Write down an expression for the internal magnetic field of the proton responsible for the spin-orbit coupling and estimate its numerical value in Tesla, thus providing a quantitative range for the external field necessary to be considered in the "strong" or "weak" limits of the Zeeman effect. - Answer question throughly and with much detail as possible

A 93.0 A current circulates around a 2.30-mm-diameter superconducting ring. Y Part A What is the ring's magnetic dipole moment? Express your answer in amperes times meter squared. ▸ View Available Hint(s) JAM Submit Part B 195] ΑΣΦΑ R What is the on-axis magnetic field strength 5.90 cm from the ring? Express your answer with the appropriate units. View Available Hint(s) Valua ? Unite A-m

Write a cogent description of the Bell inequality. Discuss variations and the current status of its experimental verifi cation.

Use the Rydberg equation to calculate the wavelength (in nm) of the hydrogen Balmer series line having nouter = 5 and ninner = 2.  After calculating delta E, take the absolute value, and solve for frequency using Equation (1).  Use this frequency in Equation (2) to solve for the wavelength.Express your answer to 3 significant figures.

Can you solve only B

How might I appropriately answer 10.3?

Explain the reason that metal atomic chains have quantized G, different from bulk metals by comparing with the Schematic illustration of a diffusive and ballistic conductor.

What will happen if we put a spin-1 particle inside the 3D potentialwell? Find out the density of states for the system.

(6.10) Discuss qualitatively how you would expect the exciton binding energy in a GaAs/Alo.3Gao.7As quantum well to vary with the quantum well thickness, given that the binding energy of the excitons in bulk GaAs and Alo.3 Gao.7As are 4 meV and 6 meV respectively.

a) Explain how the alpha parameter in the general E(p) relation, and the channel dimension could be used to determine the density of states as function of the energy E.        b) Provide and define the two main parameters (terms) that determine the electron density when temperature is non zero.