The mass of deutron -1H-2- nucleus is 2-013553 a-m-u- If the masses of proton and neutron are 1-007275 a-m-u- and 1-008665 a-m-u- respectively- calculate the mass defect- the packing fraction - binding energy and binding energu per nucleon-

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Mass defect - Mass of atom -x2212- Mass of neutron and protonMass defect -2-013553-x2212-1-007275-1-008665-0-002387Binding Energy -0-002387-xD7-931-2-22MeVBinding Energy per nucleon -2-222-1-11MeV

The mass of deutron $(_{1} H^{2})$ nucleus is $2.013553$ a.m.u. If the masses of proton and neutron are $1.007275$ a.m.u. and $1.008665$ a.m.u. respectively, calculate the mass defect, the packing fraction , binding energy and binding energu per nucleon.

Mass defect $=$ Mass of atom $-$ Mass of neutron and proton
Mass defect $= 2.013553 - (1.007275 + 1.008665) = 0.002387$
Binding Energy $= 0.002387 \times 931 = 2.22 M e V$
Binding Energy per nucleon $= \frac{2.22}{2} = 1.11 M e V$

The mass of deutron (1H2) nucleus is 2.013553 a.m.u. If the masses of proton and neutron are 1.007275 a.m.u. and 1.008665 a.m.u. respectively, calculate the mass defect, the packing fraction , binding energy and binding energu per nucleon.

Mass defect = Mass of atom − Mass of neutron and protonMass defect =2.013553−(1.007275+1.008665)=0.002387Binding Energy =0.002387×931=2.22MeVBinding Energy per nucleon =2.222=1.11MeV

The mass of deutron $(_{1} H^{2})$ nucleus is $2.013553$ a.m.u. If the masses of proton and neutron are $1.007275$ a.m.u. and $1.008665$ a.m.u. respectively, calculate the mass defect, the packing fraction , binding energy and binding energu per nucleon.

Mass defect $=$ Mass of atom $-$ Mass of neutron and proton
Mass defect $= 2.013553 - (1.007275 + 1.008665) = 0.002387$
Binding Energy $= 0.002387 \times 931 = 2.22 M e V$
Binding Energy per nucleon $= \frac{2.22}{2} = 1.11 M e V$