qmcpack/examples/attic/sc12_qmc/gr3x3x1/qmc.log

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69 KiB
Plaintext

Input file(s): input.xml
=====================================================
QMCPACK 0.6.1
(c) Copyright 2003- QMCPACK developers
Subversion branch 5535
Last modified 2012-06-21 09:08:24 -0500 (Thu, 21 Jun 2012)
=====================================================
MPI Nodes = 128
MPI Nodes per group = 128
MPI Group ID = 0
OMP_NUM_THREADS = 8
Input XML = input.xml
Project = ref
date = 2012-10-19 09:47:45 CDT
host = jaguar
user = auser
Random number offset = 11 seeds = 41-8269
Particles are grouped. Safe to use groups
expandSuperCell::
TileMatrix != Identity. Expanding a simulation cell for ion0
tilematrix= 3 0 0 0 3 0 0 0 1
Reduced coord Cartesion coord species.
0.0000 0.0000 0.0000 0.000000 0.000000 0.000000 0
0.1111 0.2222 0.0000 -0.000000 2.685253 0.000000 0
0.0000 0.0000 0.5000 0.000000 0.000000 6.338047 0
0.2222 0.1111 0.5000 2.325497 1.342626 6.338047 0
0.0000 0.3333 0.0000 -2.325497 4.027879 0.000000 0
0.1111 0.5556 0.0000 -2.325497 6.713132 0.000000 0
0.0000 0.3333 0.5000 -2.325497 4.027879 6.338047 0
0.2222 0.4444 0.5000 0.000000 5.370505 6.338047 0
0.0000 0.6667 0.0000 -4.650994 8.055758 0.000000 0
0.1111 0.8889 0.0000 -4.650994 10.741010 0.000000 0
0.0000 0.6667 0.5000 -4.650994 8.055758 6.338047 0
0.2222 0.7778 0.5000 -2.325497 9.398384 6.338047 0
0.3333 0.0000 0.0000 4.650994 0.000000 0.000000 0
0.4444 0.2222 0.0000 4.650994 2.685253 0.000000 0
0.3333 0.0000 0.5000 4.650994 0.000000 6.338047 0
0.5556 0.1111 0.5000 6.976491 1.342626 6.338047 0
0.3333 0.3333 0.0000 2.325497 4.027879 0.000000 0
0.4444 0.5556 0.0000 2.325497 6.713132 0.000000 0
0.3333 0.3333 0.5000 2.325497 4.027879 6.338047 0
0.5556 0.4444 0.5000 4.650994 5.370505 6.338047 0
0.3333 0.6667 0.0000 0.000000 8.055758 0.000000 0
0.4444 0.8889 0.0000 -0.000000 10.741010 0.000000 0
0.3333 0.6667 0.5000 0.000000 8.055758 6.338047 0
0.5556 0.7778 0.5000 2.325497 9.398384 6.338047 0
0.6667 0.0000 0.0000 9.301988 0.000000 0.000000 0
0.7778 0.2222 0.0000 9.301988 2.685253 0.000000 0
0.6667 0.0000 0.5000 9.301988 0.000000 6.338047 0
0.8889 0.1111 0.5000 11.627485 1.342626 6.338047 0
0.6667 0.3333 0.0000 6.976491 4.027879 0.000000 0
0.7778 0.5556 0.0000 6.976491 6.713132 0.000000 0
0.6667 0.3333 0.5000 6.976491 4.027879 6.338047 0
0.8889 0.4444 0.5000 9.301988 5.370505 6.338047 0
0.6667 0.6667 0.0000 4.650994 8.055758 0.000000 0
0.7778 0.8889 0.0000 4.650994 10.741010 0.000000 0
0.6667 0.6667 0.5000 4.650994 8.055758 6.338047 0
0.8889 0.7778 0.5000 6.976491 9.398384 6.338047 0
Simulationcell after tiling
<unitcell>
<parameter name="lattice">
13.95298187 0 0
-6.976490937 12.08363676 0
0 0 12.67609393
</parameter>
<parameter name="bconds"> p p p </parameter>
<note>
Volume (A^3) = 2137.224482
Reciprocal vectors without 2*pi.
g_1 = 0.07166926819 0.04137827128 -0
g_2 = 0 0.08275654256 0
g_3 = 0 -0 0.07888865496
Metric tensor in real-space.
h_1 = 194.6857032 -97.3428516 0
h_2 = -97.3428516 194.6857032 0
h_3 = 0 0 160.6833572
Metric tensor in g-space.
h_1 = 0.2703736806 0.1351868403 0
h_2 = 0.1351868403 0.2703736806 0
h_3 = 0 0 0.245690769
</note>
<note>
Long-range breakup parameters:
rc*kc = 15; rc = 1000000; kc = 0
</note>
</unitcell>
Particles are grouped. Safe to use groups
Long-range breakup parameters:
rc*kc = 15; rc = 6.041818381; kc = 2.482696277
WignerSeitzRadius = 6.338046963
SimulationCellRadius = 6.041818381
Creating Structure Factor for periodic systems.
KContainer initialised with cutoff 2.482696277
Simulation cell radius = 6.041818381
Wigner-Seitz radius = 6.338046963
<unitcell>
<parameter name="lattice">
13.95298187 0 0
-6.976490937 12.08363676 0
0 0 12.67609393
</parameter>
<parameter name="bconds"> p p p </parameter>
<note>
Volume (A^3) = 2137.224482
Reciprocal vectors without 2*pi.
g_1 = 0.07166926819 0.04137827128 -0
g_2 = 0 0.08275654256 0
g_3 = 0 -0 0.07888865496
Metric tensor in real-space.
h_1 = 194.6857032 -97.3428516 0
h_2 = -97.3428516 194.6857032 0
h_3 = 0 0 160.6833572
Metric tensor in g-space.
h_1 = 0.2703736806 0.1351868403 0
h_2 = 0.1351868403 0.2703736806 0
h_3 = 0 0 0.245690769
</note>
<note>
Long-range breakup parameters:
rc*kc = 15; rc = 6.041818381; kc = 2.482696277
</note>
</unitcell>
Long-range breakup parameters:
rc*kc = 15; rc = 6.041818381; kc = 2.482696277
WignerSeitzRadius = 6.338046963
SimulationCellRadius = 6.041818381
Creating Structure Factor for periodic systems.
KContainer initialised with cutoff 2.482696277
[ 3 0 0
0 3 0
0 0 1 ]
WaveFunctionFactory::build
WaveFunctionFactory::addFermionTerm
SlaterDetBuilder::put(xmlNodePtr)
BasisSetFactory::createBasisSet
EinsplineSetBuilder: using libeinspline for B-spline orbitals.
Built basis bspline
SlaterDetBuilder::putDeterminant(xmlNodePtr,int)
BasisSetFactory::createBasisSet
Building SPOset with bspline basis set.
Reading 72 orbitals from HDF5 file.
Reading orbital file in ESHDF format.
ESHDF orbital file version 2.0.0
Lattice =
[ 4.650994 0.000000 0.000000
-2.325497 4.027879 0.000000
0.000000 0.000000 12.676094 ]
SuperLattice =
[ 13.952982 0.000000 0.000000
-6.976491 12.083637 0.000000
0.000000 0.000000 12.676094 ]
bands=16, elecs=144, spins=1, twists=2304, muffin tins=0, core states=0
atomic orbital=0
Atom type(0) = 6
Atom type(1) = 6
Atom type(2) = 6
Atom type(3) = 6
Read 31995 density G-vectors.
EinsplineSetBuilder found density in the HDF5 file.
Read 0 VHXC G-vectors.
TIMER EinsplineSetBuilder::ReadOrbitalInfo 0.568585354
TIMER EinsplineSetBuilder::BroadcastOrbitalInfo 0.005908091996
Super twist #0: [ 0.00000 0.00000 0.00000 ]
Using k-points: 0 32 64 768 800 832 1536 1568 1600
Super twist #1: [ 0.00000 0.00000 -0.25000 ]
Using k-points: 1 33 65 769 801 833 1537 1569 1601
Super twist #2: [ 0.00000 0.00000 0.50000 ]
Using k-points: 2 34 66 770 802 834 1538 1570 1602
Super twist #3: [ 0.00000 0.00000 0.25000 ]
Using k-points: 3 35 67 771 803 835 1539 1571 1603
Super twist #4: [ 0.00000 -0.12500 0.00000 ]
Using k-points: 4 36 68 772 804 836 1540 1572 1604
Super twist #5: [ 0.00000 -0.12500 -0.25000 ]
Using k-points: 5 37 69 773 805 837 1541 1573 1605
Super twist #6: [ 0.00000 -0.12500 0.50000 ]
Using k-points: 6 38 70 774 806 838 1542 1574 1606
Super twist #7: [ 0.00000 -0.12500 0.25000 ]
Using k-points: 7 39 71 775 807 839 1543 1575 1607
Super twist #8: [ 0.00000 -0.25000 0.00000 ]
Using k-points: 8 40 72 776 808 840 1544 1576 1608
Super twist #9: [ 0.00000 -0.25000 -0.25000 ]
Using k-points: 9 41 73 777 809 841 1545 1577 1609
Super twist #10: [ 0.00000 -0.25000 0.50000 ]
Using k-points: 10 42 74 778 810 842 1546 1578 1610
Super twist #11: [ 0.00000 -0.25000 0.25000 ]
Using k-points: 11 43 75 779 811 843 1547 1579 1611
Super twist #12: [ 0.00000 -0.37500 0.00000 ]
Using k-points: 12 44 76 780 812 844 1548 1580 1612
Super twist #13: [ 0.00000 -0.37500 -0.25000 ]
Using k-points: 13 45 77 781 813 845 1549 1581 1613
Super twist #14: [ 0.00000 -0.37500 0.50000 ]
Using k-points: 14 46 78 782 814 846 1550 1582 1614
Super twist #15: [ 0.00000 -0.37500 0.25000 ]
Using k-points: 15 47 79 783 815 847 1551 1583 1615
Super twist #16: [ 0.00000 0.50000 0.00000 ]
Using k-points: 16 48 80 784 816 848 1552 1584 1616
Super twist #17: [ 0.00000 0.50000 -0.25000 ]
Using k-points: 17 49 81 785 817 849 1553 1585 1617
Super twist #18: [ 0.00000 0.50000 0.50000 ]
Using k-points: 18 50 82 786 818 850 1554 1586 1618
Super twist #19: [ 0.00000 0.50000 0.25000 ]
Using k-points: 19 51 83 787 819 851 1555 1587 1619
Super twist #20: [ 0.00000 0.37500 0.00000 ]
Using k-points: 20 52 84 788 820 852 1556 1588 1620
Super twist #21: [ 0.00000 0.37500 -0.25000 ]
Using k-points: 21 53 85 789 821 853 1557 1589 1621
Super twist #22: [ 0.00000 0.37500 0.50000 ]
Using k-points: 22 54 86 790 822 854 1558 1590 1622
Super twist #23: [ 0.00000 0.37500 0.25000 ]
Using k-points: 23 55 87 791 823 855 1559 1591 1623
Super twist #24: [ 0.00000 0.25000 0.00000 ]
Using k-points: 24 56 88 792 824 856 1560 1592 1624
Super twist #25: [ 0.00000 0.25000 -0.25000 ]
Using k-points: 25 57 89 793 825 857 1561 1593 1625
Super twist #26: [ 0.00000 0.25000 0.50000 ]
Using k-points: 26 58 90 794 826 858 1562 1594 1626
Super twist #27: [ 0.00000 0.25000 0.25000 ]
Using k-points: 27 59 91 795 827 859 1563 1595 1627
Super twist #28: [ 0.00000 0.12500 0.00000 ]
Using k-points: 28 60 92 796 828 860 1564 1596 1628
Super twist #29: [ 0.00000 0.12500 -0.25000 ]
Using k-points: 29 61 93 797 829 861 1565 1597 1629
Super twist #30: [ 0.00000 0.12500 0.50000 ]
Using k-points: 30 62 94 798 830 862 1566 1598 1630
Super twist #31: [ 0.00000 0.12500 0.25000 ]
Using k-points: 31 63 95 799 831 863 1567 1599 1631
Super twist #32: [ -0.12500 -0.00000 0.00000 ]
Using k-points: 96 128 160 864 896 928 1632 1664 1696
Super twist #33: [ -0.12500 -0.00000 -0.25000 ]
Using k-points: 97 129 161 865 897 929 1633 1665 1697
Super twist #34: [ -0.12500 -0.00000 0.50000 ]
Using k-points: 98 130 162 866 898 930 1634 1666 1698
Super twist #35: [ -0.12500 -0.00000 0.25000 ]
Using k-points: 99 131 163 867 899 931 1635 1667 1699
Super twist #36: [ -0.12500 -0.12500 0.00000 ]
Using k-points: 100 132 164 868 900 932 1636 1668 1700
Super twist #37: [ -0.12500 -0.12500 -0.25000 ]
Using k-points: 101 133 165 869 901 933 1637 1669 1701
Super twist #38: [ -0.12500 -0.12500 0.50000 ]
