“…The travel speed of a pressure pulse may also depend on the pulse amplitude or peak pressure P pk with a power law scaling, v P ∝ P β P pk with index β P ≈ 1/6 and this is predicted theoretically and observed in experiments (Gilles and Coste, 2003;van den Wildenberg et al, 2013;Santibanez et al, 2016;Tell et al, 2020). As the pulse pressure amplitude decreases, P pk P 0 , the pulse propagation speed undergoes a transition from a nonlinear and shock-like propagation regime, where the speed depends on the peak pressure, to a linear propagation regime where the propagation speed depends on the ambient or confinement pressure (van den Wildenberg et al, 2013;Santibanez et al, 2016;Tell et al, 2020). To show the possible dependence of travel speed on pressure, in Figures 7a,b we also show a dashed brown line which has pulse speed dependent on pressure in the pulse to the 1/6 power.…”