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Semi-Empirical Binding Energy Formula Part-1(Asymmetric Energy)
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Semi-empirical binding energy formula part1(asymmetric energy)
SHIVAM PARASHAR
Science freak and a keen observer . I admires physics and planes. I race untill I win !
U
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  1. SEMI -EMPRICAL BINDING ENERGY FORMU LA So, om LIQUID DROP MODEL, Binding en venbg the * The model successfully exblaim the BE cuwwe BE VS mass numbox which is a blot



  3. Dkanu back Stabilikj try ito Momenbum tenudeus Mechenics hon we ind, thap there sate. connection t What is this Cowectien ?


  4. (oxctien to the Loomula C) ASYMMETRIC ENER6Y Fxom N-Z plot uve hout that muclea face x Now, acconding to Quantum mechonics nucleus also has wt tike the electuomiclivels the atom Filling/ Nucdesm occubthuse muclean lut i poli EX LUSIDN PRINCIPLE


  5. 140 130 120 110 100 90 b 80 E 70 E 60 50 40 30 N- Z 20 Stable nuclei 10 0 10 20 30 40 50 60 70 80 90 Proton number (Z)


  6. _ 2d5/2 -199/2 10150 2p22 1fs/2 6 1f 1d3/2 4[20] 1d5/2 1P1/2 Ps/24 1ps12 181/2 2 2 .. - 18 ____ 4286 264 8 426 31 5 121 5 2312 1212 1 32 1



  8. let us unsin tun Cases Case C) Case(b) 2. 1s


  9. Calculation gewgis fou tu cases So,we h 2. 2 6 us the di punce in the lawls ,than 2. 2 -48 (1+1) Et) 2.


  10. Case?) towns E2-2s+ 2C25) t 2(36)t . . . . =26 (It2t3t .. 2


  11. 0 Hence, we ha N-AtU, Z-A-v 2. N-Z=29 2. BE