Using k-points: 102 134 166 870 902 934 1638 1670 1702
Super twist #39: [ -0.12500 -0.12500 0.25000 ]
Using k-points: 103 135 167 871 903 935 1639 1671 1703
Super twist #40: [ -0.12500 -0.25000 0.00000 ]
Using k-points: 104 136 168 872 904 936 1640 1672 1704
Super twist #41: [ -0.12500 -0.25000 -0.25000 ]
Using k-points: 105 137 169 873 905 937 1641 1673 1705
Super twist #42: [ -0.12500 -0.25000 0.50000 ]
Using k-points: 106 138 170 874 906 938 1642 1674 1706
Super twist #43: [ -0.12500 -0.25000 0.25000 ]
Using k-points: 107 139 171 875 907 939 1643 1675 1707
Super twist #44: [ -0.12500 -0.37500 0.00000 ]
Using k-points: 108 140 172 876 908 940 1644 1676 1708
Super twist #45: [ -0.12500 -0.37500 -0.25000 ]
Using k-points: 109 141 173 877 909 941 1645 1677 1709
Super twist #46: [ -0.12500 -0.37500 0.50000 ]
Using k-points: 110 142 174 878 910 942 1646 1678 1710
Super twist #47: [ -0.12500 -0.37500 0.25000 ]
Using k-points: 111 143 175 879 911 943 1647 1679 1711
Super twist #48: [ -0.12500 0.50000 0.00000 ]
Using k-points: 112 144 176 880 912 944 1648 1680 1712
Super twist #49: [ -0.12500 0.50000 -0.25000 ]
Using k-points: 113 145 177 881 913 945 1649 1681 1713
Super twist #50: [ -0.12500 0.50000 0.50000 ]
Using k-points: 114 146 178 882 914 946 1650 1682 1714
Super twist #51: [ -0.12500 0.50000 0.25000 ]
Using k-points: 115 147 179 883 915 947 1651 1683 1715
Super twist #52: [ -0.12500 0.37500 0.00000 ]
Using k-points: 116 148 180 884 916 948 1652 1684 1716
Super twist #53: [ -0.12500 0.37500 -0.25000 ]
Using k-points: 117 149 181 885 917 949 1653 1685 1717
Super twist #54: [ -0.12500 0.37500 0.50000 ]
Using k-points: 118 150 182 886 918 950 1654 1686 1718
Super twist #55: [ -0.12500 0.37500 0.25000 ]
Using k-points: 119 151 183 887 919 951 1655 1687 1719
Super twist #56: [ -0.12500 0.25000 0.00000 ]
Using k-points: 120 152 184 888 920 952 1656 1688 1720
Super twist #57: [ -0.12500 0.25000 -0.25000 ]
Using k-points: 121 153 185 889 921 953 1657 1689 1721
Super twist #58: [ -0.12500 0.25000 0.50000 ]
Using k-points: 122 154 186 890 922 954 1658 1690 1722
Super twist #59: [ -0.12500 0.25000 0.25000 ]
Using k-points: 123 155 187 891 923 955 1659 1691 1723
Super twist #60: [ -0.12500 0.12500 0.00000 ]
Using k-points: 124 156 188 892 924 956 1660 1692 1724
Super twist #61: [ -0.12500 0.12500 -0.25000 ]
Using k-points: 125 157 189 893 925 957 1661 1693 1725
Super twist #62: [ -0.12500 0.12500 0.50000 ]
Using k-points: 126 158 190 894 926 958 1662 1694 1726
Super twist #63: [ -0.12500 0.12500 0.25000 ]
Using k-points: 127 159 191 895 927 959 1663 1695 1727
Super twist #64: [ -0.25000 -0.00000 0.00000 ]
Using k-points: 192 224 256 960 992 1024 1728 1760 1792
Super twist #65: [ -0.25000 -0.00000 -0.25000 ]
Using k-points: 193 225 257 961 993 1025 1729 1761 1793
Super twist #66: [ -0.25000 -0.00000 0.50000 ]
Using k-points: 194 226 258 962 994 1026 1730 1762 1794
Super twist #67: [ -0.25000 -0.00000 0.25000 ]
Using k-points: 195 227 259 963 995 1027 1731 1763 1795
Super twist #68: [ -0.25000 -0.12500 0.00000 ]
Using k-points: 196 228 260 964 996 1028 1732 1764 1796
Super twist #69: [ -0.25000 -0.12500 -0.25000 ]
Using k-points: 197 229 261 965 997 1029 1733 1765 1797
Super twist #70: [ -0.25000 -0.12500 0.50000 ]
Using k-points: 198 230 262 966 998 1030 1734 1766 1798
Super twist #71: [ -0.25000 -0.12500 0.25000 ]
Using k-points: 199 231 263 967 999 1031 1735 1767 1799
Super twist #72: [ -0.25000 -0.25000 0.00000 ]
Using k-points: 200 232 264 968 1000 1032 1736 1768 1800
Super twist #73: [ -0.25000 -0.25000 -0.25000 ]
Using k-points: 201 233 265 969 1001 1033 1737 1769 1801
Super twist #74: [ -0.25000 -0.25000 0.50000 ]
Using k-points: 202 234 266 970 1002 1034 1738 1770 1802
Super twist #75: [ -0.25000 -0.25000 0.25000 ]
Using k-points: 203 235 267 971 1003 1035 1739 1771 1803
Super twist #76: [ -0.25000 -0.37500 0.00000 ]
Using k-points: 204 236 268 972 1004 1036 1740 1772 1804
Super twist #77: [ -0.25000 -0.37500 -0.25000 ]
Using k-points: 205 237 269 973 1005 1037 1741 1773 1805
Super twist #78: [ -0.25000 -0.37500 0.50000 ]
Using k-points: 206 238 270 974 1006 1038 1742 1774 1806
Super twist #79: [ -0.25000 -0.37500 0.25000 ]
Using k-points: 207 239 271 975 1007 1039 1743 1775 1807
Super twist #80: [ -0.25000 0.50000 0.00000 ]
Using k-points: 208 240 272 976 1008 1040 1744 1776 1808
Super twist #81: [ -0.25000 0.50000 -0.25000 ]
Using k-points: 209 241 273 977 1009 1041 1745 1777 1809
Super twist #82: [ -0.25000 0.50000 0.50000 ]
Using k-points: 210 242 274 978 1010 1042 1746 1778 1810
Super twist #83: [ -0.25000 0.50000 0.25000 ]
