simple rotation by 90 deg of one periodic element
This commit is contained in:
Philip Eisenlohr
parent
d6f64a9239
commit
43ab7cf119
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#####################
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# $Id: material.config 662 2010-10-01 12:18:49Z MPIE\c.kords $
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#####################
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#-------------------#
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<homogenization>
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#-------------------#
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[SX]
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type isostrain
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Ngrains 1
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#-------------------#
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#-------------------#
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|
||||
[Grain058]
|
||||
(gauss) phi1 324.266133 Phi 28.075458 Phi2 41.191295 scatter 0 fraction 1
|
||||
[Grain059]
|
||||
(gauss) phi1 312.000332 Phi 74.648725 Phi2 87.403581 scatter 0 fraction 1
|
||||
[Grain060]
|
||||
(gauss) phi1 57.742481 Phi 163.241519 Phi2 68.491438 scatter 0 fraction 1
|
||||
[Grain061]
|
||||
(gauss) phi1 112.442447 Phi 51.735320 Phi2 206.538656 scatter 0 fraction 1
|
||||
[Grain062]
|
||||
(gauss) phi1 297.453842 Phi 115.283041 Phi2 57.785319 scatter 0 fraction 1
|
||||
[Grain063]
|
||||
(gauss) phi1 119.132681 Phi 117.923565 Phi2 196.121206 scatter 0 fraction 1
|
||||
[Grain064]
|
||||
(gauss) phi1 199.267314 Phi 163.091476 Phi2 53.549301 scatter 0 fraction 1
|
||||
[Grain065]
|
||||
(gauss) phi1 37.765215 Phi 76.795488 Phi2 146.264753 scatter 0 fraction 1
|
||||
[Grain066]
|
||||
(gauss) phi1 324.550183 Phi 27.665150 Phi2 56.383148 scatter 0 fraction 1
|
||||
[Grain067]
|
||||
(gauss) phi1 337.305377 Phi 136.807151 Phi2 133.661586 scatter 0 fraction 1
|
||||
[Grain068]
|
||||
(gauss) phi1 115.744041 Phi 64.536978 Phi2 262.694800 scatter 0 fraction 1
|
||||
[Grain069]
|
||||
(gauss) phi1 136.293403 Phi 48.862462 Phi2 343.319175 scatter 0 fraction 1
|
||||
[Grain070]
|
||||
(gauss) phi1 111.030931 Phi 80.823213 Phi2 84.041594 scatter 0 fraction 1
|
||||
[Grain071]
|
||||
(gauss) phi1 303.985249 Phi 118.929631 Phi2 302.307709 scatter 0 fraction 1
|
||||
[Grain072]
|
||||
(gauss) phi1 193.556259 Phi 75.928015 Phi2 176.696899 scatter 0 fraction 1
|
||||
[Grain073]
|
||||
(gauss) phi1 102.543259 Phi 121.929923 Phi2 234.496773 scatter 0 fraction 1
|
||||
[Grain074]
|
||||
(gauss) phi1 218.581323 Phi 101.753894 Phi2 305.566089 scatter 0 fraction 1
|
||||
[Grain075]
|
||||
(gauss) phi1 229.542114 Phi 118.839215 Phi2 129.179156 scatter 0 fraction 1
|
||||
[Grain076]
|
||||
(gauss) phi1 202.258840 Phi 139.205956 Phi2 352.248979 scatter 0 fraction 1
|
||||
[Grain077]
|
||||
(gauss) phi1 137.954289 Phi 63.806918 Phi2 128.975049 scatter 0 fraction 1
|
||||
[Grain078]
|
||||
(gauss) phi1 327.557366 Phi 84.987420 Phi2 345.483143 scatter 0 fraction 1
|
||||
[Grain079]
|
||||
(gauss) phi1 334.610243 Phi 74.535474 Phi2 106.419231 scatter 0 fraction 1
|
||||
[Grain080]
|
||||
(gauss) phi1 62.906243 Phi 46.752029 Phi2 222.692276 scatter 0 fraction 1
|
||||
[Grain081]
|
||||
(gauss) phi1 254.121439 Phi 121.005485 Phi2 287.265977 scatter 0 fraction 1
|
||||
[Grain082]
|
||||
(gauss) phi1 140.765045 Phi 141.268031 Phi2 271.327656 scatter 0 fraction 1
|
||||
[Grain083]
|
||||
(gauss) phi1 10.726984 Phi 66.339177 Phi2 189.073212 scatter 0 fraction 1
|
||||
[Grain084]
|
||||
(gauss) phi1 270.921536 Phi 72.821127 Phi2 313.590515 scatter 0 fraction 1
|
||||
[Grain085]
|
||||
(gauss) phi1 299.059668 Phi 23.884874 Phi2 80.016277 scatter 0 fraction 1
|
||||
[Grain086]
|
||||
(gauss) phi1 208.617406 Phi 11.031834 Phi2 302.388247 scatter 0 fraction 1
|
||||
[Grain087]
|
||||
(gauss) phi1 62.929967 Phi 65.223261 Phi2 108.558265 scatter 0 fraction 1
|
||||
[Grain088]
|
||||
(gauss) phi1 9.014959 Phi 33.542169 Phi2 247.970366 scatter 0 fraction 1
|
||||
[Grain089]
|
||||
(gauss) phi1 272.432808 Phi 30.065174 Phi2 19.803570 scatter 0 fraction 1
|
||||
[Grain090]
|
||||
(gauss) phi1 179.621980 Phi 151.763475 Phi2 61.871794 scatter 0 fraction 1
|
||||
[Grain091]
|
||||
(gauss) phi1 247.810321 Phi 112.752980 Phi2 264.668469 scatter 0 fraction 1
|
||||
[Grain092]
|
||||
(gauss) phi1 270.780630 Phi 102.037858 Phi2 31.602610 scatter 0 fraction 1
|
||||
[Grain093]
|
||||
(gauss) phi1 17.626672 Phi 56.032415 Phi2 245.079600 scatter 0 fraction 1
|
||||
[Grain094]
|
||||
(gauss) phi1 112.165186 Phi 87.390459 Phi2 182.086729 scatter 0 fraction 1
|
||||
[Grain095]
|
||||
(gauss) phi1 157.869381 Phi 79.905131 Phi2 107.037081 scatter 0 fraction 1
|
||||
[Grain096]
|
||||
(gauss) phi1 106.163846 Phi 148.477084 Phi2 350.980466 scatter 0 fraction 1
|
||||
[Grain097]
|
||||
(gauss) phi1 262.138550 Phi 58.923588 Phi2 111.303439 scatter 0 fraction 1
|
||||
[Grain098]
|
||||
(gauss) phi1 88.739397 Phi 119.092789 Phi2 222.502594 scatter 0 fraction 1
|
||||
[Grain099]
|
||||
(gauss) phi1 337.603765 Phi 10.145102 Phi2 80.934916 scatter 0 fraction 1
|
||||
[Grain100]
|
||||
(gauss) phi1 341.022242 Phi 45.927285 Phi2 252.045476 scatter 0 fraction 1
|
||||
|
||||
[cube]
|
||||
(gauss) phi1 0 Phi 0 phi2 0 scatter 0 fraction 1
|
||||
|
||||
#-------------------#
|
||||
<crystallite>
|
||||
#-------------------#
|
||||
|
||||
[all]
|
||||
(output) phase
|
||||
(output) texture
|
||||
(output) volume
|
||||
(output) orientation
|
||||
(output) eulerangles
|
||||
(output) grainrotation # deviation from initial orientation as axis (1-3) and angle in degree (4)
|
||||
(output) f # deformation gradient tensor; synonyms: "defgrad"
|
||||
(output) fe # elastic deformation gradient tensor
|
||||
(output) fp # plastic deformation gradient tensor
|
||||
(output) ee # elastic strain as Green-Lagrange tensor
|
||||
(output) p # first Piola-Kichhoff stress tensor; synonyms: "firstpiola", "1stpiola"
|
||||
(output) s # second Piola-Kichhoff stress tensor; synonyms: "tstar", "secondpiola", "2ndpiola"
|
||||
|
||||
#-------------------#
|
||||
<phase>
|
||||
#-------------------#
|
||||
|
||||
[Aluminum_phenopowerlaw]
|
||||
# slip only
|
||||
constitution phenopowerlaw
|
||||
|
||||
(output) resistance_slip
|
||||
(output) shearrate_slip
|
||||
(output) resolvedstress_slip
|
||||
(output) totalshear
|
||||
(output) resistance_twin
|
||||
(output) shearrate_twin
|
||||
(output) resolvedstress_twin
|
||||
(output) totalvolfrac
|
||||
|
||||
lattice_structure fcc
|
||||
Nslip 12 0 0 0 # per family
|
||||
Ntwin 0 0 0 0 # per family
|
||||
|
||||
c11 106.75e9
|
||||
c12 60.41e9
|
||||
c44 28.34e9
|
||||
|
||||
gdot0_slip 0.001
|
||||
n_slip 20
|
||||
tau0_slip 31e6 # per family
|
||||
tausat_slip 63e6 # per family
|
||||
w0_slip 2.25
|
||||
gdot0_twin 0.001
|
||||
n_twin 20
|
||||
tau0_twin 31e6 # per family
|
||||
s_pr 0 # push-up factor for slip saturation due to twinning
|
||||
twin_b 0
|
||||
twin_c 0
|
||||
twin_d 0
|
||||
twin_e 0
|
||||
h0_slipslip 75e6
|
||||
h0_sliptwin 0
|
||||
h0_twinslip 0
|
||||
h0_twintwin 0
|
||||
interaction_slipslip 1 1 1.4 1.4 1.4 1.4
|
||||
interaction_sliptwin 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1
|
||||
interaction_twinslip 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1
|
||||
interaction_twintwin 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1
|
||||
relevantResistance 1
|
||||
|
||||
[Aluminum_J2isotropic]
|
||||
|
||||
constitution j2
|
||||
|
||||
(output) flowstress
|
||||
(output) strainrate
|
||||
|
||||
c11 110.9e9
|
||||
c12 58.34e9
|
||||
taylorfactor 3
|
||||
tau0 31e6
|
||||
gdot0 0.001
|
||||
n 20
|
||||
h0 75e6
|
||||
tausat 63e6
|
||||
w0 2.25
|
||||
atol_Resistance 100
|
||||
|
|
@ -0,0 +1,94 @@
|
|||
2 header
|
||||
$Id: postResults 861 2011-05-06 10:00:27Z MPIE\c.kords $
|
||||
inc time elem node ip grain ip.x ip.y ip.z CauchyStress.intensity CauchyStress.t11 CauchyStress.t22 CauchyStress.t33 CauchyStress.t12 CauchyStress.t23 CauchyStress.t13 1_1_f 1_2_f 1_3_f 1_4_f 1_5_f 1_6_f 1_7_f 1_8_f 1_9_f 1_1_grainrotation 1_2_grainrotation 1_3_grainrotation 1_4_grainrotation 1_1_resistance_slip 1_2_resistance_slip 1_3_resistance_slip 1_4_resistance_slip 1_5_resistance_slip 1_6_resistance_slip 1_7_resistance_slip 1_8_resistance_slip 1_9_resistance_slip 1_10_resistance_slip 1_11_resistance_slip 1_12_resistance_slip
|
||||
0 0.0 1 5 1 1 0.5 0.5 0.5 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0
|
||||
1 1.0 1 5 1 1 0.5 0.5 0.5 0.024172998067 0.056046936661 0.0577092021704 0.0580734722316 0.0075496127829 0.00882737897336 0.00766104180366 1.0 1.1259596093e-13 1.12595994811e-13 1.55780499177e-13 0.999847710133 -0.0174524057657 1.55782193243e-13 0.0174524057657 0.999847710133 1.0 -1.23725617425e-12 1.23720879461e-12 1.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0
|
||||
2 2.0 1 5 1 1 0.5 0.5 0.5 0.0241432830571 0.0377263836563 0.0324090756476 0.033376660198 0.00727691268548 0.00865175202489 0.00764666078612 1.0 1.10501743118e-13 1.10501777e-13 1.50193822223e-13 0.99939084053 -0.034899495542 1.55527744546e-13 0.034899495542 0.99939084053 1.0 -6.45080505939e-13 5.68662738426e-13 2.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0
|
||||
3 3.0 1 5 1 1 0.5 0.5 0.5 0.0257848323757 0.0201567672193 0.00817993376404 0.00972554087639 0.00701188668609 0.00847246591002 0.00763081293553 1.0 1.08486407791e-13 1.08486434896e-13 1.447601533e-13 0.998629510403 -0.0523359552026 1.55243941075e-13 0.0523359552026 0.998629510403 1.0 -4.46705416797e-13 3.46547009838e-13 3.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0
|
||||
4 4.0 1 5 1 1 0.5 0.5 0.5 0.0286209738301 0.00342932180502 -0.0149000706151 -0.0128218811005 0.00675505120307 0.00828998535872 0.0076136472635 1.0 1.06547922069e-13 1.06547949174e-13 1.39501515266e-13 0.997564077377 -0.0697564706206 1.54932937682e-13 0.0697564706206 0.997564077377 1.0 -3.46813588048e-13 2.36204529243e-13 4.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0
|
||||
5 5.0 1 5 1 1 0.5 0.5 0.5 0.032148640163 -0.0124530605972 -0.0368128865957 -0.0341981202364 0.00650494545698 0.00810338370502 0.00759505899623 1.0 1.04684232745e-13 1.04684253074e-13 1.34370257434e-13 0.996194720268 -0.0871557444334 1.54588120733e-13 0.0871557444334 0.996194720268 1.0 -2.8629133569e-13 1.70304512138e-13 5.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0
|
||||
6 6.0 1 5 1 1 0.5 0.5 0.5 0.0360145416329 -0.027449907735 -0.0575108379126 -0.0543776340783 0.00626290449873 0.00791467912495 0.0075753852725 1.0 1.02893266281e-13 1.0289328661e-13 1.29417364412e-13 0.994521915913 -0.104528464377 1.54218746606e-13 0.104528464377 0.994521915913 1.0 -2.45509477548e-13 1.26874964528e-13 6.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0
|
||||
7 7.0 1 5 1 1 0.5 0.5 0.5 0.0399740663918 -0.0415176264942 -0.0769297853112 -0.0733039304614 0.00602708896622 0.00772315822542 0.00755509966984 1.0 1.01173003352e-13 1.01173016904e-13 1.24581768512e-13 0.992546141148 -0.121869340539 1.5383908611e-13 0.121869340539 0.992546141148 1.0 -2.1607593644e-13 9.60403970436e-14 7.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0
|
||||
8 8.0 1 5 1 1 0.5 0.5 0.5 0.0438656010832 -0.0547002702951 -0.0950862541795 -0.0910048484802 0.00579795939848 0.0075320713222 0.00753418169916 1.0 9.95214110774e-14 9.952142463e-14 1.19883541028e-13 0.990268051624 -0.139173105359 1.5344615769e-13 0.139173105359 0.990268051624 1.0 -1.93732616754e-13 7.31539937134e-14 8.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0
|
||||
9 9.0 1 5 1 1 0.5 0.5 0.5 0.0476265064906 -0.06693007797 -0.111963532865 -0.107425913215 0.00557443965226 0.00733647309244 0.00751292472705 1.0 9.79365107892e-14 9.79365175654e-14 1.15288543144e-13 0.987688362598 -0.156434461474 1.53048269045e-13 0.156434461474 0.987688362598 1.0 -1.7614966289e-13 5.54610577028e-14 9.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0
|
||||
10 10.0 1 5 1 1 0.5 0.5 0.5 0.0511619284052 -0.0781974568963 -0.127493560314 -0.122531078756 0.00535882124677 0.00714056473225 0.00749061629176 1.0 9.64163509231e-14 9.64163509231e-14 1.10881335851e-13 0.984807729721 -0.173648178577 1.52618409989e-13 0.173648178577 0.984807729721 1.0 -1.61827379296e-13 4.16502735892e-14 10.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0
|
||||
11 11.0 1 5 1 1 0.5 0.5 0.5 0.0544590124719 -0.088471762836 -0.141687169671 -0.136302277446 0.0051483400166 0.00694213900715 0.00746928341687 1.0 9.49590273492e-14 9.49590341255e-14 1.06568040796e-13 0.981627166271 -0.190808996558 1.52226335378e-13 0.190808996558 0.981627166271 1.0 -1.50064490456e-13 3.04205106743e-14 11.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0
|
||||
12 12.0 1 5 1 1 0.5 0.5 0.5 0.0574517639017 -0.0978478044271 -0.154580652714 -0.148810505867 0.00494291307405 0.00674560666084 0.00744635425508 1.0 9.35626969238e-14 9.35626969238e-14 1.02349369485e-13 0.978147625923 -0.207911685109 1.51779779608e-13 0.207911685109 0.978147625923 1.0 -1.40004354681e-13 2.11307767752e-14 12.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0
|
||||
13 13.0 1 5 1 1 0.5 0.5 0.5 0.0601600304963 -0.10622742027 -0.166131272912 -0.159981891513 0.0047429674305 0.00654464075342 0.00742361694574 1.0 9.22255571608e-14 9.22255503845e-14 9.82438888813e-14 0.974370062351 -0.224951043725 1.5134031181e-13 0.224951043725 0.974370062351 1.0 -1.31394718782e-13 1.33769905892e-14 13.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0
|
||||
14 14.0 1 5 1 1 0.5 0.5 0.5 0.0625560237246 -0.113614186645 -0.176321923733 -0.169804736972 0.00454916572198 0.00634495634586 0.00740135088563 1.0 9.09458597841e-14 9.09458530078e-14 9.42784397643e-14 0.970295727253 -0.241921886802 1.50916524286e-13 0.241921886802 0.970295727253 1.0 -1.23946358277e-13 6.88772167895e-15 14.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0
|
||||
15 15.0 1 5 1 1 0.5 0.5 0.5 0.064623152588 -0.120048590004 -0.185179919004 -0.17832493782 0.00435922853649 0.00614238297567 0.00737902149558 1.0 8.97219175041e-14 8.97219107278e-14 9.03759421358e-14 0.965925812721 -0.258819043636 1.50488345743e-13 0.258819043636 0.965925812721 1.0 -1.17391732728e-13 1.26347923687e-15 15.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0
|
||||
16 16.0 1 5 1 1 0.5 0.5 0.5 0.0663746195376 -0.125523671508 -0.192728817463 -0.185538485646 0.00417540827766 0.00594279170036 0.00735600618646 1.0 8.85521107938e-14 8.85521040175e-14 8.66191951607e-14 0.961261689663 -0.275637358427 1.50032669123e-13 0.275637358427 0.961261689663 1.0 -1.11524369384e-13 -3.50626472131e-15 16.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0
|
||||
17 17.0 1 5 1 1 0.5 0.5 0.5 0.0677872073143 -0.130049750209 -0.198957800865 -0.191445931792 0.00399514567107 0.00573630817235 0.00733454944566 1.0 8.74348675601e-14 8.74348607838e-14 8.29210628655e-14 0.956304728985 -0.292371690273 1.49627706059e-13 0.292371690273 0.956304728985 1.0 -1.06359209905e-13 -7.7192983925e-15 17.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0
|
||||
18 18.0 1 5 1 1 0.5 0.5 0.5 0.0688726440667 -0.13366368413 -0.20391356945 -0.196102648973 0.00382082024589 0.00553295295686 0.00731354439631 1.0 8.63686902487e-14 8.63686766962e-14 7.93686337898e-14 0.951056540012 -0.309017002583 1.49233476596e-13 0.309017002583 0.951056540012 1.0 -1.01717394815e-13 -1.1326327212e-14 18.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0
|
||||
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|
||||
90 90.0 1 5 1 1 0.5 0.5 0.5 0.0251206236511 0.0723270624876 0.0806358680129 0.0808931067586 -0.00738708348945 -0.00866825506091 0.00754283368587 1.0 1.10501756671e-13 1.10501614369e-13 -1.50157664081e-13 2.67917759089e-08 -1.0 1.55653268052e-13 1.0 2.67920814423e-08 1.0 -2.25758302298e-14 -1.30329706988e-13 90.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0 31000000.0
|
||||
|
|
@ -0,0 +1,3 @@
|
|||
1 header
|
||||
inc elem node ip grain ip.x ip.y ip.z 1_1_p 1_2_p 1_3_p 1_4_p 1_5_p 1_6_p 1_7_p 1_8_p 1_9_p 1_1_div(p) 1_2_div(p) 1_3_div(p) 1_norm(div(p))
|
||||
90 1 5 1 1 0.5 0.5 0.5 0.0723270624876 0.00754283322021 0.00738708395511 -0.00738708348945 -0.00866825319827 -0.0806358680129 0.00754283368587 0.0808931067586 0.00866825692356 0.000000 0.000000 0.000000 0.000000
|
||||
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Reference in New Issue