# -*- coding: utf-8 -*-
# vim: tabstop=4 shiftwidth=4 softtabstop=4
#
# Copyright (C) 2015-2018 GEM Foundation
#
# OpenQuake is free software: you can redistribute it and/or modify it
# under the terms of the GNU Affero General Public License as published
# by the Free Software Foundation, either version 3 of the License, or
# (at your option) any later version.
#
# OpenQuake is distributed in the hope that it will be useful,
# but WITHOUT ANY WARRANTY; without even the implied warranty of
# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
# GNU Affero General Public License for more details.
#
# You should have received a copy of the GNU Affero General Public License
# along with OpenQuake. If not, see <http://www.gnu.org/licenses/>.
"""
Module exports :class:`HassaniAtkinson2020SInter`
:class:`HassaniAtkinson2020SSlab`
:class:`HassaniAtkinson2020Asc`
"""
import math
import numpy as np
from openquake.hazardlib import const
from openquake.hazardlib.gsim.base import GMPE, CoeffsTable
from openquake.hazardlib.imt import PGA, SA, PGV
CONSTANTS = {"mlf0": 5.5, "mlf1": 7, "f1": 0, "f3": 98.1,
"b1": -1.3, "b2": -0.5, "v0": 100, "v1": 250, "v2": 1000,
"zx0": 150, "zx1": 800, "zx2": 4200,
"cfp0": -0.011, "cfp1": 0.421, "cfp2": -0.604, "cfp3": 0.086,
"x0": 0.5, "x1": 1, "x2": 2.5, "vref": 760, "vmin": 360}
def _clf(suffix, C, mag):
"""
Low frequency calibration factor.
"""
clf0 = C['clf0' + suffix]
clf1 = C['clf1' + suffix]
mlf0 = CONSTANTS["mlf0"]
if mag > mlf0:
return clf0 + clf1 * (min(mag, CONSTANTS["mlf1"]) - mlf0)
return clf0
def _dsigma(creg, hypo_depth):
"""
Hypocentre depth factor.
"""
out = np.full_like(hypo_depth, creg['cd0'])
dp0 = creg['dp0']
idx = hypo_depth > dp0
out[idx] += creg['cd1'] * (np.minimum(hypo_depth[idx], creg['dp1']) - dp0)
return 10 ** out
def _fds_ha18(C, mag, dsigma):
"""
Dsigma factor.
"""
eds1 = np.polyval([C['g14'], C['g13'], C['g12'], C['g11'], C['g10']],
mag)
eds2 = np.polyval([C['g24'], C['g23'], C['g22'], C['g21'], C['g20']],
mag)
eds0 = -2 * eds1 - 4 * eds2
return eds0 + eds1 * np.log10(dsigma) + eds2 * np.log10(dsigma) ** 2
def _ffpeak(C, imt, fpeak):
"""
Fpeak factor.
"""
if imt.string[:2] != "SA" or max(fpeak) <= 0:
# pgv, pga or unknown fpeak
return 0
s = CONSTANTS
x = fpeak / 10 ** C['f']
ffpeak = np.where(fpeak <= 0, 0, s['cfp0'])
idx = np.where((s['x0'] < x) & (x <= s['x1']))
ffpeak[idx] = s['cfp0'] + s['cfp1'] * np.log10(x[idx] / s['x0'])
idx = np.where((s['x1'] < x) & (x <= s['x2']))
ffpeak[idx] = s['cfp0'] + s['cfp1'] * math.log10(s['x1'] / s['x0']) \
+ s['cfp2'] * np.log10(x[idx] / s['x1'])
idx = np.where(s['x2'] < x)
ffpeak[idx] = s['cfp0'] + s['cfp1'] * math.log10(s['x1'] / s['x0']) \
+ s['cfp2'] * math.log10(s['x2'] / s['x1']) \
+ s['cfp3'] * np.log10(x[idx] / s['x2'])
return ffpeak
def _fgamma(suffix, backarc, forearc_ne, forearc_sw, C, rrup):
"""
Gamma factor.
"""
# proportion sum for normalised values with rrup factor
p_sum = rrup / (backarc + forearc_ne + forearc_sw)
return C['barc' + suffix] * backarc * p_sum \
+ C['farc_ne' + suffix] * forearc_ne * p_sum \
+ C['farc_sw' + suffix] * forearc_sw * p_sum
def _fkp_ha18(kappa, C, mag, dsigma):
"""
Kappa factor for B/C site condition of Japan.
"""
n = len(dsigma)
l10kp = math.log10(kappa)
p = np.zeros((4, n))
ek0 = np.zeros((4, n))
for k in range(n):
for i in range(4):
for j in range(4):
p[j, k] = np.polyval([C[f'd{i}{j}2'], C[f'd{i}{j}1'],
C[f'd{i}{j}0']], np.log10(dsigma[k]))
ek0[i, k] = np.polyval(p[::-1, k], math.log10(mag))
return 3 * ek0[0] - 9 * ek0[1] + 27 * ek0[2] - 81 * ek0[3] \
+ ek0[0] * l10kp + ek0[1] * l10kp ** 2 \
+ ek0[2] * l10kp ** 3 + ek0[3] * l10kp ** 4
def _fm_ha18(C, mag):
"""
Magnitude factor.
