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. Author manuscript; available in PMC: 2012 Apr 4.
Published in final edited form as: Eur Urol. 2011 Feb 23;59(5):784–796. doi: 10.1016/j.eururo.2011.02.033

Table 2.

Summary of existing theories for stone fragmentation

Hypothesis Mechanism Prerequisites Type of action Comments
Tear and shear forces [1] Pressure gradients resulting from impedance changes at the stone front and distal surface with pressure inversion Shock wave smaller in space extension than the stone Hammer-like action resulting in a crater-like fragmentation at both ends of the stone Only relevant for small focus zones
Spallation [9] Reflected tensile wave at distal surface of the stone with maximum tension at the distal part of the stone Shock wave smaller in space extension than the stone Breaking the stone from the inside like freezing water in brittle material Only relevant for small focus zones No explanation for stone breakage at the front side
Quasi-static squeezing [11] Pressure gradient between circumferential and longitudinal waves results in squeezing of the stone Shock wave is broader than the stone Shock wave velocity is lower in the water than in the stone Nutcracker-like action requiring large focal diameters Only relevant for large focal zones
Cavitation [10] Negative pressure waves induce a collapsing cavitation bubble at the stone surface Low viscosity of surrounding medium Microexplosive erosion at the proximal and distal ends of the stone More important during stone comminution Useful for improving the efficiency of shock waves (ie, EHL)
Dynamic squeezing [12] Shear waves initiated at the corner of the stone are reinforced by squeezing waves along the calculus Parallel travelling of longitudinal waves Shock wave velocity is lower in the water than in the stone Nutcracker-like action in combination with spalling Best theory to explain results of the numerical model

EHL = electrohydraulic lithotripter.