Green Function for S-Wave from Vertical Propagation at Seismic Events

In this paper, the shear stress originated by a S-wave and with a vertical propagation that produces distributions of stress at time is studied from the view of integer-order Bessel functions as well as the Green’s functions. Guided by this mathematical methodology, it is derived a kind of propagator at the frequencies that links two events defined each one by a frequency. Computational simulations are done. Therefore, the seismic event can be seen as decreasing wave at the space of difference of frequencies that in falling at time.