"""
if mag <= C['mh']:
return C['e0'] + C['e1'] * (mag - C['mh']) \
+ C['e2'] * (mag - C['mh']) ** 2
return C['e0'] + C['e3'] * (mag - C['mh'])
def _fsnonlin_ss14(C, vs30, pga_rock):
"""
Non-linear factor.
"""
s = CONSTANTS
f2 = C['f4'] * (np.exp(C['f5']
* (np.minimum(vs30, s['vref']) - s['vmin']))
- math.exp(C['f5'] * (s['vref'] - s['vmin'])))
return s['f1'] + f2 * np.log((pga_rock + s['f3']) / s['f3'])
def _fvs30(C, vs30):
"""
Vs30 factor.
"""
s = CONSTANTS
fvs30 = np.where(vs30 <= s['v0'],
C['cv1'] * math.log10(s['v0'] / s['vref'])
+ (C['cv2'] - C['cv1'])
* math.log10(s['v1'] / s['vref']),
C['cv2'] * math.log10(s['v2'] / s['vref']))
fvs30 = np.where((s['v0'] < vs30) & (vs30 <= s['v1']),
C['cv1'] * np.log10(vs30 / s['vref'])
+ (C['cv2'] - C['cv1'])
* math.log10(s['v1'] / s['vref']), fvs30)
return np.where((s['v1'] < vs30) & (vs30 <= s['v2']),
C['cv2'] * np.log10(vs30 / s['vref']), fvs30)
def _fz2pt5(C, z2pt5):
"""
Z2pt5 factor.
"""
s = CONSTANTS
fz2pt5 = np.where(z2pt5 >= 0, C['cz0'], 0)
idx = np.where((s['zx0'] < z2pt5) & (z2pt5 <= s['zx1']))
fz2pt5[idx] = C['cz0'] + C['cz1'] * np.log10(z2pt5[idx] / s['zx0'])
idx = np.where((s['zx1'] < z2pt5) & (z2pt5 <= s['zx2']))
fz2pt5[idx] = C['cz0'] + C['cz1'] * math.log10(s['zx1'] / s['zx0']) \
+ C['cz2'] * np.log10(z2pt5[idx] / s['zx1'])
idx = np.where(s['zx2'] < z2pt5)
fz2pt5[idx] = C['cz0'] + C['cz1'] * math.log10(s['zx1'] / s['zx0']) \
+ C['cz2'] * math.log10(s['zx2'] / s['zx1'])
return fz2pt5
def _fz_ha18(rt, C, mag, rrup):
"""
Z factor.
"""
s = CONSTANTS
h = 10 ** (-0.405 + 0.235 * mag)
ref = np.sqrt(rrup ** 2 + h ** 2)
rref = math.sqrt(1 ** 2 + h ** 2)
return np.where(ref <= rt, s['b1'] * np.log10(ref)
+ (C['b3'] + C['b4'] * mag) * np.log10(ref / rref),
s['b1'] * math.log10(rt)
+ s['b2'] * np.log10(ref / rt)
+ (C['b3'] + C['b4'] * mag) * np.log10(ref / rref))
[docs]def get_stddevs(suffix, C):
"""
Between event standard deviations as tau.
Intra event from site to site stddev and within site stddev.
Total given in COEFFS to 3dp.
"""
return [C['s' + suffix], C['tau'],
math.sqrt(C['ps2s'] ** 2 + C['pss' + suffix] ** 2)]
[docs]class HassaniAtkinson2020SInter(GMPE):
"""
Hassani Atkinson (2020) for Subduction Interface.
"""
gmpe_table = True # use split_by_mag
DEFINED_FOR_TECTONIC_REGION_TYPE = const.TRT.SUBDUCTION_INTERFACE
#: Supported intensity measure types are spectral acceleration,
#: peak ground acceleration and peak ground velocity
DEFINED_FOR_INTENSITY_MEASURE_TYPES = {PGV, PGA, SA}
#: Supported intensity measure component is the geometric mean component
DEFINED_FOR_INTENSITY_MEASURE_COMPONENT = const.IMC.GEOMETRIC_MEAN
DEFINED_FOR_STANDARD_DEVIATION_TYPES = {
const.StdDev.TOTAL, const.StdDev.INTER_EVENT, const.StdDev.INTRA_EVENT}
#: Required distances
REQUIRES_DISTANCES = {'rrup'}
REQUIRES_RUPTURE_PARAMETERS = {'hypo_depth', 'mag'}
REQUIRES_SITES_PARAMETERS = {'fpeak', 'vs30', 'z2pt5'}
REQUIRES_ATTRIBUTES = {'kappa', 'backarc', 'forearc_ne', 'forearc_sw'}
def __init__(self, kappa=0.04, backarc=0, forearc_ne=1, forearc_sw=0,
**kwargs):
"""
Aditional parameters.
"""
super().__init__(kappa=kappa, backarc=backarc, forearc_ne=forearc_ne,
forearc_sw=forearc_sw, **kwargs)
# kappa parameter
self.kappa = kappa
# set proportion of rrups in backarc, forearc_ne and forearc_sw
self.backarc = backarc
self.forearc_ne = forearc_ne
self.forearc_sw = forearc_sw
[docs] def compute(self, ctx: np.recarray, imts, mean, sig, tau, phi):
"""
See :meth:`superclass method
<.base.GroundShakingIntensityModel.compute>`
for spec of input and result values.
"""
mag = np.unique(np.round(ctx.mag, 6))
C_PGA = self.COEFFS[PGA()]
dsigma = _dsigma(self.CONST_REGION, ctx.hypo_depth)
fm_pga = _fm_ha18(C_PGA, mag)
fz_pga = _fz_ha18(self.CONST_REGION['rt'], C_PGA, mag, ctx.rrup)
fdsigma_pga = _fds_ha18(C_PGA, mag, dsigma)
fgamma_pga = _fgamma(self.SUFFIX, self.backarc, self.forearc_ne,
self.forearc_sw, C_PGA, ctx.rrup)
fkappa_pga = _fkp_ha18(self.kappa, C_PGA, mag, dsigma)
clf_pga = _clf(self.SUFFIX, C_PGA, mag)
pga_rock = 10 ** (fm_pga + fz_pga + fdsigma_pga + fkappa_pga +
fgamma_pga + self.CONST_REGION['cc'] +
clf_pga + C_PGA['chf'] + C_PGA['amp_cr'])
for m, imt in enumerate(imts):
C = self.COEFFS[imt]
fm = _fm_ha18(C, mag)
fz = _fz_ha18(self.CONST_REGION['rt'], C, mag, ctx.rrup)
fdsigma = _fds_ha18(C, mag, dsigma)
fkappa = _fkp_ha18(self.kappa, C, mag, dsigma)
fgamma = _fgamma(self.SUFFIX, self.backarc, self.forearc_ne,
self.forearc_sw, C, ctx.rrup)
clf = _clf(self.SUFFIX, C, mag)
fsnonlin = _fsnonlin_ss14(C, ctx.vs30, pga_rock)
fvs30 = _fvs30(C, ctx.vs30)
fz2pt5 = _fz2pt5(C, ctx.z2pt5)
ffpeak = _ffpeak(C, imt, ctx.fpeak)
mean[m] = 10 ** (fm + fdsigma + fz + fkappa + fgamma
+ self.CONST_REGION['cc'] + clf + C['chf']
+ C['amp_cr'] + fvs30 + fz2pt5 + ffpeak +
fsnonlin)
if imt.string != "PGV":
# pgv in cm/s
# sa and psa in cm/s^2
mean[m] /= 981.
mean[m] = np.log(mean[m])
sig[m], tau[m], phi[m] = get_stddevs(self.SUFFIX, C)
# periods given by 1 / 10 ** COEFFS['f']
COEFFS = CoeffsTable(sa_damping=5, table="""\
IMT f amp_cr b3 b4 chf clf0_if clf1_if clf0_is clf1_is clf0_cr clf1_cr cv1 cv2 cz0 cz1 cz2 barc_if farc_ne_if farc_sw_if barc_is farc_ne_is farc_sw_is barc_cr farc_ne_cr farc_sw_cr d000 d001 d002 d010 d011 d012 d020 d021 d022 d030 d031 d032 d100 d101 d102 d110 d111 d112 d120 d121 d122 d130 d131 d132 d200 d201 d202 d210 d211 d212 d220 d221 d222 d230 d231 d232 d300 d301 d302 d310 d311 d312 d320 d321 d322 d330 d331 d332 mh e0 e1 e2 e3 f4 f5 g10 g11 g12 g13 g14 g20 g21 g22 g23 g24 tau ps2s pss_if pss_is pss_cr s_if s_is s_cr
pgv -9 0 -0.4414 0.0394 0.204 0 0 0 0 0 0 -0.667 -0.866 -0.046 0.166 -0.068 -0.00281 -0.0015 -0.00048 -0.00327 -0.00148 -0.0024 -0.00406 -0.00242 -0.00278 -40.826164 40.113039 -5.102129 155.252313 -182.36868 27.033349 -196.671754 258.210795 -42.36533 82.357479 -116.454408 20.537609 -31.558927 36.874774 -5.739549 125.277771 -161.306518 27.874045 -163.436869 223.266447 -41.391833 69.903157 -99.25266 19.350221 -10.37628 13.051401 -2.256509 41.867738 -56.055028 10.530332 -55.192594 76.696014 -15.238462 23.77607 -33.832713 6.996974 -1.229433 1.604051 -0.296017 4.993482 -6.816711 1.350202 -6.609082 9.262415 -1.92463 2.854701 -4.066423 0.874373 8.8 3.30208 0.43897 -0.01672 0.41464 -0.0434 -0.0084 0.444251 0.056972 0.003644 -0.004046 0.000353 -0.094203 0.053343 -0.014163 0.001919 -0.0001 0.482 0.293 0.386 0.376 0.401 0.683 0.678 0.692