Using k-points: 211 243 275 979 1011 1043 1747 1779 1811
Super twist #84: [ -0.25000 0.37500 0.00000 ]
Using k-points: 212 244 276 980 1012 1044 1748 1780 1812
Super twist #85: [ -0.25000 0.37500 -0.25000 ]
Using k-points: 213 245 277 981 1013 1045 1749 1781 1813
Super twist #86: [ -0.25000 0.37500 0.50000 ]
Using k-points: 214 246 278 982 1014 1046 1750 1782 1814
Super twist #87: [ -0.25000 0.37500 0.25000 ]
Using k-points: 215 247 279 983 1015 1047 1751 1783 1815
Super twist #88: [ -0.25000 0.25000 0.00000 ]
Using k-points: 216 248 280 984 1016 1048 1752 1784 1816
Super twist #89: [ -0.25000 0.25000 -0.25000 ]
Using k-points: 217 249 281 985 1017 1049 1753 1785 1817
Super twist #90: [ -0.25000 0.25000 0.50000 ]
Using k-points: 218 250 282 986 1018 1050 1754 1786 1818
Super twist #91: [ -0.25000 0.25000 0.25000 ]
Using k-points: 219 251 283 987 1019 1051 1755 1787 1819
Super twist #92: [ -0.25000 0.12500 0.00000 ]
Using k-points: 220 252 284 988 1020 1052 1756 1788 1820
Super twist #93: [ -0.25000 0.12500 -0.25000 ]
Using k-points: 221 253 285 989 1021 1053 1757 1789 1821
Super twist #94: [ -0.25000 0.12500 0.50000 ]
Using k-points: 222 254 286 990 1022 1054 1758 1790 1822
Super twist #95: [ -0.25000 0.12500 0.25000 ]
Using k-points: 223 255 287 991 1023 1055 1759 1791 1823
Super twist #96: [ -0.37500 -0.00000 0.00000 ]
Using k-points: 288 320 352 1056 1088 1120 1824 1856 1888
Super twist #97: [ -0.37500 -0.00000 -0.25000 ]
Using k-points: 289 321 353 1057 1089 1121 1825 1857 1889
Super twist #98: [ -0.37500 -0.00000 0.50000 ]
Using k-points: 290 322 354 1058 1090 1122 1826 1858 1890
Super twist #99: [ -0.37500 -0.00000 0.25000 ]
Using k-points: 291 323 355 1059 1091 1123 1827 1859 1891
Super twist #100: [ -0.37500 -0.12500 0.00000 ]
Using k-points: 292 324 356 1060 1092 1124 1828 1860 1892
Super twist #101: [ -0.37500 -0.12500 -0.25000 ]
Using k-points: 293 325 357 1061 1093 1125 1829 1861 1893
Super twist #102: [ -0.37500 -0.12500 0.50000 ]
Using k-points: 294 326 358 1062 1094 1126 1830 1862 1894
Super twist #103: [ -0.37500 -0.12500 0.25000 ]
Using k-points: 295 327 359 1063 1095 1127 1831 1863 1895
Super twist #104: [ -0.37500 -0.25000 0.00000 ]
Using k-points: 296 328 360 1064 1096 1128 1832 1864 1896
Super twist #105: [ -0.37500 -0.25000 -0.25000 ]
Using k-points: 297 329 361 1065 1097 1129 1833 1865 1897
Super twist #106: [ -0.37500 -0.25000 0.50000 ]
Using k-points: 298 330 362 1066 1098 1130 1834 1866 1898
Super twist #107: [ -0.37500 -0.25000 0.25000 ]
Using k-points: 299 331 363 1067 1099 1131 1835 1867 1899
Super twist #108: [ -0.37500 -0.37500 0.00000 ]
Using k-points: 300 332 364 1068 1100 1132 1836 1868 1900
Super twist #109: [ -0.37500 -0.37500 -0.25000 ]
Using k-points: 301 333 365 1069 1101 1133 1837 1869 1901
Super twist #110: [ -0.37500 -0.37500 0.50000 ]
Using k-points: 302 334 366 1070 1102 1134 1838 1870 1902
Super twist #111: [ -0.37500 -0.37500 0.25000 ]
Using k-points: 303 335 367 1071 1103 1135 1839 1871 1903
Super twist #112: [ -0.37500 0.50000 0.00000 ]
Using k-points: 304 336 368 1072 1104 1136 1840 1872 1904
Super twist #113: [ -0.37500 0.50000 -0.25000 ]
Using k-points: 305 337 369 1073 1105 1137 1841 1873 1905
Super twist #114: [ -0.37500 0.50000 0.50000 ]
Using k-points: 306 338 370 1074 1106 1138 1842 1874 1906
Super twist #115: [ -0.37500 0.50000 0.25000 ]
Using k-points: 307 339 371 1075 1107 1139 1843 1875 1907
Super twist #116: [ -0.37500 0.37500 0.00000 ]
Using k-points: 308 340 372 1076 1108 1140 1844 1876 1908
Super twist #117: [ -0.37500 0.37500 -0.25000 ]
Using k-points: 309 341 373 1077 1109 1141 1845 1877 1909
Super twist #118: [ -0.37500 0.37500 0.50000 ]
Using k-points: 310 342 374 1078 1110 1142 1846 1878 1910
Super twist #119: [ -0.37500 0.37500 0.25000 ]
Using k-points: 311 343 375 1079 1111 1143 1847 1879 1911
Super twist #120: [ -0.37500 0.25000 0.00000 ]
Using k-points: 312 344 376 1080 1112 1144 1848 1880 1912
Super twist #121: [ -0.37500 0.25000 -0.25000 ]
Using k-points: 313 345 377 1081 1113 1145 1849 1881 1913
Super twist #122: [ -0.37500 0.25000 0.50000 ]
Using k-points: 314 346 378 1082 1114 1146 1850 1882 1914
Super twist #123: [ -0.37500 0.25000 0.25000 ]
Using k-points: 315 347 379 1083 1115 1147 1851 1883 1915
Super twist #124: [ -0.37500 0.12500 0.00000 ]
Using k-points: 316 348 380 1084 1116 1148 1852 1884 1916
Super twist #125: [ -0.37500 0.12500 -0.25000 ]
Using k-points: 317 349 381 1085 1117 1149 1853 1885 1917
Super twist #126: [ -0.37500 0.12500 0.50000 ]
Using k-points: 318 350 382 1086 1118 1150 1854 1886 1918
Super twist #127: [ -0.37500 0.12500 0.25000 ]
