Nuclei Test - 6...

The rest mass of a deuteron is equivalent to an energy of $$1876$$ MeV, that of a proton to $$939$$ MeV, and that of a neutron to $$940$$ MeV. A deuteron may disintegrate to a proton and a neutron if it

A helium atom, a hydrogen atom and a neutron have masses of $$4.003 u$$, $$1.008 u$$ and $$1.009 u$$ (unified atomic mass units), respectively. Assuming that hydrogen atoms and neutrons can fuse to form helium, what is the binding energy of a helium nucleus?

Assuming that about 20 MeV of energy is released per fusion reaction $$_1H^2+_1H^2\rightarrow _2He^4+E+$$ other particles, then the mass of $$_1H^2$$ consumed per day in a fusion reactor of power 1 megawatt will approximately be

If mass of $$U^{235}=235.12142amu$$, mass of $$U^{236}=236.1205 amu$$, and mass of neutron $$1.008665 amu$$, then the energy required to remove one neutron from the nucleus of $$U^{236}$$ is nearly about

In the nuclear reaction given by $$_2He^4+_7N^{14}\rightarrow _1H^1+X$$ the nucleus X is

The binding energies per nucleon of deutreron $$(_1H^2)$$ and helium $$(_2He^4)$$ atoms are $$1.1 MeV$$ and $$7 MeV$$. If two deuteron atoms react to form a single helium atom, then the energy released is

What would be the energy required to dissociate completely $$1 g$$ of $$Ca^{40}$$ into its constituent particles?
Given: Mass of proton $$=1.007277 amu$$,
           Mass of neutron $$=1.00866 amu$$,
           Mass of $$Ca-40=39.97545 amu$$
           (Take $$1 amu=931 MeV)$$

Calculate the binding energy of a deuteron atom, which consists of a proton and a neutron, given that the atomic mass of the deuteron is 2.014102 u 

A stationary thorium nucleus $$(A=220, Z=90)$$ emits an alpha particle with kinetic energy $$E_{\alpha}$$. What is the kinetic energy of the recoiling nucleus?

In the nuclear reaction presented above, the "other particles" might be