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6
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0031511792
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7
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4243819063
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85036141826
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A collection of recent reviews on granular gases can be found in Granular Gases, edited by T. Pöschel and S. Luding (Springer-Verlag, Berlin, 2000).
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14
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0000486160
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Using a different method, the same result for the dissipative force was obtained in Ref. 11
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85036357273
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A detailed analysis of the time evolution of a granular gas with constant restitution coefficient at HCS 7 shows that the coefficients (Formula presented) (the case of (Formula presented) was considered in Ref. 7) quickly (i.e., during a few collisions per particle) relax to a constant value and then do not change with time
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A detailed analysis of the time evolution of a granular gas with constant restitution coefficient at HCS 7 shows that the coefficients (Formula presented) (the case of (Formula presented) was considered in Ref. 7) quickly (i.e., during a few collisions per particle) relax to a constant value and then do not change with time.
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39
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85036353740
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Actually as it has been shown for the case of a constant restitution coefficient 7, that there are three different solutions for (Formula presented) when a complete analysis (i.e., going beyond the linear approximation for (Formula presented) is performed. However, only solution (15), which is just a linear approximation of the total solution 7, corresponds to a velocity distribution function that is stable with respect to small perturbations in the case of a constant restitution coefficient 7
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Actually as it has been shown for the case of a constant restitution coefficient 7, that there are three different solutions for (Formula presented) when a complete analysis (i.e., going beyond the linear approximation for (Formula presented) is performed. However, only solution (15), which is just a linear approximation of the total solution 7, corresponds to a velocity distribution function that is stable with respect to small perturbations in the case of a constant restitution coefficient 7.
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