Using k-points: 319 351 383 1087 1119 1151 1855 1887 1919
Super twist #128: [ 0.50000 0.00000 0.00000 ]
Using k-points: 384 416 448 1152 1184 1216 1920 1952 1984
Super twist #129: [ 0.50000 0.00000 -0.25000 ]
Using k-points: 385 417 449 1153 1185 1217 1921 1953 1985
Super twist #130: [ 0.50000 0.00000 0.50000 ]
Using k-points: 386 418 450 1154 1186 1218 1922 1954 1986
Super twist #131: [ 0.50000 0.00000 0.25000 ]
Using k-points: 387 419 451 1155 1187 1219 1923 1955 1987
Super twist #132: [ 0.50000 -0.12500 0.00000 ]
Using k-points: 388 420 452 1156 1188 1220 1924 1956 1988
Super twist #133: [ 0.50000 -0.12500 -0.25000 ]
Using k-points: 389 421 453 1157 1189 1221 1925 1957 1989
Super twist #134: [ 0.50000 -0.12500 0.50000 ]
Using k-points: 390 422 454 1158 1190 1222 1926 1958 1990
Super twist #135: [ 0.50000 -0.12500 0.25000 ]
Using k-points: 391 423 455 1159 1191 1223 1927 1959 1991
Super twist #136: [ 0.50000 -0.25000 0.00000 ]
Using k-points: 392 424 456 1160 1192 1224 1928 1960 1992
Super twist #137: [ 0.50000 -0.25000 -0.25000 ]
Using k-points: 393 425 457 1161 1193 1225 1929 1961 1993
Super twist #138: [ 0.50000 -0.25000 0.50000 ]
Using k-points: 394 426 458 1162 1194 1226 1930 1962 1994
Super twist #139: [ 0.50000 -0.25000 0.25000 ]
Using k-points: 395 427 459 1163 1195 1227 1931 1963 1995
Super twist #140: [ 0.50000 -0.37500 0.00000 ]
Using k-points: 396 428 460 1164 1196 1228 1932 1964 1996
Super twist #141: [ 0.50000 -0.37500 -0.25000 ]
Using k-points: 397 429 461 1165 1197 1229 1933 1965 1997
Super twist #142: [ 0.50000 -0.37500 0.50000 ]
Using k-points: 398 430 462 1166 1198 1230 1934 1966 1998
Super twist #143: [ 0.50000 -0.37500 0.25000 ]
Using k-points: 399 431 463 1167 1199 1231 1935 1967 1999
Super twist #144: [ 0.50000 0.50000 0.00000 ]
Using k-points: 400 432 464 1168 1200 1232 1936 1968 2000
Super twist #145: [ 0.50000 0.50000 -0.25000 ]
Using k-points: 401 433 465 1169 1201 1233 1937 1969 2001
Super twist #146: [ 0.50000 0.50000 0.50000 ]
Using k-points: 402 434 466 1170 1202 1234 1938 1970 2002
Super twist #147: [ 0.50000 0.50000 0.25000 ]
Using k-points: 403 435 467 1171 1203 1235 1939 1971 2003
Super twist #148: [ 0.50000 0.37500 0.00000 ]
Using k-points: 404 436 468 1172 1204 1236 1940 1972 2004
Super twist #149: [ 0.50000 0.37500 -0.25000 ]
Using k-points: 405 437 469 1173 1205 1237 1941 1973 2005
Super twist #150: [ 0.50000 0.37500 0.50000 ]
Using k-points: 406 438 470 1174 1206 1238 1942 1974 2006
Super twist #151: [ 0.50000 0.37500 0.25000 ]
Using k-points: 407 439 471 1175 1207 1239 1943 1975 2007
Super twist #152: [ 0.50000 0.25000 0.00000 ]
Using k-points: 408 440 472 1176 1208 1240 1944 1976 2008
Super twist #153: [ 0.50000 0.25000 -0.25000 ]
Using k-points: 409 441 473 1177 1209 1241 1945 1977 2009
Super twist #154: [ 0.50000 0.25000 0.50000 ]
Using k-points: 410 442 474 1178 1210 1242 1946 1978 2010
Super twist #155: [ 0.50000 0.25000 0.25000 ]
Using k-points: 411 443 475 1179 1211 1243 1947 1979 2011
Super twist #156: [ 0.50000 0.12500 0.00000 ]
Found 256 distinct supercell twists.
Using k-points: 412 444 476 1180 1212 1244 1948 1980 2012
Super twist #157: [ 0.50000 0.12500 -0.25000 ]
Using k-points: 413 445 477 1181 1213 1245 1949 1981 2013
Super twist #158: [ 0.50000 0.12500 0.50000 ]
Using k-points: 414 446 478 1182 1214 1246 1950 1982 2014
Super twist #159: [ 0.50000 0.12500 0.25000 ]
Using k-points: 415 447 479 1183 1215 1247 1951 1983 2015
Super twist #160: [ 0.37500 -0.00000 0.00000 ]
Using k-points: 480 512 544 1248 1280 1312 2016 2048 2080
Super twist #161: [ 0.37500 -0.00000 -0.25000 ]
Using k-points: 481 513 545 1249 1281 1313 2017 2049 2081
Super twist #162: [ 0.37500 -0.00000 0.50000 ]
Using k-points: 482 514 546 1250 1282 1314 2018 2050 2082
Super twist #163: [ 0.37500 -0.00000 0.25000 ]
Using k-points: 483 515 547 1251 1283 1315 2019 2051 2083
Super twist #164: [ 0.37500 -0.12500 0.00000 ]
Using k-points: 484 516 548 1252 1284 1316 2020 2052 2084
Super twist #165: [ 0.37500 -0.12500 -0.25000 ]
Using k-points: 485 517 549 1253 1285 1317 2021 2053 2085
Super twist #166: [ 0.37500 -0.12500 0.50000 ]
Using k-points: 486 518 550 1254 1286 1318 2022 2054 2086
Super twist #167: [ 0.37500 -0.12500 0.25000 ]
Using k-points: 487 519 551 1255 1287 1319 2023 2055 2087
Super twist #168: [ 0.37500 -0.25000 0.00000 ]
Using k-points: 488 520 552 1256 1288 1320 2024 2056 2088
Super twist #169: [ 0.37500 -0.25000 -0.25000 ]
Using k-points: 489 521 553 1257 1289 1321 2025 2057 2089
Super twist #170: [ 0.37500 -0.25000 0.50000 ]
Using k-points: 490 522 554 1258 1290 1322 2026 2058 2090
