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Question 1: A 20 kev deuteron in a large mirror fusion device has a pitch angle of 450 at the mid plane, where B = 0.7T compute its Larmor radius.
Question 2: A Plasma with an isotropic velocity distribution is placed in a magnetic mirror trap with mirror ratio Rm = 4. There are no collision, so the particles in the loss come simply escape, and the next remain trapped. What fraction is trapped?
Question 3: In plasma heating by adiabatic compression, the invariance of require that KT1 increases as B increases. The magnetic field, however cannot accurate particles because the Lorentz force q(V x B) is always perpendicular to the velocity. How do the particles gain energy?
Question 4: A hydrogen plasma is heated by applying a radio frequency wave with E perpendicular to B abd with an angular frequency w = 109 rad/sec. The combining magnetic field is 1 T. Is the motion of a the e-s and b ions in resonance to this wave adiabatic? Question 5: A 1-kev proton with V11 = 0 in a uniform magnetic field β = 0.1 T is accelerated as B is slowly increased to 1 T. It then makes an elastic collision with a heavy particle and changes direction so that V1 = V11. The β field is then slowly decreased back to 0.1 T. What is the portions energy now?
An air track glider undergoes a perfectly inelastic collision with an identical glider that is initially at rest. What fraction of the first gliders initial kinetic energy is transformed into thermal energy in this collision?
Based upon these calculations, is it reasonable to assume that essentially any molecule a photon encounters in the body will be in its ground vibrational state? Its ground electronic state? Its ground rotational state?
A block of unknown material is submerged in water. Light in the water is incident on the block at an angle of 31°. The angle of refraction in the block is 27°. What is the index of refraction of the unknown material?
water flows straight down from an open faucet. the cross-sectional area of the faucet is 1.2 times 10-4m2 and the speed
A ball bearing is dropped from rest at a point A. At the instant it passes a mark 4.0 m below A, another ball bearing is released from rest from a position 5.0 m below A, How far does the second bearing fall in that time
at the angle determined above the mass begins to move down the incline and experiences a frictional force. if the net
q1. an airplane has a mass of 20000 kg and takes off under the control of a constant net force of 30000 n. what is the
if 60 of u.s. petroleum use goes for transportation and 1 of this goes for buses how much oil could be saved per year
Use computational software to calculate and plot the value of Tm for frequency ratios ωf /`ωn equal to 0.8, 1.4, and 2.0 and for damping factors c/cc equal to 0, 1, and 2.
A beam of light of wavelength 630 nm is incident on a slit that is 0.400 mm wide. If the distance among the slit and the screen is 1.80 m, what is the width on the screen of the central bright fringe?
1) How fast would a particle of mass 0.1 g need to travel to have the same linear momentum as a photon of radiation of wavelength 633 nm?
If a camera with a 60 mm lens is to resolve two objects that are 3.0 mm from each other and both objects are 4.0 m from the camera lens, What is the resolving power
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