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- he LHC has a circumference of 26.7 kilometers, and the beam line that the protons travel through has a radius of 3 cm. Additionally, the LHC utilize a 13T field that is fairly uniform throughout the entire beam line. What is the energy stored in the magnetic field throughout the entirety of the volume of the beamline at the LHC?What is the z-component of the net force acting on a particle (so you can ignore gravity) of charge 467.4 uC moving at (437.9, -520.7, -526.6) m/s in an electric field = (4,778.8, -4,132.8, -4,712.2) N/C and a magnetic field = (-0.8, -0.7, 0.2) T? Assume that nothing is in contact with the charge.need the correct and unique solves with explanation.choose the correct answers only
- The magnetic dipole moment of a deuterium nucleus is about 0.0005 Bohr magneton. What does this imply about the pres- ence of an electron in the nucleus, as the proton-electron model requires?How does this show that it's electron and proton spins are a eigenstate basis for this dipole interaction?1. Calculate the theoretical value of e/m using the known values of the electric charge andelectron mass. 2. A student performs this lab using a pair of coils with radius R = 10 cm and N = 98 windings.Using the equation in the theory, calculate the magnetic field at the center of both coils when thecoil current is 4.3 A.3. Using the same coil current as question 2, the student measures a beam radius of 7.5 mmwhen the accelerating voltage is 70 V. Using equation 5 in the theory (and your B-field fromquestion 2) calculate the value of e/m.4. Calculate the percent error between your result for question 3 and the theoretical value of e/m.