Super twist #171: [ 0.37500 -0.25000 0.25000 ]
Using k-points: 491 523 555 1259 1291 1323 2027 2059 2091
Super twist #172: [ 0.37500 -0.37500 0.00000 ]
Using k-points: 492 524 556 1260 1292 1324 2028 2060 2092
Super twist #173: [ 0.37500 -0.37500 -0.25000 ]
Using k-points: 493 525 557 1261 1293 1325 2029 2061 2093
Super twist #174: [ 0.37500 -0.37500 0.50000 ]
Using k-points: 494 526 558 1262 1294 1326 2030 2062 2094
Super twist #175: [ 0.37500 -0.37500 0.25000 ]
Using k-points: 495 527 559 1263 1295 1327 2031 2063 2095
Super twist #176: [ 0.37500 0.50000 0.00000 ]
Using k-points: 496 528 560 1264 1296 1328 2032 2064 2096
Super twist #177: [ 0.37500 0.50000 -0.25000 ]
Using k-points: 497 529 561 1265 1297 1329 2033 2065 2097
Super twist #178: [ 0.37500 0.50000 0.50000 ]
Using k-points: 498 530 562 1266 1298 1330 2034 2066 2098
Super twist #179: [ 0.37500 0.50000 0.25000 ]
Using k-points: 499 531 563 1267 1299 1331 2035 2067 2099
Super twist #180: [ 0.37500 0.37500 0.00000 ]
Using k-points: 500 532 564 1268 1300 1332 2036 2068 2100
Super twist #181: [ 0.37500 0.37500 -0.25000 ]
Using k-points: 501 533 565 1269 1301 1333 2037 2069 2101
Super twist #182: [ 0.37500 0.37500 0.50000 ]
Using k-points: 502 534 566 1270 1302 1334 2038 2070 2102
Super twist #183: [ 0.37500 0.37500 0.25000 ]
Using k-points: 503 535 567 1271 1303 1335 2039 2071 2103
Super twist #184: [ 0.37500 0.25000 0.00000 ]
Using k-points: 504 536 568 1272 1304 1336 2040 2072 2104
Super twist #185: [ 0.37500 0.25000 -0.25000 ]
Using k-points: 505 537 569 1273 1305 1337 2041 2073 2105
Super twist #186: [ 0.37500 0.25000 0.50000 ]
Using k-points: 506 538 570 1274 1306 1338 2042 2074 2106
Super twist #187: [ 0.37500 0.25000 0.25000 ]
Using k-points: 507 539 571 1275 1307 1339 2043 2075 2107
Super twist #188: [ 0.37500 0.12500 0.00000 ]
Using k-points: 508 540 572 1276 1308 1340 2044 2076 2108
Super twist #189: [ 0.37500 0.12500 -0.25000 ]
Using k-points: 509 541 573 1277 1309 1341 2045 2077 2109
Super twist #190: [ 0.37500 0.12500 0.50000 ]
Using k-points: 510 542 574 1278 1310 1342 2046 2078 2110
Super twist #191: [ 0.37500 0.12500 0.25000 ]
Using k-points: 511 543 575 1279 1311 1343 2047 2079 2111
Super twist #192: [ 0.25000 0.00000 0.00000 ]
Using k-points: 576 608 640 1344 1376 1408 2112 2144 2176
Super twist #193: [ 0.25000 0.00000 -0.25000 ]
Using k-points: 577 609 641 1345 1377 1409 2113 2145 2177
Super twist #194: [ 0.25000 0.00000 0.50000 ]
Using k-points: 578 610 642 1346 1378 1410 2114 2146 2178
Super twist #195: [ 0.25000 0.00000 0.25000 ]
Using k-points: 579 611 643 1347 1379 1411 2115 2147 2179
Super twist #196: [ 0.25000 -0.12500 0.00000 ]
Using k-points: 580 612 644 1348 1380 1412 2116 2148 2180
Super twist #197: [ 0.25000 -0.12500 -0.25000 ]
Using k-points: 581 613 645 1349 1381 1413 2117 2149 2181
Super twist #198: [ 0.25000 -0.12500 0.50000 ]
Using k-points: 582 614 646 1350 1382 1414 2118 2150 2182
Super twist #199: [ 0.25000 -0.12500 0.25000 ]
Using k-points: 583 615 647 1351 1383 1415 2119 2151 2183
Super twist #200: [ 0.25000 -0.25000 0.00000 ]
Using k-points: 584 616 648 1352 1384 1416 2120 2152 2184
Super twist #201: [ 0.25000 -0.25000 -0.25000 ]
Using k-points: 585 617 649 1353 1385 1417 2121 2153 2185
Super twist #202: [ 0.25000 -0.25000 0.50000 ]
Using k-points: 586 618 650 1354 1386 1418 2122 2154 2186
Super twist #203: [ 0.25000 -0.25000 0.25000 ]
Using k-points: 587 619 651 1355 1387 1419 2123 2155 2187
Super twist #204: [ 0.25000 -0.37500 0.00000 ]
Using k-points: 588 620 652 1356 1388 1420 2124 2156 2188
Super twist #205: [ 0.25000 -0.37500 -0.25000 ]
Using k-points: 589 621 653 1357 1389 1421 2125 2157 2189
Super twist #206: [ 0.25000 -0.37500 0.50000 ]
Using k-points: 590 622 654 1358 1390 1422 2126 2158 2190
Super twist #207: [ 0.25000 -0.37500 0.25000 ]
Using k-points: 591 623 655 1359 1391 1423 2127 2159 2191
Super twist #208: [ 0.25000 0.50000 0.00000 ]
Using k-points: 592 624 656 1360 1392 1424 2128 2160 2192
Super twist #209: [ 0.25000 0.50000 -0.25000 ]
Using k-points: 593 625 657 1361 1393 1425 2129 2161 2193
Super twist #210: [ 0.25000 0.50000 0.50000 ]
Using k-points: 594 626 658 1362 1394 1426 2130 2162 2194
Super twist #211: [ 0.25000 0.50000 0.25000 ]
Using k-points: 595 627 659 1363 1395 1427 2131 2163 2195
Super twist #212: [ 0.25000 0.37500 0.00000 ]
Using k-points: 596 628 660 1364 1396 1428 2132 2164 2196
Super twist #213: [ 0.25000 0.37500 -0.25000 ]
Using k-points: 597 629 661 1365 1397 1429 2133 2165 2197
Super twist #214: [ 0.25000 0.37500 0.50000 ]
Using k-points: 598 630 662 1366 1398 1430 2134 2166 2198
Super twist #215: [ 0.25000 0.37500 0.25000 ]
Using k-points: 599 631 663 1367 1399 1431 2135 2167 2199
Super twist #216: [ 0.25000 0.25000 0.00000 ]
Using k-points: 600 632 664 1368 1400 1432 2136 2168 2200
Super twist #217: [ 0.25000 0.25000 -0.25000 ]
Using k-points: 601 633 665 1369 1401 1433 2137 2169 2201
Super twist #218: [ 0.25000 0.25000 0.50000 ]
Using k-points: 602 634 666 1370 1402 1434 2138 2170 2202
Super twist #219: [ 0.25000 0.25000 0.25000 ]
Using k-points: 603 635 667 1371 1403 1435 2139 2171 2203
Super twist #220: [ 0.25000 0.12500 0.00000 ]
Using k-points: 604 636 668 1372 1404 1436 2140 2172 2204
Super twist #221: [ 0.25000 0.12500 -0.25000 ]
Using k-points: 605 637 669 1373 1405 1437 2141 2173 2205
Super twist #222: [ 0.25000 0.12500 0.50000 ]
Using k-points: 606 638 670 1374 1406 1438 2142 2174 2206
Super twist #223: [ 0.25000 0.12500 0.25000 ]
Using k-points: 607 639 671 1375 1407 1439 2143 2175 2207
Super twist #224: [ 0.12500 -0.00000 0.00000 ]
Using k-points: 672 704 736 1440 1472 1504 2208 2240 2272
Super twist #225: [ 0.12500 -0.00000 -0.25000 ]
Using k-points: 673 705 737 1441 1473 1505 2209 2241 2273
Super twist #226: [ 0.12500 -0.00000 0.50000 ]
Using k-points: 674 706 738 1442 1474 1506 2210 2242 2274
Super twist #227: [ 0.12500 -0.00000 0.25000 ]
Using k-points: 675 707 739 1443 1475 1507 2211 2243 2275
Super twist #228: [ 0.12500 -0.12500 0.00000 ]
Using k-points: 676 708 740 1444 1476 1508 2212 2244 2276
Super twist #229: [ 0.12500 -0.12500 -0.25000 ]
Using k-points: 677 709 741 1445 1477 1509 2213 2245 2277
Super twist #230: [ 0.12500 -0.12500 0.50000 ]
Using k-points: 678 710 742 1446 1478 1510 2214 2246 2278
Super twist #231: [ 0.12500 -0.12500 0.25000 ]
Using k-points: 679 711 743 1447 1479 1511 2215 2247 2279
Super twist #232: [ 0.12500 -0.25000 0.00000 ]
Using k-points: 680 712 744 1448 1480 1512 2216 2248 2280
Super twist #233: [ 0.12500 -0.25000 -0.25000 ]
Using k-points: 681 713 745 1449 1481 1513 2217 2249 2281
Super twist #234: [ 0.12500 -0.25000 0.50000 ]
Using k-points: 682 714 746 1450 1482 1514 2218 2250 2282
Super twist #235: [ 0.12500 -0.25000 0.25000 ]
Using k-points: 683 715 747 1451 1483 1515 2219 2251 2283
Super twist #236: [ 0.12500 -0.37500 0.00000 ]
Using k-points: 684 716 748 1452 1484 1516 2220 2252 2284
Super twist #237: [ 0.12500 -0.37500 -0.25000 ]
Using k-points: 685 717 749 1453 1485 1517 2221 2253 2285
Super twist #238: [ 0.12500 -0.37500 0.50000 ]
Using k-points: 686 718 750 1454 1486 1518 2222 2254 2286
Super twist #239: [ 0.12500 -0.37500 0.25000 ]
Using k-points: 687 719 751 1455 1487 1519 2223 2255 2287
Super twist #240: [ 0.12500 0.50000 0.00000 ]
Using k-points: 688 720 752 1456 1488 1520 2224 2256 2288
Super twist #241: [ 0.12500 0.50000 -0.25000 ]
Using k-points: 689 721 753 1457 1489 1521 2225 2257 2289
Super twist #242: [ 0.12500 0.50000 0.50000 ]
Using k-points: 690 722 754 1458 1490 1522 2226 2258 2290
Super twist #243: [ 0.12500 0.50000 0.25000 ]
Using k-points: 691 723 755 1459 1491 1523 2227 2259 2291
Super twist #244: [ 0.12500 0.37500 0.00000 ]
Using k-points: 692 724 756 1460 1492 1524 2228 2260 2292
Super twist #245: [ 0.12500 0.37500 -0.25000 ]
Using k-points: 693 725 757 1461 1493 1525 2229 2261 2293
Super twist #246: [ 0.12500 0.37500 0.50000 ]
Using k-points: 694 726 758 1462 1494 1526 2230 2262 2294
Super twist #247: [ 0.12500 0.37500 0.25000 ]
Using k-points: 695 727 759 1463 1495 1527 2231 2263 2295
Super twist #248: [ 0.12500 0.25000 0.00000 ]
Using k-points: 696 728 760 1464 1496 1528 2232 2264 2296
Super twist #249: [ 0.12500 0.25000 -0.25000 ]
Using k-points: 697 729 761 1465 1497 1529 2233 2265 2297
Super twist #250: [ 0.12500 0.25000 0.50000 ]
Using k-points: 698 730 762 1466 1498 1530 2234 2266 2298
Super twist #251: [ 0.12500 0.25000 0.25000 ]
Using k-points: 699 731 763 1467 1499 1531 2235 2267 2299
Super twist #252: [ 0.12500 0.12500 0.00000 ]
Using k-points: 700 732 764 1468 1500 1532 2236 2268 2300
Super twist #253: [ 0.12500 0.12500 -0.25000 ]
Using k-points: 701 733 765 1469 1501 1533 2237 2269 2301
Super twist #254: [ 0.12500 0.12500 0.50000 ]
Using k-points: 702 734 766 1470 1502 1534 2238 2270 2302
Super twist #255: [ 0.12500 0.12500 0.25000 ]
Using k-points: 703 735 767 1471 1503 1535 2239 2271 2303
Using supercell twist 0: [ 0.00000 0.00000 0.00000]
Using 1 copies of twist angle [-0.000, -0.000, -0.000]
Using 2 copies of twist angle [-0.000, 0.333, -0.000]
Using 2 copies of twist angle [ 0.333, -0.000, -0.000]
Using 2 copies of twist angle [ 0.333, -0.333, -0.000]
Using 2 copies of twist angle [ 0.333, 0.333, -0.000]
Using complex orbitals.
