In seismology, a supershear earthquake is when the propagation of the rupture along the fault surface occurs at speeds in excess of the seismic shear wave (S wave) velocity. This causes an effect analogous to a sonic boom.[1]
During seismic events along a fault surface the displacement initiates at the focus and then propagates outwards. Typically for large earthquakes the focus lies towards one end of the slip surface and much of the propagation is unidirectional (e.g. the 2008 Sichuan and 2004 Indian Ocean earthquakes).[2] Theoretical studies have in the past suggested that the upper bound for propagation velocity is that of Rayleigh waves, approximately 0.92 of the shear wave velocity.[3] However, evidence of propagation at velocities between S wave and compressional wave (P wave) values have been reported for several earthquakes[4][5] in agreement with theoretical and laboratory studies that support the possibility of rupture propagation in this velocity range.[6][7] Systematic studies indicate that supershear rupture is common in large strike-slip earthquakes.[8]
Evidence of rupture propagation at velocities greater than S wave velocities expected for the surrounding crust have been observed for several large earthquakes associated with strike-slip faults. During strike-slip, the main component of rupture propagation will be horizontal, in the direction of displacement, as a Mode II (in-plane) shear crack. This contrasts with a dip-slip rupture where the main direction of rupture propagation will be perpendicular to the displacement, like a Mode III (anti-plane) shear crack. Theoretical studies have shown that Mode III cracks are limited to the shear wave velocity but that Mode II cracks can propagate between the S and P wave velocities[9] and this may explain why supershear earthquakes have not been observed on dip-slip faults.
The rupture velocity range between those of Rayleigh waves and shear waves remains forbidden for a Mode II crack (a good approximation to a strike-slip rupture). This means that a rupture cannot accelerate from Rayleigh speed to shear wave speed. In the "Burridge–Andrews" mechanism, supershear rupture is initiated on a 'daughter' rupture in the zone of high shear stress developed at the propagating tip of the initial rupture. Because of this high stress zone, this daughter rupture is able to start propagating at supershear speed before combining with the existing rupture.[10] Experimental shear crack rupture, using plates of a photoelastic material, has produced a transition from sub-Rayleigh to supershear rupture by a mechanism that "qualitatively conforms to the well-known
Burridge-Andrews mechanism".[11]
The high rates of strain expected near faults that are affected by supershear propagation are thought to generate what is described as pulverized rocks. The pulverization involves the development of many small microcracks at a scale smaller than the grain size of the rock, while preserving the earlier fabric, quite distinct from the normal brecciation and cataclasis found in most fault zones. Such rocks have been reported up to 400 m away from large strike-slip faults, such as the San Andreas Fault. The link between supershear and the occurrence of pulverized rocks is supported by laboratory experiments that show very high strain rates are necessary to cause such intense fracturing.[12]
2015 Tajikistan earthquake, magnitude Mw 7.2, supershear slip on two segments, with normal slip at the restraining bend linking them.[23]
2016 Romanche fracture zone earthquake, magnitude 7.1, westwards-directed supershear rupture following an initial easterly-travelling phase on the Romanche ocean transform fault in the equatorial Atlantic[24]
2023 Turkey–Syria earthquakes, Mw 7.8 and 7.6 earthquakes in Turkey. Supershear rupture initiated along both mainshocks,[30] with the latter attaining a maximum velocity of 4.8 km (3.0 mi) per second.[31]
2013 Okhotsk Sea earthquake magnitude Mw 6.7 aftershock was an extremely deep (640 kilometers (400 miles)) supershear as well as unusually fast at "eight kilometers per second (five miles per second), nearly 50 percent faster than the shear wave velocity at that depth."[35]
^Ellsworth,W.L. & Celebi,M. 1999. Near Field Displacement Time Histories of the M 7.4 Kocaeli (Izimit), Turkey, Earthquake of August 17, 1999, Am. Geophys. Union, Fall
Meeting Suppl. 80, F648.
^Rosakis, A.J.; Xia, K.; Lykotrafitis, G.; Kanamori, H. (2009). "Dynamic Shear Rupture in Frictional Interfaces: Speed, Directionality and Modes". In Kanamori H. & Schubert G. (ed.). Earthquake Seismology. Treatise on Geophysics. Vol. 4. Elsevier. pp. 11–20. doi:10.1016/B978-0-444-53802-4.00072-5. ISBN9780444534637.
Wang, Dun, Jim Mori, and Kazuki Koketsu. "Fast rupture propagation for large strike-slip earthquakes." Earth and Planetary Science Letters 440 (2016): 115–126.https://doi.org/10.1016/j.epsl.2016.02.022