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1976
We have computed three phonon relaxation times for acoustic phonons assuming a dispersion law of the form $$[{w_s}(q) = \frac{{2{c_s}{q_D}}}{\pi } \sin (\frac{{\pi q}}{{2{q_D}}})]$$ (1) where q is the wavenumber, qD the Debye radius and Cs the sound velocity for the mode s.
R. A. H. Hamilton, G. P. Srivastava
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We have computed three phonon relaxation times for acoustic phonons assuming a dispersion law of the form $$[{w_s}(q) = \frac{{2{c_s}{q_D}}}{\pi } \sin (\frac{{\pi q}}{{2{q_D}}})]$$ (1) where q is the wavenumber, qD the Debye radius and Cs the sound velocity for the mode s.
R. A. H. Hamilton, G. P. Srivastava
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Multiple–relaxation–time lattice Boltzmann models in three dimensions
Philosophical Transactions of the Royal Society of London. Series A: Mathematical, Physical and Engineering Sciences, 2002D. d'Humières
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Relaxation time of polyelectrolyte solutions: When μ-rheometry steps in charge
, 2017F. Giudice +5 more
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Engineering Elasticity and Relaxation Time in Metal-Coordinate Cross-Linked Hydrogels
, 2016Scott Grindy +2 more
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Large lateral photovoltaic effect with ultrafast relaxation time in SnSe/Si junction
, 2016Xianjie Wang +11 more
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