Q1:-Show that r2 for a spherical Fermi distribution, p(r) = Po|1+exp ( . be expanded in () according to the expression: can 7n2 Q2:- As nuclear model, the nucleus may separated into core and skin. Assume the core is uniformly charged with constant density Po, and the skin charge is linearly fall off to zero at the surface over 90% of the radius Ro. Calculate the electron scattering form factor F(q)from this model.

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Q1:-Show that r2 for a spherical Fermi distribution, p(r) = Po|1+exp (
be expanded in () according to the expression:
, can
r? =R|1 + +-|
7n2
+ ..
Q2:- As nuclear model, the nucleus may separated into core and skin. Assume the core
is uniformly charged with constant density Po, and the skin charge is linearly fall off to
zero at the surface over 90% of the radius Ro. Calculate the electron scattering form
factor F(q)from this model.
Transcribed Image Text:Q1:-Show that r2 for a spherical Fermi distribution, p(r) = Po|1+exp ( be expanded in () according to the expression: , can r? =R|1 + +-| 7n2 + .. Q2:- As nuclear model, the nucleus may separated into core and skin. Assume the core is uniformly charged with constant density Po, and the skin charge is linearly fall off to zero at the surface over 90% of the radius Ro. Calculate the electron scattering form factor F(q)from this model.
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