| 1. | Which is known as the dispersion relation for a free particle.
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| 2. | This dispersion relation is nonlinear and is characteristic for every material.
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| 3. | One important difference between phonons and magnons lies in their dispersion relations.
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| 4. | For small \ boldsymbol { q }, the dispersion relation is linear
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| 5. | See Talk : Dispersion relation # Dispersion and propagation of general waveforms.
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| 6. | This is the " dispersion relation " for wave propagation.
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| 7. | That fundamentally changes the Dispersion relation of the wave function.
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| 8. | Substitution gives the " dispersion relation ":
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| 9. | The DOS of dispersion relations with rotational symmetry can often be calculated analytically.
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| 10. | This introduces a Doppler shift in the dispersion relations.
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