2. [7 marks] (a) Use the semi-empirical binding energy formula (above) and B to obtain the semi-empirical Zm, + Nm,...
In details please!! 8. Use the semi-empirical mass formula to estimate the total binding energy and the Coulomb energy of the following nuclei: 21 (a) "Ne, (b) 29pm.
Exercises with the semi-empirical mass formula i cant get to these answers. .(5) Using the semi-empirical mass formula calculate the neutron and proton separation energies for the nucleus 51Sc, The atomic number of Ca and Sc are Z-20 and Z-21 respectively Results in Mev 4.14, 11.45 M (Ca) - (20*938.272+30*939.56) - 46952.24 M(proton) - 938.272 M(Ca) - (21*938.272+30*939.56) 47890.512 my answer is here i get zero when i use the mass 46952.24 + 938.272 - 47890.512 -0 here are the...
compute the total binding energy of Ni-63 (Z=28) and Au-197(Z=79) nuclei using semi-empirical mass formula. Estimate the same form mass defect calculations. compare the results and comment.
(15 markah) 1. (a) Binding energy of a nucleus is the difference in the mass energy between nucleus X and its constituent Z protons and N neutrons: From the binding energy, define proton separation energy and neutron separation energy in terms of binding energy (10 marks) SMES3201 (b) From part (a), find the binding energy per nucleon for 12C and their proton and (15 marks) (c) Sketch a graph showing the distribution of binding energy per nucleon vs (20 marks)...
Please me with these 5 questions PHY3708 101/3 Question5 Using the wrmi-empirical mass formula (SEMF), estimate the binding energy per ucleon for 10B AL MCo and 2 Question 1 A sealed box was found which stated to have contained an alloy composed of two metals A and B. These metals are radioactive, with half eual parts respectively and when the container was opened it was found to contain c B. Deduce the age of the alloy. lives of 12 years...
Could someone help me with question 2a) and also help with b), I can do 2b) but I am wondering when do I use Ap = 0 or +/-11.2. Many thanks in advance. Q.2 Answer all parts. (a) Explain the origin and mathematical form of each term in the Weizslicker semi-empirical mass formula for the binding energy, B, of a nucleus, Le. Z(Z-1) (A-2Z B- +a, A - a A where A is the atomic mass number of the nucleus...