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Top Ten Problems In Nuclear Physics
Nuclear physics has become an exceedingly prominent subject of research and development. So, if you find this domain interesting enough, put in the effort and build your skills & ideas, as it is an intricate domain. Solving assignments and coursework in the best way possible is a great way to boost your skills & ideas, and you should make it a point to do all your tasks on nuclear physics in the best way possible.Ace all your assignments with this little nuclear physics assignment help guide. It compiles a bunch of excellent sums & questions on the subject. you can avail of another assignment like Dissertation Help & ghost writer.

Quintessential Questions On Nuclear Physics

  1. Which specific method is used to determine the size of the nucleus?
  2. What are the fundamental forces of nature? Compare and contrast them.
  3. Define the concept of nuclear stability. Then, talk about the main factors that determine nuclear stability.
  4. Calculate the disintegration energy of Q for the beta decay of 32P, as shown in the following equation, 32P à32S + e- + v (t = 14.3 d). The atomic masses are 32.93791 u for 32P and 31.92707 u for 32 S
  5. The empirical radius formula is R= R0 A1/3, where R0 = 1.12 fm. Show that the nuclear density is constant for all nuclei.
  6. Neutrons with kinetic energy 30 MeV are striking on a medium mass target nucleus (A~ 125). The real and imaginary components of the optical potential of that nucleus are approximately -40 MeV and -8 MeV, respectively.

Can you determine whether a neutron passes diametrically through the nucleus using these values?

  1. Consider the nuclear reaction 63Cu29 (p,n) 63Zn30, followed by a positron decay.

63Zn à 63Cu + e+ + v, where v is the frequency of the emitted electromagnetic radiation

If the maximum energy of the positrons is 2.36 MeV, find the Q for the original (p,n) reaction. For example, for the reaction 63Cu29 (d, 2n)63Zn30, Q is equal to -6.38 MeV—use these values to determine the deuteron's binding energy.

  1. The nucleus 27Si14 decays to its mirror nucleus 27Al13by positron emission. The positron's maximum (kinetic energy + meC2) energy is 3.48 MeV. Assuming that the mass difference between the nuclei is due to the Coulomb energy. Assume the nuclei to be uniformly charged spheres of charge Ze and radius R. Assuming the radius is given by r0 A1/3, use the above data to estimate r
  2. A 100 -MW nuclear reactor consumes half of its fuel in 5 years. So how much 235U does it contain?
  3. Consider a star in which the primary reaction is the proton-proton cycle. For a temperature of 107K in the core of the star, the energy output is 1 mW kg-1. Assuming the time scale of the process is determined y the fusion of two protons to form a deuteron (through positron decay) and that the energy dependence of the cross-section for this is dominated by the barrier penetration factor exp(-α/[E]1/2) with α equal to 21 (keV)1/2, estimate the rate of energy output if the temperature
  4. Falls to 106K
  5. Rises to 108K

Well, those were ten tricky but top-notch sums on nuclear physics. Solve them without help and find out how strong your ideas & concepts are. However, look for professional physics homework help services if you need assistance.

All the best!

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