v || L = const.
Now, assume M1 is stationary and M2 moves toward M1 at a velocity, v m , then the incident velocity relative to the wall is:
Note also that: v⊥/ Ω = v⊥/(qB/m) = m v⊥/qB
Since: v⊥ = r L Ω c so: r L = v⊥/ Ω c
So: F z = m ¶B z/ ¶z
n/ no > 2 W e / p w e = 0.1
Where ne is the electron number density, e is the electron charge, me is the electron mass and εo is the permittivity of free space.
a) Find the gyrofrequency and the gyro-radius
b) Find the proton's E X B drift speed
c)Find the gyration speed v and compare it to the drift speed
d)Find the gyro-period, gyration energy and magnetic moment of the proton.
v ^ / v || if Bmax = 0.95 B z
Find the roots of this equation in terms of the ratio of masses, m e /m i. Show that the real part (or frequency seen in the ion rest frame) will be: