Sato et al. (2005) の 1923 年関東地震の断層モデル 使われたときは以下を引用してください． Sato, H., N. Hirata, K. Koketsu, D. Okaya, S. Abe, R. Kobayashi, M. Matsubara, T. Iwasaki, T. Ito, T. Ikawa, T. Kawanaka, K. Kasahara, S. Harder, Earthquake source fault beneath Tokyo, Science, 309, 462-464, 2005. 1. 断層の形状 (1)原点の緯度・経度，断層面上端深さ 35.4 139.2 3.76 (2)strike, dip, rake1, rake2 294. 16. 90. 180. (3)点震源のstrikeに沿ったx座標 -97.6 -84.6 -71.6 -58.6 -45.6 -32.6 -19.6 -6.6 6.4 19.4 (4)点震源のdipに沿ったy座標 -35.1 -25.1 -15.1 -5.1 4.9 14.9 24.9 2. すべり分布 (VR0,SMNW,RIGD0) rupture velocity, total moment Mo, rigidityμ（Mo＝μΔSΣDi） 3.000 0.99353E+28 0.30000E+12 (XX,YY,RTM0) Δx, Δy, τ 13.000 10.000 1.500 M:x(A→B), N:z(上→下） (DMAG(M,N),N=NN,1) slip distribution (total: √(Xmn^2+Ymn^2)) 1.7106 .3312 4.0473 5.7205 4.1421 2.4736 1.8139 .7992 2.3540 2.3520 2.4778 .2858 4.8090 6.6998 5.3584 4.4762 2.6825 4.6467 7.5760 2.5980 2.9917 1.8011 5.3891 7.3551 8.4877 5.4610 3.4951 7.9675 8.9680 3.7317 3.4865 2.6757 2.3570 7.8074 8.3259 4.8750 4.2938 6.0072 5.5703 2.1070 1.6313 2.1290 1.0945 6.1041 5.5614 3.9864 4.5732 3.3912 1.7305 1.3175 1.5516 1.1680 .8281 4.1225 2.7654 2.5790 4.2066 3.8272 2.7874 2.4654 1.2156 1.2313 .9857 3.2794 2.5185 2.6626 3.5153 3.7058 3.9838 3.3252 (T(M,N),N=NN,1) rupture time (Tmn ) 35.3019 31.0573 26.8411 22.6691 18.5712 14.6097 10.9341 7.9512 6.6667 7.9512 34.8266 30.5159 26.2128 21.9216 17.6509 13.4205 9.2856 5.4671 3.3333 5.4671 34.6667 30.3333 26.0000 21.6667 17.3333 13.0000 8.6667 4.3333 .0000 4.3333 34.8266 30.5159 26.2128 21.9216 17.6509 13.4205 9.2856 5.4671 3.3333 5.4671 35.3019 31.0573 26.8411 22.6691 18.5712 14.6097 10.9341 7.9512 6.6667 7.9512 36.0802 31.9392 27.8568 23.8630 20.0111 16.4012 13.2330 10.8985 10.0000 10.8985 37.1424 33.1344 29.2195 25.4406 21.8683 18.6220 15.9025 14.0198 13.3333 14.0198 (DFNL(M,N,1),N=NN,1) slip distribution (Xmn=ΣXmnt for rake1) 1.3068 .1023 3.5466 5.6869 4.0357 1.6235 .9704 .5226 .8604 1.3855 2.2251 .1645 4.0078 5.6827 3.5135 1.2078 1.5292 1.1651 .7534 1.4909 2.6893 .5680 3.8477 3.8914 5.7831 1.0673 1.9939 4.9238 2.6511 2.3616 3.3240 1.8196 1.8365 4.0027 6.8259 3.8442 3.4194 4.7626 2.8713 1.4061 1.4151 1.7913 .8541 3.1036 4.6384 3.5657 2.4993 1.6249 .2324 1.0702 1.2177 .4810 .3334 2.2748 2.1813 2.0850 .9368 1.2378 .8529 1.7227 .9711 .2958 .6274 2.7051 2.3525 2.1964 1.5025 1.3028 2.1785 2.7615 (DFNL(M,N,2),N=NN,1) slip distribution (X'mn=ΣX'mnt for rake2) 1.1038 .3150 1.9498 .6189 .9325 1.8663 