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Consider the ground state of 69As. How many protons there are in the 1d5/2 energy level?
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- Consider the ground state of 11Be. According to the shell model, how many protons are there in the 1p3/2 energy level?Each a particle in a beam of a particles has a kinetic energy of 4.5 MeV. Through what potential difference would you have to accelerate these a particles in order that they would have enough energy so that if one is fired head-on at a gold nucleus it could reach a point 1.9 10^-14 m from the center of the nucleus?K:43) Assuming only maximum energy transfers occur for 12C ions with electrons in a material, determine the number of collisions required for a 100 MeV 12C ion to go to energy below 10 MeV.
- The uncertainty in a particular short-lived nuclear excited state is 1.8 eV. What is the smallest lifetime, in seconds, that this state can have?What are the possible values of Jz for the 82G7/2 state?It's telling me the answer is wrong. I'm wondering if the 767 MeV converted to eV is supposed to 7.67E6 instead of remaining as 767?
- A proton is in an infinite box in the n =2 state and its energy is 1.71MeV. How much energy must be added to the proton to put it in a state with n =13 (in MeV)?List as many nuclear reactions as you can that use deuterons and alpha particles for projectiles with stable targets that will populate 22Ne as the fi nal state in direct reactions.Consider the function p = r" exp (-ur) where r = Vx2 + y? + z2 is the radial distance and n is an integer. For what value(s) of n is p a solution to the Klein-Gordon equation for a particle of mass u? Choose 1 option. O a. n = 1 and n = 2 O b. n = 1 O C.n = 2 O d. n = 0
- The shielding constant for He (1s)² is o.31. Calculate the following: a) The energy of the 1s orbital for He (in J). b) The energy of the 1s orbital for He* (in J). c) Draw the energy level diagrams through n = 3 for both He and He*. Discuss how the energy levels compare between the two species.Use the below values for this problem. Please note that the mass for H is for the entire atom (proton & electron). Neutron: m,= 1.67493x1027 kg= 1.008665 u = 939.57 MeVIC H: my = 1.67353x10 27 kg = 1.007825 u = 938.78 MeVic 1u= 1.6605x10-27 kg = 931.5 MeVic? Consider the following decay: 211 At 207 Bi + a. 211 At has a mass of 210.9874963 u, 207 Bi has a mass of 206.981593 u, and a has a mass of 4.002603 u. 85 83 85 83 Determine the disintegration energy (Q-value) in MeV. Determine the binding energy (in MeV) for 211 At. 85 EB =If the energy levels of an oscillator are given by r, - ¿nhv, where n - 0, I and 2. Assuming that B-Lhv, the probubility of the oscillator to occupy the thind energy level is: A 13% B. 19% C. 31% D. 51% E 91% A
