Also, the cyclotron frequency is constant in this case.

Table 1 shows the resonant cyclotron frequencies of single ions of different forms when subject to the steady geomagnetic field.

The frequency of oscillation, known as the cyclotron frequency or gyrofrequency, is directly proportional to the magnetic field.

Thus the constant cyclotron frequency can continue to accelerate the charge (so long as it is not relativistic).

The difference between the electron's cyclotron frequency and its spin precession frequency in a magnetic field is proportional to g 2.

The frequency of the other mode varies between the cyclotron frequency and zero.

The ratio of the two forces may be expressed as math; where is the so-called cyclotron frequency.

Here, is the cyclotron frequency for a rigid-band electron.

After the excitation field is removed, the ions are rotating at their cyclotron frequency in phase (as a "packet" of ions).

In the simplest form (idealized) the relationship between the cyclotron frequency and the mass to charge ratio is given by: