Parameters | Okada model | Mogi model | Yang model |
|---|
Residual [cm]1 | 0.814 | 0.797 | 0.788 |
Latitude [deg] | 31.9463966 | 31.9468 | 31.946895 |
Longitude [deg] | 130.8530366 | 130.8529 | 130.8531273 |
Depth [m] | 149 [134/161] | 118 [109/128] | 100 [94/128] |
Length [m] | 103 [65/139] | – | – |
Width [m] | 34 [17/73] | – | – |
Major axis a [m] | – | – | 11 [6/17] |
b/a [m/m]2 | – | – | 0.67 [0.60/0.95] |
Dip [deg]3 | 0 (fixed) | – | 68 [8/83] |
Strike [deg]4 | 0 (fixed) | – | 245 [116/302] |
Opening [m] | 1.71 [0.43/1.95] | – | – |
ΔP/μ [Pa/Pa]5 | – | – | 2.23 [0.52/9.33] |
Volume change [m3] | 5988 | 4342 [3557/5207] | 8325 |
- Square brackets show 2.5 and 97.5 percentiles of posterior probability density functions of the parameters
- 1Residual is defined as: \(\sqrt {\frac{{\mathop \sum \nolimits_{\varvec{i}}^{\varvec{N}} \left( {{\mathbf{Obs}}\left( \varvec{i} \right) - {\mathbf{Cal}}\left( \varvec{i} \right)} \right)^{2} }}{\varvec{N}}} ,\) where Obs is the observed displacement, Cal is calculated displacement, i is the pixel index, and N is the number of pixels used for the calculation
- 2Ratio of minor axis b to major axis a
- 3Dip angle δ is defined as δ = 0° if the ellipsoid is horizontal and δ = 90° if it is vertical
- 4Strike is defined as clockwise from the north
- 5ΔP/μ corresponds to ratio of pressure change (ΔP) to host rock rigidity (μ)
- 6Position of the southwest corner of the horizontal crack
