] and all problems addressed are to be solved making use of the conservation of mass number and charge in the nuclear reaction. Jelley, Fundamentals of Nuclear Physics (Cambridge University Press, Cambridge, 1990). Satchler, Introduction to Nuclear Reactions (Oxford University Press, Oxford, 1990). Burcham, Nuclear Physics (Longman, London, 1973). Cohen, Concepts of Nuclear Physics (McGraw-Hill, New York, 1971). Kaplan, Nuclear Physics (Addison-Wesley, Boston, 1962). Danielewicz, Introduction to Nuclear Reactions (CRC Press, Florida, 2004). Ghosh, Atomic and Nuclear Physics (Books and Allied (P) Ltd., Kolkata, 2006).- C.A. This very concept of balancing nuclear equation prevails in the traditional literature A.B. The problem is to identify completely the missing coefficient or the missing species (either the reactant or the product). In almost all of those problems we are generally provided with a nuclear equation with exactly one coefficient or one of the species (either the reactant or the product) missing. in which the identity of each of the reactants and products of the given nuclear reaction is known) with all coefficients missing has never been addressed in the traditional literature, a comprehensive review has been made in this section in regard to the various problems addressed in the traditional literature in the area of balancing nuclear equation. In order to demonstrate the fact that the problem of balancing a given nuclear equation in which all the reactants and products appear explicitly (i.e. Comprehensive review on balancing nuclear equation The proposed scheme is novel and in addition to having educational value, it is mathematically interesting and it will enrich the relevant literature there by enhancing the same as well. Bhattacharjee, Optik 125, 4257 (2014).], which are well entertained in Physics, the present scheme gives birth to a lot of independent unphysical balanced forms of a nuclear equation in addition to the one which is only physically admissible in the real world. Anand, Quantum Mechanics (Himalaya Publishing House, Delhi, 1989). ![]() Ghosh, Principles of Acoustics (Sreedhar Publishers, Kolkata, 2004).- G.R. The overall study reveals that, like other mathematical theories B. Bhattacharjee, The Chemist 88, 26 (2015). A simple organized technique to deal with the aforesaid novel problem of balancing a given nuclear equation has been reported in this paper and that in fact resulted from the recognition of P.R. In other words, the traditional literature overlooks such a general problem of balancing a nuclear equation. > Chemistry > Nuclear chemistry > Nuclear equations. > Chemistry > Nuclear Chemistry > Nuclear Equations. Faughn, College Physics (Cengage Learning, Belmont, 2006). ![]() ![]() It would be worth mentioning here that the problem of balancing a nuclear equation in which all the reactants and products appear explicitly has never been addressed anywhere in the traditional literature A.B. Balancing of nuclear equation has to be accomplished by equating the total atomic number as well as the total mass number before and after the reaction by following the laws of conservation of atomic number and mass number respectively in a nuclear reaction. Balanced nuclear equations provide us with excellent clues regarding the energy released in nuclear reactions. Finding correctly balanced equation is essential for the understanding of nuclear reaction. Nuclear reactions also play a vital role in medical diagnosis and treatment.Ī nuclear reaction is generally expressed by a nuclear equation, which has got the general form, A 1 Z 1 T + A 2 Z 2 B → A 3 Z 3 R + A 4 Z 4 E, where T is the target nucleus, B the bombarding particle, R the residual product nucleus and E the ejected particle, A i and Z i (where i = 1, 2, 3, 4) being the respective mass number and atomic number. The approaches used for the understanding of nuclear reactions help a chemist in having deeper insight into chemical reactions. Nuclear reactions are of paramount importance from the view point of academic interest and scientific investigations.
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