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CBSE Class 12-science Answered

If the nucleous of a nucleus are separated apart from each other, the sum of masses of all these nucleons is larger than the mass of the nucleus. Where does this mass difference come from ? Calculate the energy released if 238U nucleus emits an α particle [Given :             Atomic mass of 238U= 238.0580 u             Atomic mass of 234Th = 234.04363 u             Atomic mass of α particle = 4.00260 u              1u = 931 MeV]
Asked by Topperlearning User | 28 May, 2015, 10:44: AM
answered-by-expert Expert Answer

When nucleons of nucleus are separated apart from each other then the sum of the nucleons is greater than the mass of nucleus.This is direct mass defeat of nucleus. Some mass has been converted into energy which holds the nucleous together.

Given : Atomic mass of 238U = 238.0580 u

           Atomic mass of 234Th = 234.04363 u

           Atomic mass of alpha-particle = 4.00260 u

           1u =  931 MeV

Mass defect = 238.0580-(234.04363 + 4.00260)

                 = 238.05080 - 238.04623 = 0.00457 u

Emitted energy will be = 0.00457 x 931 = 4.25 MeV

Answered by | 28 May, 2015, 12:44: PM
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