pga -9 0 -0.4565 0.0382 0.574 0 0 0 0 0 0 -0.16 -0.612 0 0 0 -0.00684 -0.00273 -0.00456 -0.00541 -0.00167 -0.00396 -0.00688 -0.00476 -0.00484 -51.098718 32.578796 -0.602711 193.376939 -154.536656 8.970141 -246.377014 224.30934 -19.056039 103.867407 -102.862801 10.767404 -44.562063 38.708279 -3.922374 176.725188 -170.793471 21.015529 -230.932652 237.86616 -33.083719 99.136459 -106.274886 16.078647 -16.422438 15.847931 -2.168642 65.997737 -67.973039 10.385514 -87.070182 93.033435 -15.329737 37.638662 -41.09486 7.148396 -2.134042 2.150893 -0.337012 8.618758 -9.089596 1.542771 -11.416684 12.32449 -2.213236 4.950046 -5.410116 1.012283 7.4 4.37376 0.33001 -0.0094 0.30153 -0.0651 -0.007 0.709663 -0.038392 0.013081 -0.001138 0.000024 -0.032385 0.019043 -0.004517 0.000375 -0.000009 0.513 0.422 0.411 0.452 0.496 0.781 0.803 0.829
0.01 2.0 0.678 -0.4321 0.0353 -0.09 0 0 0 0 0 0 -0.163 -0.598 0 0 0 -0.00686 -0.00274 -0.00457 -0.00544 -0.00168 -0.00398 -0.00693 -0.0048 -0.00489 -41.010798 20.984834 4.332932 143.725915 -112.573964 -8.798757 -185.502717 174.262586 2.145698 78.793199 -83.128703 2.380509 -35.56513 27.797776 0.50508 130.2847 -131.140942 4.976749 -173.646134 190.435518 -13.863902 75.476551 -87.53478 8.453463 -13.145747 11.601671 -0.552587 48.068218 -52.451102 4.478831 -64.765944 74.387032 -8.20745 28.388967 -33.704532 4.310521 -1.715884 1.576223 -0.13206 6.206072 -6.977314 0.786463 -8.387874 9.776758 -1.295275 3.688342 -4.397405 0.644874 7.15 4.64514 0.34404 -0.00816 0.30565 -0.0644 -0.007 1.472416 -0.541245 0.133779 -0.013606 0.000492 -0.222277 0.146276 -0.035353 0.00358 -0.00013 0.513 0.423 0.411 0.450 0.496 0.782 0.803 0.830
0.01259 1.9 0.677 -0.4335 0.036 -0.089 0 0 0 0 0 0 -0.165 -0.593 0 0 0 -0.00688 -0.00275 -0.00458 -0.00546 -0.00169 -0.00399 -0.00696 -0.00482 -0.00492 -36.828522 19.569252 6.125909 133.799687 -108.928441 -14.579428 -175.108029 171.43759 8.453326 74.844597 -82.543522 0.054735 -31.17228 25.351334 2.531652 118.752325 -123.338464 -1.805442 -161.173356 182.153805 -6.194116 70.665151 -84.601815 5.529234 -11.281178 10.204519 0.356264 42.754302 -47.641396 1.35097 -58.876236 68.854243 -4.5789 26.088198 -31.574179 2.895149 -1.449797 1.338067 0.003661 5.403172 -6.129093 0.310717 -7.485634 8.768873 -0.734349 3.333472 -3.997333 0.422956 7.4 4.69775 0.33848 -0.00825 0.3049 -0.0642 -0.0071 1.554224 -0.561608 0.1314 -0.012766 0.000443 -0.26475 0.165203 -0.037932 0.003683 -0.000129 0.513 0.424 0.411 0.451 0.496 0.782 0.804 0.830
0.01585 1.8 0.676 -0.4282 0.0351 -0.092 0 0 0 0 0 0 -0.168 -0.587 0 0 0 -0.0069 -0.00276 -0.00459 -0.00547 -0.0017 -0.004 -0.00699 -0.00485 -0.00494 -33.843087 21.852772 6.415627 132.533545 -119.657522 -14.289425 -178.466424 186.886925 6.835534 77.884983 -89.602175 1.106684 -28.577173 27.547838 3.040521 118.556209 -134.307003 -2.241058 -166.146429 198.547813 -7.035861 74.454737 -92.292678 6.313616 -10.409129 11.098325 0.623752 43.180509 -52.297863 0.97445 -61.611402 75.987898 -4.711912 27.946807 -34.97869 3.144502 -1.350461 1.465128 0.046401 5.522435 -6.807942 0.240613 -7.948998 9.823776 -0.734948 3.628394 -4.505746 0.452039 7.5 4.69913 0.33602 -0.00894 0.30604 -0.0641 -0.0072 1.714652 -0.6427 0.145153 -0.013649 0.000459 -0.34998 0.21312 -0.047606 0.004516 -0.000155 0.513 0.424 0.412 0.451 0.496 0.783 0.805 0.831
