, neutrons are electrically neutral. Protons and neutrons are together called nucleons.
The atomic number of an element is the number of protons present in the nucleus of an atom and it differentiates one element from another. The atomic number is denoted by Z. Elements can have the same number of protons but not the same number of neutrons. Elements having the same number of protons and a different number of neutrons are called isotopes. Isotopes have the same atomic number.
The sum of protons and neutrons gives the mass number of an atom. The mass number is independent of electrons as its mass is negligible.
Figure 1 Representation of atomic number, chemical symbol, and mass number of isotopes of Carbon
As shown in the above figure, Carbon C has two stable isotopes having mass numbers 12 and 13. The atomic number is 6.
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Binding energy:
A strong nuclear force binds the nuclei of an atom. The minimum energy by which the nucleus of an atom is divided into constituent protons and neutrons is called the binding energy. Binding energy is specific for different nuclei. The binding energy of the nucleon is much greater than the electrical forces present in between the electrons. The difference in the binding energy between the initial nucleus and the end product of nuclear reaction constitutes nuclear energy. Binding energy is also stated as the amount of energy released when a nucleon is disassembled from the nucleus.
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According to Einstein’s mass-energy relation,
Energy, E=mc2 where m is the mass and c (c=3x108 m/s2) is the speed of light.
Consider for m= 1 kilogram, energy E=1kg×(3×108)2
=1×3×108×3×108 Joules
=9×1016 Joules
For 1kg of mass, a huge amount of energy is released. Nuclei with higher binding energy per nucleon have a lower atomic weight per nucleon since mass and energy are comparable. The bombardment of heavy atoms with their neutrons is required in splitting those atoms. Uranium and plutonium are some of the heavy atoms.
The reaction in which the nucleus of an atom splits into two or more lighter nuclei with the release of energy is called nuclear fission.
The mass and energy of nuclear fission are represented as follows:
Consider the binding energy of the heavy nucleus be Bh and two fission products be B1 and B2.
Then the amount of energy released per fission, E=(B1+B2)-Bh
Amount of mass transferred to energy, E/c2 =[(B1+B2) -Bh]/c2
Figure 2 Nuclear fission reaction in U-235 atom
The above nuclear fission diagram shows the nuclear fission in Uranium-235. Here 235 is the mass number of uranium. In the first step, uranium-235 splits into uranium-236 by absorbing a neutron. Uranium-236 then undergoes fission and splits into two fragments. Nuclear fission results in further fragments.
To have a controlled chain reaction, the end product should trigger further fission. The chain reaction is the one in which additional fission occurs at least one further nucleus by the neutrons released in fission. Controlled nuclear fission is possible only when one nucleus hits the other uranium nucleus.
Nuclear reactors are the device used to control a nuclear fission reaction.
The uranium nuclear fission equation is given by,
23592U+n⟹23692U
23692U⟹9038Sr+14454Xe+2n+E
E is the fission energy released by the nucleus and n is the neutron.
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Radioactive decay:
By radiation, if an unstable nucleus loses energy in a fission process then it is called radioactive decay.
Spontaneous fission:
If the unstable nuclei of heavier elements divide into two identical fragments then that radioactive decay is called spontaneous fission.
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Nuclear fission is useful as follows:
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Nuclear fission and nuclear fusion are differed by the following factors:
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