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This package of Matlab codes implement semi-analytical propagator matrix methods to compute surface deformation in layered elastic or viscoelastic halfspaces due to either fault or mogi (point inflationary) sources. | ||
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There are three codes in this package: | ||
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1. PLate_over_Maxwell codes (Fault_Source_Viscoelastic folder). View run_postseismic_example.m to see how to execute these codes. | ||
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This code computes the velocities or displacements at surface points at a single time due to uniform slip | ||
on a rectangular dislocation in an elastic plate overlying a Maxwell | ||
viscoelastic layer that lies over a Maxwell viscoelastic halfspace. | ||
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2. Layered elastic halfspace codes (Fault_Source_Elastic folder). View run_example.m to see how to execute these codes. | ||
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LayeredGreens.m calculates the surface displacements due to a uniform, rectangular dislocation in a layered | ||
elastic halfspace using propagator matrix methods. | ||
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3. Mogi souce codes (Mogi_Souce folder). View run_example.m to see how to execute these codes. | ||
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MogiLayers.m is the same implementation of propagator matrix solutions as in LayeredGreens.m (above), but for inflationary point sources (the 'Mogi' source). | ||
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