A kinetic theory for dilute weakly charged granular gases under shear flow produces transport coefficients and stress predictions that agree quantitatively with DSMC simulations while keeping the velocity distribution nearly Maxwellian.
In this case, the turning point is determined by the cubic equation in x2: 1 − x2 − (x ˜b )6 = 0
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Kinetic theory of dilute weakly charged granular gases with hard-core and inverse power-law interactions under uniform shear flow
A kinetic theory for dilute weakly charged granular gases under shear flow produces transport coefficients and stress predictions that agree quantitatively with DSMC simulations while keeping the velocity distribution nearly Maxwellian.