0.01995 1.7 0.672 -0.4209 0.0344 -0.102 0 0 0 0 0 0 -0.171 -0.578 0 0 0 -0.00693 -0.00277 -0.00461 -0.00549 -0.00171 -0.00402 -0.00704 -0.00488 -0.00498 -42.827733 41.107588 1.767006 175.999485 -195.196015 4.995207 -233.844386 282.760331 -18.604775 100.440836 -129.207506 11.927987 -36.362289 45.183985 -0.914573 157.333408 -204.021974 14.524812 -216.204378 287.545597 -29.45818 95.015702 -129.226338 15.940451 -13.041058 17.526987 -0.713597 56.776641 -77.875531 6.778782 -79.377281 108.793041 -12.585143 35.289638 -48.639106 6.556052 -1.659777 2.280063 -0.111625 7.178509 -10.068016 0.942713 -10.137835 14.021054 -1.700233 4.53801 -6.258265 0.873887 7.8 4.75561 0.32694 -0.01031 0.30339 -0.0639 -0.0073 1.912143 -0.751222 0.167414 -0.015674 0.000528 -0.447888 0.269464 -0.059636 0.005644 -0.000194 0.515 0.426 0.412 0.452 0.496 0.785 0.806 0.832
0.02512 1.6 0.667 -0.4098 0.0331 -0.109 0 0 0 0 0 0 -0.174 -0.557 0 0 0 -0.007 -0.0028 -0.00466 -0.00554 -0.00173 -0.00405 -0.00715 -0.00497 -0.00508 -48.479722 55.7785 -4.013399 203.174441 -245.465754 25.938538 -266.708211 340.075945 -43.592027 113.93429 -151.062403 21.79371 -42.838283 60.841219 -6.458254 188.720316 -259.25022 35.007115 -255.708778 352.33067 -54.311583 111.649687 -154.593101 25.898767 -15.836581 23.981785 -2.828785 70.439152 -101.059928 14.712066 -96.989307 136.457275 -22.332544 42.812057 -59.638179 10.503095 -2.064808 3.184205 -0.391809 9.16487 -13.355305 2.005714 -12.736528 17.987595 -3.018564 5.657377 -7.850825 1.411863 8.95 5.06565 0.29638 -0.01193 0.29694 -0.0653 -0.0074 2.153914 -0.892759 0.198231 -0.018627 0.000633 -0.571979 0.342742 -0.075675 0.007183 -0.000249 0.519 0.428 0.414 0.455 0.496 0.790 0.812 0.836
0.03162 1.5 0.658 -0.4075 0.0327 -0.105 0 0 0 0 0 0 -0.17 -0.522 0 0 0 -0.00712 -0.00285 -0.00474 -0.00565 -0.00177 -0.00411 -0.00737 -0.00513 -0.00524 -36.454347 50.747067 -7.854934 150.78109 -212.767887 36.872429 -186.167731 284.265373 -53.190934 75.382423 -122.580834 24.242413 -31.514516 58.500243 -10.430031 140.047747 -237.762319 46.97275 -180.764568 311.480621 -65.709208 75.653022 -132.580092 29.251673 -11.52124 23.815783 -4.438532 52.126256 -95.730629 19.745268 -68.777242 124.527905 -27.359875 29.228937 -52.757417 12.088909 -1.492253 3.233297 -0.61419 6.757361 -12.929789 2.718016 -9.027904 16.764317 -3.750698 3.868932 -7.087305 1.651818 8.25 4.80422 0.30666 -0.01375 0.30784 -0.068 -0.0073 2.277944 -0.964799 0.213693 -0.020064 0.000681 -0.682212 0.407086 -0.089573 0.008493 -0.000294 0.528 0.433 0.417 0.459 0.496 0.800 0.822 0.844
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1.0 0.0 0.189 -0.2662 0.0201 -0.177 0 0 0 0 0 0 -1.308 -1.028 -0.103 0.341 -0.168 -0.00341 -0.00154 -0.00251 -0.0029 -0.00121 -0.00183 -0.00234 -0.00187 -0.00261 -7.325605 13.614002 -2.386626 20.485389 -55.648435 10.84517 -22.683851 72.724816 -15.358254 8.102878 -30.762067 6.924623 -6.60002 15.889768 -3.329883 20.220607 -62.917428 14.24876 -22.94835 80.523509 -19.391391 8.442674 -33.570142 8.501097 -2.399851 6.205665 -1.42624 7.626841 -24.238636 5.9471 -8.706471 30.726631 -7.950366 3.229578 -12.720858 3.440594 -0.304166 0.805239 -0.196305 0.983223 -3.119945 0.806391 -1.12337 3.932134 -1.066722 0.417681 -1.620806 0.458069 7.4 3.61643 0.35977 -0.11193 0.35949 -0.0457 -0.0084 5.949047 -4.671327 1.304611 -0.14567 0.00569 -0.807548 0.726202 -0.222759 0.027034 -0.001128 0.472 0.383 0.404 0.413 0.439 0.730 0.735 0.750