1.5325 .6046 2.1911 1.9005 1.0901 .2337 2.6578 3.5488 4.0458 4.3102 2.2039 4.4982 7.5385 2.1277 1.3109 1.7092 3.7733 6.2414 6.2127 5.3557 2.8705 6.2639 8.5672 2.8894 1.0521 1.9618 1.4773 6.7033 4.7672 2.9979 2.5970 3.6611 4.7732 1.5691 .8114 1.1507 .6845 5.2562 3.0684 1.7823 3.8298 2.9766 1.7149 .7684 .9615 1.0644 .7580 3.4380 1.6998 1.5180 4.1010 3.6215 2.6537 1.7637 .7312 1.1952 .7603 1.8539 .8993 1.5050 3.1780 3.4692 3.3353 1.8523 (D(M,N,1,1),N=NN,1) slip distribution (Xmn1 for rake1) .1807 .0217 .3945 .5278 .7603 .2017 .0221 .0405 .2943 .2561 .0202 .0064 .0911 .3080 .8138 .7044 .0137 .0846 .0100 .0100 .2272 .0097 .1156 .3455 1.2162 .3300 .0156 .6078 .0249 .0103 .4666 .0850 .0725 .9948 .9994 .0419 .4976 .4972 .3474 .0131 .0560 .2536 .0122 .9166 .6933 .0131 .8931 .0101 .0226 .1962 .0165 .0400 .0478 .2654 .0045 .0179 .2175 .0695 .0136 .1930 .0364 .0046 .0588 .0492 .0031 .0292 .0354 .4692 .3084 .0433 (D(M,N,2,1),N=NN,1) slip distribution (Xmn2 for rake1) .1504 .0162 .5770 .6473 .5928 .0258 .1666 .0100 .4139 .2701 .0099 .0181 .3015 .4877 .3321 .0326 .0243 .0179 .1137 .0100 .2520 .0126 .3975 .2468 .7973 .0012 .0376 .7269 .0100 .0066 .6775 .2969 .0542 .6016 1.3359 .0386 .8780 .9262 .4919 .0436 .2211 .4009 .0100 .7136 .7436 .0215 .7287 .0514 .0483 .0301 .0254 .1069 .0100 .5426 .2846 .0100 .0212 .2316 .0320 .1016 .0299 .0251 .0717 .4068 .0447 .0046 .0071 .2628 .5570 .1321 (D(M,N,3,1),N=NN,1) slip distribution (Xmn3 for rake1) .0070 .0031 .4055 .5654 .4648 .0028 .1463 .0671 .0813 .4462 .0191 .0313 .3626 .8287 .4428 .0100 .4780 .0627 .0083 .4461 .0185 .0250 .2321 .4596 1.1230 .0342 .6905 .8420 .1321 .5521 .3337 .0590 .1914 .2565 1.3727 .5017 .9648 .7811 .6478 .4142 .4154 .2522 .0517 .5228 .9360 .3137 .5713 .1234 .0613 .1163 .0138 .1509 .0006 .7644 .1854 .0669 .0222 .2779 .0093 .0815 .0399 .0260 .0243 .7407 .1104 .1634 .0100 .0454 .4469 .3373 (D(M,N,4,1),N=NN,1) slip distribution (Xmn4 for rake1) .1140 .0013 .4308 .5608 .5316 .0682 .1830 .0100 .0100 .1984 .2910 .0244 .4413 .6220 .3446 .0100 .5436 .0338 .1014 .4957 .0138 .1660 .1753 .3190 .6279 .0127 .5540 .4522 .6231 .7895 .1527 .0250 .0592 .2754 1.2500 .6377 .5369 .3111 .4142 .6289 .3303 .0248 .0426 .3070 .9479 .4526 .1236 .4028 .0134 .2991 .2862 .0084 .0607 .5103 .4456 .1589 .0221 .4402 .0917 .0104 .1045 .0655 .0180 .7636 .3714 .5118 .5053 .1948 .3667 .6264 (D(M,N,5,1),N=NN,1) slip distribution (Xmn5 for rake1) .0058 .0100 .6157 .9774 .3431 .6059 .3510 .0093 .0055 .1570 .0028 .0088 .7400 .8432 .3246 .2196 .3000 .1624 .3316 .2496 .0100 .2933 .3821 .7883 .4084 .2524 .3107 .2349 .9970 .5565 .0067 .4246 .2410 .6165 .8191 .8925 .2671 .0776 .5418 .2390 .2099 .0218 .0875 .0235 .7711 .6908 .0237 .4290 .0272 .0102 .3629 .0237 .0229 .0233 .3591 .1400 .0189 .1432 .2168 .0612 .2955 .0293 .0101 .4412 .4874 .0716 .2959 .0211 .2277 .7406 (D(M,N,6,1),N=NN,1) slip distribution (Xmn6 for rake1) .3389 .0100 .0865 .7981 .3381 .2536 .0415 .0046 .0166 .0071 .5130 .0100 .6810 .9001 .4246 .0237 .1276 .0019 .1084 .2381 .2070 .0184 .7117 .9248 .5623 .3282 .3375 .0147 .7639 .3568 .0125 .3923 .4409 .5612 .4996 .7365 .2153 .1294 .3693 .0232 .1310 .1429 .2065 .2288 .4139 .7251 .0121 .3121 .0111 .0170 .4509 .0205 .0949 .0242 .5414 .5175 .0105 .0312 .3095 .4268 .4274 .0938 .0130 .1024 .4385 .1574 .1103 .0175 .2236 .6417 (D(M,N,7,1),N=NN,1) slip distribution (Xmn7 for rake1) .4820 .0100 .1667 .7600 .4279 .1195 .0237 .0234 .0119 .0114 .4062 .0329 1.0305 1.0895 .6549 .0241 .0080 .0186 .0155 .0199 .3195 .0115 1.0789 .7532 .6544 .0218 .0118 .2329 .0607 .0595 .1886 .4852 .6085 .6352 .2735 .6697 .0186 .3061 .0247 .0077 .0207 .5711 .4023 .2291 .0923 .7328 .0449 .2508 .0153 .0091 .0323 .0802 .0626 .1035 .3158 .6122 .3850 .0109 .1382 .4410 .0033 .0100 .1728 .1587 .6025 .4931 .1768 .2354 .0252 .2071 (D(M,N,8,1),N=NN,1) slip distribution (Xmn8 for rake1) .0081 .0100 .5335 .8301 .5571 .3258 .0163 .0181 .0068 .0192 .5041 .0126 .3397 .5834 .1560 .1635 .0140 .3611 .0445 .0015 .6005 .0114 .4350 .0342 .3736 .0667 .0162 .6908 .0193 .0104 .4682 .0314 .1487 .0415 .2557 .3056 .0211 .5388 .0142 .0164 .0107 .1040 .0212 .1421 .0203 .5961 .0818 .0253 .0132 .0146 .0097 .0305 .0139 .0211 .0250 .5415 .2194 .0134 .0218 .3873 .0142 .0214 .0820 .0225 .2744 .6148 .3417 .0367 .0031 .0131 (D(M,N,9,1),N=NN,1) slip distribution (Xmn9 for rake1) .0100 .0100 .3263 .0100 .0100 .0100 .0100 .3296 .0100 .0100 .4487 .0100 .0100 .0100 .0100 .0100 .0100 .4122 .0100 .0100 .4164 .0100 .3096 .0100 .0100 .0100 .0100 .8464 .0100 .0100 .4322 .0100 .0100 .0100 .0100 .0100 .0100 .6825 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .1668 .0100 .0100 .1405 .0100 .0100 .0100 .0100 (D(M,N,10,1),N=NN,1) slip distribution (Xmn10 for rake1) .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .6245 .0100 .0100 .0100 .0100 .0100 .0100 .2752 .0100 .0100 .5852 .0100 .0100 .0100 .0100 .0100 .0100 .5125 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .3676 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 (D(M,N,1,2),N=NN,1) slip distribution (Xmn1 for rake2) .0198 .0006 .6925 .2244 .0762 .4616 .0157 .0248 .0069 .0088 .0128 .0020 .2484 .7484 .4667 .6324 .0085 .8534 .2604 .0026 .0151 .2042 .1381 .8523 1.0185 .5412 .1675 .7247 .4005 .0086 .0602 .2161 .0660 .7846 .3398 .1434 .1956 .6331 .5798 .1606 .0512 .0214 .0374 .8589 .0275 .4960 .6369 .4640 .1268 .3817 .0240 .0244 .1992 .5065 .2181 .4337 .8365 .7527 .0230 .0360 .0389 .2893 .3638 .0254 .0145 .2108 .6977 .9601 .5486 .2104 (D(M,N,2,2),N=NN,1) slip distribution (Xmn2 for rake2) .0160 .0100 .2570 .0247 .2138 .5101 .0520 .1837 .5009 .0378 .0051 .0049 .2200 .2971 .7341 .8893 .0566 1.0204 1.1351 .0100 .0121 .1459 .3878 .9818 .8070 .5681 .0431 1.0118 .7977 .0065 .0122 .1651 .0935 1.0540 .5514 .0585 .1924 .4146 1.1194 .1228 .0689 .0831 .0307 .7562 .3507 .0528 .7811 .3260 .3393 .0216 .2832 .1505 .1439 .6237 .0091 .2131 .6997 .6185 .0812 .0115 .0351 .1388 .0997 .4912 .0100 .2286 .5026 .5217 .1918 .0155 (D(M,N,3,2),N=NN,1) slip distribution (Xmn3 for rake2) .0257 .0100 .4244 .0365 .0107 .4134 .0157 .0097 .5081 .0140 .1419 .0228 .5038 .5181 .4815 .6525 .0100 .5000 1.1892 .0118 .0238 .3574 .6232 .9159 .9023 .4226 .0039 1.0138 1.0126 .5049 .0236 .4252 .2407 1.0260 .9235 .0398 .3948 .5525 .8816 .5122 .0866 .2291 .1749 .9195 .7012 .0345 .5633 .3633 .0071 .0073 .0241 .1719 .0130 .5243 .0402 .1540 .6420 .4668 .0381 .0100 .0494 .3594 .0184 .1975 .0100 .3019 .6734 .4378 .4001 .1954 (D(M,N,4,2),N=NN,1) slip distribution (Xmn4 for rake2) .0100 .0008 .1573 .0564 .0527 .0664 .0055 .0890 .4844 .0376 .0009 .0024 .2756 .3334 .6160 .3268 .0241 .0101 1.3781 .0153 .0011 .0554 .3067 .6095 1.0207 .7251 .2355 .6207 1.0654 .5085 .0216 .2305 .1491 .8608 .9422 .4225 .3416 .8554 .7560 .6593 .0248 .2367 .0393 .6398 .5131 .0218 .2916 .6857 .0100 .0117 .1093 .2613 .0335 .7908 .4059 .0241 .2562 .3152 .1520 .2211 .0100 .2073 .1265 .4714 .0206 .0256 .3916 .0556 .3134 .2436 (D(M,N,5,2),N=NN,1) slip distribution (Xmn5 for rake2) .0749 .0045 .0963 .1212 .0743 .0245 .0741 .0100 .4345 .8002 .1573 .0100 .3414 .4387 .3632 .4729 .2857 .3089 1.0668 .4199 .0480 .1604 .5325 .6289 .8918 .9496 .5246 .8901 2.0496 .5832 .0301 .2007 .0666 .7700 .8037 .7768 .4467 .8226 1.0417 .0559 .2957 .2546 .0171 .8231 .6512 .1583 .1112 .6503 .5547 .0043 .1706 .3163 .0242 .5013 .4465 .0073 .0887 .5164 .5862 .5437 .1747 .0539 .0399 .3332 .2906 .0100 .1344 .3482 .4974 .4714 (D(M,N,6,2),N=NN,1) slip distribution (Xmn6 for rake2) .2227 .0100 .1386 .0524 .1390 .1739 .6373 .0143 .0243 .6205 .0224 .0058 .4218 .4756 .5448 .6706 .6837 .5421 1.1042 1.0249 .0190 .2180 .7948 .9292 .7872 1.0929 .6229 .6959 1.7281 .7371 .0356 .2613 .3303 .9299 .6124 .6233 .0695 .1565 .3244 .0212 .1997 .2275 .0478 .7625 .6921 .3425 .0036 .2797 .3722 .0072 .2412 .0528 .0038 .1075 .2320 .0108 .1051 .4959 1.0170 .5170 .1384 .0347 .0311 .0642 .1214 .0043 .0328 .5809 .8483 .3857 (D(M,N,7,2),N=NN,1) slip distribution (Xmn7 for rake2) .0129 .0095 .1029 .0129 .0313 .0096 .5176 .0585 .0021 .3516 .3392 .0177 .4001 .2733 .1947 .6166 .6936 .5379 .7042 .5854 .0203 .0153 .6790 .6896 .4065 .8216 .8298 .7099 1.1520 .4877 .0145 .1310 .2171 .7094 .3909 .5987 .3131 .1743 .0245 .0144 .0200 .0413 .0547 .2568 .0873 .4000 .0153 .1548 .1911 .2707 .0500 .0414 .0671 .3036 .3002 .2856 .0278 .4304 .7150 .3886 .1266 .0032 .0314 .2338 .3783 .3172 .0100 .5068 .4936 .2928 (D(M,N,8,2),N=NN,1) slip distribution (Xmn8 for rake2) .0216 .0100 .0608 .0705 .3144 .1868 .1946 .0209 .2101 .0100 .1503 .0163 .2317 .4442 .4297 .0382 .4217 .1857 .0308 .0379 .1601 .0519 .2912 .4924 .2146 .2146 .4233 .3090 .3412 .0328 .0203 .1001 .2941 .5485 .1833 .3148 .2600 .0322 .0257 .0027 .0194 .0369 .2626 .2193 .0251 .2564 .3471 .0327 .0935 .0438 .0391 .0258 .2343 .0603 .0277 .1234 .0129 .0055 .0211 .0157 .1381 .0886 .0294 .0171 .0338 .1475 .0277 .0380 .0220 .0175 (D(M,N,9,2),N=NN,1) slip distribution (Xmn9 for rake2) .6901 .2496 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .2501 .0323 .0100 .0100 .2052 .0100 .0100 .0100 .0100 .0100 .4024 .0565 .0100 .0100 .1541 .0100 .0100 .0100 .0100 .0100 .1090 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .3777 .0100 .0100 .0100 .0100 .0100 .0290 .0100 .0100 .2560 .6026 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .2491 .4352 .0100 .0100 .0100 (D(M,N,10,2),N=NN,1) slip distribution (Xmn10 for rake2) .0100 .0100 .0100 .0100 .0100 .0100 .0100 .1838 .0100 .0100 .0100 .1196 .0050 .0100 .0100 .0009 .0100 .5297 .6598 .0100 .6090 .4442 .0100 .1319 .0100 .0100 .0100 .2780 .0100 .0100 .7251 .2219 .0100 .0100 .0100 .0100 .3734 .0100 .0100 .0100 .0352 .0100 .0100 .0100 .0100 .0100 .7021 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .8294 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .0100 .2726 .0100 .0100 .0100