“…(A2) has been solved by a Runge-Kutta routine. Independent of the initial distribution, the moving group is found to achieve, in a very short time or after a short distance of movement (of about 100 ms or 30 µ m, respectively, with reasonable parameters [56,75,76] : ∆ G 0 = 1.3 eV, V = 23 · 10 -27 m 3 , τ o = 10 MPa, g = 1.7 · 10 3 MPa/m, µ = 4.64 · 10 10 N/m 2 , b = 2.55 · 10 -10 m, ν D = 7 · 10 12 s -1 ), a quasi-stationary distribution which is quite similar to that in the static case [92,93] with a higher density in its center than towards the ends of the group. This result can also be inferred directly by adding up all ln(ẋ i ) terms of Eqs.…”