1.25892 -0.1 0.179 -0.2782 0.0225 -0.177 -0.007 -0.052 0.019 -0.034 -0.017 0 -1.209 -1.015 -0.12 0.388 -0.146 -0.00282 -0.00137 -0.00209 -0.00255 -0.00118 -0.00147 -0.002 -0.00136 -0.00225 -8.939958 14.674685 -2.50588 28.48766 -60.533728 11.447177 -33.74954 79.839562 -16.272449 13.110558 -34.093951 7.363532 -6.823299 16.349183 -3.378252 21.945586 -64.788429 14.473168 -25.43702 83.014323 -19.700187 9.622979 -34.666492 8.636822 -2.230057 6.227992 -1.418814 7.139707 -24.239425 5.910868 -8.089198 30.632422 -7.8882 2.98057 -12.650068 3.407453 -0.262857 0.794673 -0.192817 0.833591 -3.058636 0.790049 -0.924593 3.831317 -1.041746 0.332274 -1.570612 0.445901 7.7 3.65455 0.3576 -0.10572 0.35653 -0.0344 -0.0083 7.368131 -5.499974 1.459253 -0.156522 0.00591 -1.284003 1.045681 -0.29604 0.033957 -0.001359 0.457 0.390 0.403 0.408 0.429 0.724 0.727 0.738
1.58489 -0.2 0.168 -0.2895 0.0246 -0.177 0.017 -0.118 -0.006 -0.033 -0.015 0 -1.038 -1.003 -0.134 0.411 -0.126 -0.00227 -0.00124 -0.00162 -0.00228 -0.0012 -0.00102 -0.00185 -0.00098 -0.00195 -15.626776 19.508059 -3.560531 56.985234 -81.272413 15.949639 -71.946571 108.418298 -22.436338 29.788741 -46.830402 10.092356 -11.768413 20.485075 -4.373144 43.018477 -82.174059 18.668326 -53.780421 106.598489 -25.382767 22.029363 -45.049168 11.130096 -3.820418 7.664231 -1.778515 13.91816 -30.2218 7.420629 -17.228546 38.688876 -9.924873 6.988037 -16.176321 4.297893 -0.449459 0.970762 -0.237817 1.629299 -3.788807 0.978539 -1.999441 4.811048 -1.295541 0.804229 -1.998174 0.556679 7 3.28577 0.60973 -0.08858 0.3841 -0.0247 -0.0073 7.648531 -5.478711 1.393184 -0.143506 0.00521 -1.556335 1.20724 -0.326813 0.03613 -0.001401 0.435 0.394 0.407 0.400 0.422 0.714 0.710 0.723
1.99526 -0.3 0.155 -0.3002 0.0273 -0.177 0.029 -0.167 -0.038 -0.022 0.012 0 -0.877 -1.005 -0.141 0.422 -0.074 -0.00174 -0.00116 -0.0011 -0.00209 -0.00121 -0.00055 -0.00183 -0.00081 -0.00177 -20.196064 21.605585 -3.967159 76.955882 -91.937133 18.009102 -99.17849 124.888604 -25.625691 41.854937 -54.793264 11.641878 -14.237646 21.4583 -4.630733 54.204954 -87.447024 19.980398 -69.387392 115.040466 -27.41286 29.065915 -49.224908 12.113529 -4.450964 7.879438 -1.854116 16.869748 -31.468194 7.806779 -21.431777 40.755464 -10.521754 8.912003 -17.220691 4.586453 -0.512949 0.990385 -0.246374 1.934245 -3.908465 1.022173 -2.440762 5.014605 -1.362831 1.0086 -2.102644 0.589139 7.05 3.205 0.68673 -0.07303 0.40216 -0.0158 -0.0048 6.500901 -4.413972 1.059609 -0.101708 0.003404 -1.529644 1.14411 -0.298233 0.031732 -0.001184 0.421 0.392 0.409 0.394 0.421 0.706 0.697 0.713
