Using the SEMF show that the neutron separation energy S, is given approximately by 2as 1 - 2A + 4Z 3A¹/3 A ac Z² 3 A4/3 Sn≈ av You may use the approximations Z(Z-1) ≈ Z², A(A-1) ≈ A² and (A-1)" ≈ An-nAn-¹, and ignore the pairing term. + +аA
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- A point source of thermal neutrons is placed at the centre of a large sphere of beryllium. Deduce the spatial distribution of neutron density in the sphere. Estimate what its radius must be if less than 1% of the neutrons are to escape through the surface. Find also the neutron density near the surface in this case in terms of the source strength. At. Wt of beryllium = 9 Density of beryllium = 1.85 g/cc Avagadro number = 6 x 1023 atoms/g atom Thermal neutron scattering cross-section on beryllium = 5.6 barns Thermal neutron capture cross-section on beryllium 10 mb (at velocity v = 2,200 m/s) =A Van de Graaff generator produces a 2 MeV beam of deuterons, which are heavy hydrogen nuclei containing one proton and one neutron. Is its electrostatic repulsion a factor in the stability of the has? explain.Q. No 04: a). Mention some necessary steps to minimize the production of bremsstrahlung during beta-ray shielding.
- The cross section for a 2.0-MeV neutron (a typical energy for a neutron released in fi ssion) being absorbed by a 238U nucleus and producing fi ssion is 0.68 barn. For a pure 238U sample of thickness 3.2 cm, what is the probability of a 2.0-MeV neutron producing fi ssion? (p = 19 g/cm3 for uranium)I need the answer as soon as possibledefines the g-value of a nucleus in terms of the magnetogyric ratio. Given that g is a dimensionless number, what are the units of γN expressed in (a) tesla and hertz, (b) Sl base units?
- Given: Nc = (2.51x1019)(mn/mo)3/2 (T/300)3/2 Nv = (2.51x1019)(mp/mo)3/2 (T/300)3/2 and ni = (NcNv)1/2 e(-Eg/2kT) show that: ni = (2.51x1019) ((mn/mo) * (mp/mo) )3/2 e(-Eg/2kT)تحويل الصوت إلى نص محادثة كاميرا ( الإنجليزية Q4: Using the principle of precision, prove the impossibility of electrons being present in the nucleus, noting that the nucleus diameter is described as 104 |Alpha particles of kinetic energy 6.9M V are incident at a rate of 3.1x 10" per second on a copper foil of thickness 3.1 x 10-m. A circular detector of diameter 1.0cm is placed 13cm from the foil at an angle of 30° with the direction of the incident alpha particles. At what rate does the detector measure scattered alpha particles? (The molar mass of copper is 63.5 and its density is 8.9em-)