| 1. | This circular motion is known as the cyclotron frequency, of
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| 2. | Together with a measurement of the cyclotron frequency, the magnetic moment is extracted.
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| 3. | Where \ Omega _ c = q B / m is the cyclotron frequency.
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| 4. | Each traveling particle exhibits a characteristic cyclotron frequency-field ratio revealing the masses in the sample.
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| 5. | Saturation will happen when the growth rate \ gamma is on the order of the electron cyclotron frequency
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| 6. | Here, \ omega _ { c } is the cyclotron frequency for a rigid-band electron.
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| 7. | The angular precession frequency has an important physical meaning : It is the " angular cyclotron frequency ".
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| 8. | The ideal situation is to sweep the voltage at a frequency above the fluctuation frequency but still below the ion cyclotron frequency.
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| 9. | The difference between the electron's cyclotron frequency and its spin precession frequency in a magnetic field is proportional to g " 2.
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| 10. | The frequency of oscillation, \ omega _ { ci } known as the cyclotron frequency or gyrofrequency, is directly proportional to the magnetic field.
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