2.51189 -0.4 0.142 -0.3243 0.0323 -0.177 0.046 -0.200 -0.067 -0.014 0.070 0 -0.787 -0.989 -0.145 0.405 -0.012 -0.00127 -0.0011 -0.00071 -0.00188 -0.00117 -0.00018 -0.00176 -0.00081 -0.00169 -21.025654 20.914681 -3.65759 80.254159 -89.929962 16.838693 -102.867295 122.982399 -24.163864 43.215191 -54.20406 11.039272 -14.058824 20.33818 -4.315139 53.578857 -83.280809 18.729752 -68.270807 109.860542 -25.776517 28.477607 -47.081453 11.408887 -4.220327 7.384426 -1.728543 16.004347 -29.551045 7.303437 -20.246004 38.293665 -9.856116 8.382355 -16.175944 4.297066 -0.471012 0.920307 -0.229126 1.77601 -3.633509 0.952913 -2.231373 4.65817 -1.271094 0.917647 -1.950334 0.549199 7.2 3.15761 0.71829 -0.06331 0.42226 -0.0092 -0.0027 4.471238 -2.731619 0.575555 -0.044609 0.001042 -1.296131 0.930304 -0.231209 0.023231 -0.000811 0.422 0.390 0.401 0.386 0.413 0.701 0.693 0.708
3.16228 -0.5 0.129 -0.3363 0.0348 -0.177 0.068 -0.233 -0.029 -0.039 0.146 0 -0.739 -0.957 -0.147 0.38 0.088 -0.00087 -0.00108 -0.00052 -0.00167 -0.00112 0 -0.00177 -0.00082 -0.00153 -22.741065 22.411323 -4.096293 86.63212 -97.020411 18.794135 -110.234252 133.365048 -26.940861 46.034113 -59.021914 12.307843 -15.263972 21.425521 -4.717232 58.109433 -88.201374 20.443717 -73.576682 116.846948 -28.124593 30.529589 -50.252 12.45084 -4.61871 7.768048 -1.881403 17.508884 -31.215017 7.940036 -22.024665 40.586946 -10.711395 9.075048 -17.193783 4.670423 -0.520072 0.970347 -0.249365 1.961472 -3.844432 1.036151 -2.451769 4.94279 -1.381728 1.003782 -2.074601 0.597048 7.25 3.07444 0.79168 -0.0485 0.43945 -0.005 -0.0017 1.70041 -0.551013 -0.02409 0.023559 -0.001692 -0.856979 0.570437 -0.12792 0.010975 -0.0003 0.427 0.387 0.386 0.381 0.401 0.694 0.691 0.702
3.98107 -0.6 0.114 -0.353 0.0379 -0.177 0.097 -0.252 0.047 -0.071 0.222 0 -0.715 -0.892 -0.148 0.331 0.199 -0.0006 -0.00104 -0.00046 -0.00149 -0.0011 0 -0.00188 -0.00064 -0.00117 -26.264268 23.771252 -4.060054 100.472301 -103.646308 18.814282 -127.685929 143.161093 -27.132822 53.278586 -63.57275 12.444219 -17.751774 21.96526 -4.627096 68.116276 -91.178818 20.183777 -86.467332 121.521772 -27.87899 35.975417 -52.500411 12.374512 -5.401081 7.859048 -1.842007 20.706062 -31.830584 7.810706 -26.201897 41.632888 -10.56744 10.860052 -17.718161 4.616053 -0.611228 0.975707 -0.244152 2.338044 -3.894667 1.018348 -2.948565 5.036198 -1.361074 1.217733 -2.123459 0.588934 7.35 3.00688 0.83749 -0.03816 0.45682 -0.0015 -0.0015 -1.21286 1.659951 -0.609563 0.087637 -0.004167 -0.330958 0.159703 -0.015464 -0.001793 0.000211 0.429 0.381 0.368 0.373 0.395 0.681 0.684 0.697
5.01187 -0.7 0.101 -0.3689 0.041 -0.177 0.104 -0.261 0.119 -0.088 0.298 0 -0.727 -0.81 -0.14 0.266 0.313 -0.00045 -0.00095 -0.00026 -0.00133 -0.00109 0 -0.00191 -0.00048 -0.00078 -25.705775 24.076487 -3.870359 96.629913 -105.020322 18.090218 -120.70367 145.026697 -26.228237 49.610109 -64.360305 12.071078 -16.84009 21.159053 -4.272283 63.439586 -87.991892 18.758983 -79.104292 117.348296 -26.011167 32.390672 -50.693008 11.572278 -4.974984 7.359398 -1.677937 18.699921 -29.825945 7.145804 -23.214685 38.994195 -9.688467 9.45493 -16.577788 4.235971 -0.5486 0.896211 -0.220551 2.05407 -3.574324 0.922361 -2.537028 4.613769 -1.233766 1.027578 -1.940914 0.533737 7.4 2.8864 0.87617 -0.03008 0.49447 -0.0001 -0.0014 -3.889662 3.647243 -1.123764 0.142588 -0.006239 0.20708 -0.251394 0.094773 -0.014072 0.000694 0.416 0.368 0.350 0.356 0.384 0.657 0.660 0.676
6.30957 -0.8 0.089 -0.3897 0.0446 -0.177 0.127 -0.265 0.151 -0.101 0.370 0 -0.744 -0.721 -0.126 0.2 0.395 -0.00035 -0.00088 -0.00008 -0.00115 -0.00105 0 -0.00168 -0.00035 -0.00054 -24.77411 26.224526 -4.200479 90.85638 -112.942284 19.297359 -110.881403 154.63744 -27.703051 44.643788 -68.197225 12.669506 -16.399063 22.499296 -4.454105 60.312115 -92.857 19.391601 -73.538359 123.20744 -26.757826 29.522271 -53.029484 11.868641 -4.882647 7.738961 -1.723739 17.92392 -31.186636 7.297028 -21.769156 40.625276 -9.860528 8.69684 -17.22899 4.30281 -0.541658 0.936975 -0.225009 1.98114 -3.719234 0.936385 -2.394693 4.787192 -1.249196 0.951699 -2.010391 0.539632 7.4 2.71458 0.91369 -0.02248 0.54244 0.0001 -0.0014 -6.070844 5.214049 -1.513383 0.182277 -0.007654 0.699129 -0.617005 0.189848 -0.024315 0.001083 0.402 0.349 0.331 0.340 0.367 0.627 0.631 0.647
7.94328 -0.9 0.08 -0.4051 0.0472 -0.177 0.161 -0.270 0.184 -0.115 0.422 0 -0.758 -0.623 -0.111 0.151 0.42 -0.00032 -0.00091 -0.00003 -0.00093 -0.00098 0 -0.00124 -0.00031 -0.00049 -23.2554 27.269174 -4.355136 83.882593 -116.925661 19.896133 -100.723717 159.512369 -28.450802 39.959542 -70.128341 12.972515 -15.584863 23.227516 -4.54862 56.449509 -95.598076 19.739125 -67.769774 126.51015 -27.164746 26.812408 -54.31465 12.021431 -4.678472 7.958405 -1.748796 16.923356 -32.002733 7.384073 -20.239549 41.594188 -9.954634 7.966198 -17.599496 4.334423 -0.52156 0.961043 -0.22741 1.879887 -3.807686 0.944166 -2.236969 4.890666 -1.256707 0.87537 -2.049251 0.541691 7.45 2.59172 0.94723 -0.0155 0.57479 0 -0.0014 -7.967855 6.53621 -1.828753 0.212558 -0.008649 1.149224 -0.944491 0.272771 -0.032948 0.001398 0.392 0.321 0.312 0.327 0.334 0.596 0.603 0.607
10.000 -1.0 0.073 -0.4203 0.0498 -0.177 0.223 -0.271 0.246 -0.139 0.451 0 -0.729 -0.514 -0.098 0.121 0.395 -0.0003 -0.00106 -0.00022 -0.00072 -0.00092 0 -0.00076 -0.00018 -0.00062 -21.116565 26.950596 -4.295478 74.840821 -115.458924 19.652997 -88.397431 157.343534 -28.131669 34.546793 -69.08876 12.833902 -14.309344 23.080364 -4.515178 51.065975 -94.912402 19.60508 -60.439985 125.48986 -26.99314 23.597517 -53.822052 11.948725 -4.333707 7.93206 -1.740815 15.469595 -31.875118 7.352615 -18.261556 41.39963 -9.915528 7.099148 -17.503328 4.318339 -0.486169 0.95965 -0.226702 1.730713 -3.800122 0.941414 -2.034029 4.878348 -1.253388 0.786412 -2.042806 0.540368 7.45 2.41501 0.97695 -0.00945 0.61307 0 -0.0014 -8.935422 7.144835 -1.952403 0.221535 -0.008813 1.461981 -1.163289 0.32556 -0.038128 0.001573 0.392 0.289 0.293 0.324 0.303 0.568 0.585 0.573
""")
# constant table suffix
SUFFIX = "_if"
CONST_REGION = {"cc": 0.85, "rt": 150,
"cd0": 1.606, "cd1": 0.0097, "dp0": 25, "dp1": 55}
[docs]class HassaniAtkinson2020SSlab(HassaniAtkinson2020SInter):
"""
Hassani Atkinson (2020) for Subduction IntraSlab.
"""
DEFINED_FOR_TECTONIC_REGION_TYPE = const.TRT.SUBDUCTION_INTRASLAB
# constant table suffix
SUFFIX = "_is"
CONST_REGION = {"cc": 0.9, "rt": 250,
"cd0": 1.9241, "cd1": 0.0133, "dp0": 40, "dp1": 90}
[docs]class HassaniAtkinson2020Asc(HassaniAtkinson2020SInter):
"""
Hassani Atkinson (2020) for Crustal.
"""
DEFINED_FOR_TECTONIC_REGION_TYPE = const.TRT.ACTIVE_SHALLOW_CRUST
# constant table suffix
SUFFIX = "_cr"
CONST_REGION = {"cc": 0.45, "rt": 50,
"cd0": 2.5011, "cd1": 0, "dp0": 0, "dp1": 30}