GGt =
0.06163780803 0.03081890402 0
0.03081890402 0.06163780803 0
0 0 0.006223419881
Supercell reduced ion positions =
0.0000000000 0.0000000000 0.0000000000
0.1111111111 0.2222222222 0.0000000000
0.0000000000 0.0000000000 0.5000000000
0.2222222222 0.1111111111 0.5000000000
0.0000000000 0.3333333333 0.0000000000
0.1111111111 0.5555555556 0.0000000000
0.0000000000 0.3333333333 0.5000000000
0.2222222222 0.4444444444 0.5000000000
0.0000000000 0.6666666667 0.0000000000
0.1111111111 0.8888888889 0.0000000000
0.0000000000 0.6666666667 0.5000000000
0.2222222222 0.7777777778 0.5000000000
0.3333333333 0.0000000000 0.0000000000
0.4444444444 0.2222222222 0.0000000000
0.3333333333 0.0000000000 0.5000000000
0.5555555556 0.1111111111 0.5000000000
0.3333333333 0.3333333333 0.0000000000
0.4444444444 0.5555555556 0.0000000000
0.3333333333 0.3333333333 0.5000000000
0.5555555556 0.4444444444 0.5000000000
0.3333333333 0.6666666667 0.0000000000
0.4444444444 0.8888888889 0.0000000000
0.3333333333 0.6666666667 0.5000000000
0.5555555556 0.7777777778 0.5000000000
0.6666666667 0.0000000000 0.0000000000
0.7777777778 0.2222222222 0.0000000000
0.6666666667 0.0000000000 0.5000000000
0.8888888889 0.1111111111 0.5000000000
0.6666666667 0.3333333333 0.0000000000
0.7777777778 0.5555555556 0.0000000000
0.6666666667 0.3333333333 0.5000000000
0.8888888889 0.4444444444 0.5000000000
0.6666666667 0.6666666667 0.0000000000
0.7777777778 0.8888888889 0.0000000000
0.6666666667 0.6666666667 0.5000000000
0.8888888889 0.7777777778 0.5000000000
Sorting the bands now:
We will read 40 distinct orbitals.
There are 0 core states and 40 valence states.
EinsplineSetBuilder::ReadBands_ESHDF(EinsplineSetExtended<complex<double > >*
B-spline mesh factor is 1
B-spline mesh size is (28, 28, 80)
Maxmimum number of Gvecs 5059
MeshSize = (28, 28, 80)
Valence state: ti= 0 bi= 0 energy=-0.46423 k=(-0.0000, 0.0000, 0.0000) rank=0
Valence state: ti= 0 bi= 1 energy=-0.45240 k=(-0.0000, 0.0000, 0.0000) rank=0
Valence state: ti= 64 bi= 0 energy=-0.36917 k=( 0.0000, 0.5200, 0.0000) rank=0
Valence state: ti=1536 bi= 0 energy=-0.36917 k=( 0.4503, 0.2600, -0.0000) rank=0
Valence state: ti=1568 bi= 0 energy=-0.36917 k=( 0.4503, -0.2600, -0.0000) rank=0
Valence state: ti= 64 bi= 1 energy=-0.35926 k=( 0.0000, 0.5200, 0.0000) rank=0
Valence state: ti=1536 bi= 1 energy=-0.35926 k=( 0.4503, 0.2600, -0.0000) rank=0
Valence state: ti=1568 bi= 1 energy=-0.35926 k=( 0.4503, -0.2600, -0.0000) rank=0
Valence state: ti=1600 bi= 0 energy=-0.20819 k=( 0.4503, 0.7800, 0.0000) rank=0
Valence state: ti=1600 bi= 1 energy=-0.20444 k=( 0.4503, 0.7800, 0.0000) rank=0
Valence state: ti=1600 bi= 2 energy=-0.20444 k=( 0.4503, 0.7800, 0.0000) rank=0
Valence state: ti=1600 bi= 3 energy=-0.20089 k=( 0.4503, 0.7800, 0.0000) rank=0
Valence state: ti=1600 bi= 4 energy=-0.13890 k=( 0.4503, 0.7800, 0.0000) rank=0
Valence state: ti=1600 bi= 5 energy=-0.13889 k=( 0.4503, 0.7800, 0.0000) rank=0
Valence state: ti= 64 bi= 2 energy=-0.10156 k=( 0.0000, 0.5200, 0.0000) rank=0
Valence state: ti=1536 bi= 2 energy=-0.10156 k=( 0.4503, 0.2600, -0.0000) rank=0
Valence state: ti=1568 bi= 2 energy=-0.10156 k=( 0.4503, -0.2600, -0.0000) rank=0
Valence state: ti= 64 bi= 3 energy=-0.09640 k=( 0.0000, 0.5200, 0.0000) rank=0
Valence state: ti=1536 bi= 3 energy=-0.09640 k=( 0.4503, 0.2600, -0.0000) rank=0
Valence state: ti=1568 bi= 3 energy=-0.09640 k=( 0.4503, -0.2600, -0.0000) rank=0
Valence state: ti= 0 bi= 2 energy=-0.06603 k=(-0.0000, 0.0000, 0.0000) rank=0
Valence state: ti= 0 bi= 3 energy= 0.01060 k=(-0.0000, 0.0000, 0.0000) rank=0
Valence state: ti= 64 bi= 4 energy= 0.04009 k=( 0.0000, 0.5200, 0.0000) rank=0
Valence state: ti=1536 bi= 4 energy= 0.04009 k=( 0.4503, 0.2600, -0.0000) rank=0
Valence state: ti=1568 bi= 4 energy= 0.04009 k=( 0.4503, -0.2600, -0.0000) rank=0
Valence state: ti= 64 bi= 5 energy= 0.04213 k=( 0.0000, 0.5200, 0.0000) rank=0
Valence state: ti=1536 bi= 5 energy= 0.04213 k=( 0.4503, 0.2600, -0.0000) rank=0
Valence state: ti=1568 bi= 5 energy= 0.04213 k=( 0.4503, -0.2600, -0.0000) rank=0
Valence state: ti= 64 bi= 6 energy= 0.04984 k=( 0.0000, 0.5200, 0.0000) rank=0
Valence state: ti=1536 bi= 6 energy= 0.04984 k=( 0.4503, 0.2600, -0.0000) rank=0
Valence state: ti=1568 bi= 6 energy= 0.04984 k=( 0.4503, -0.2600, -0.0000) rank=0
Valence state: ti= 64 bi= 7 energy= 0.11597 k=( 0.0000, 0.5200, 0.0000) rank=0
Valence state: ti=1536 bi= 7 energy= 0.11597 k=( 0.4503, 0.2600, -0.0000) rank=0
Valence state: ti=1568 bi= 7 energy= 0.11597 k=( 0.4503, -0.2600, -0.0000) rank=0
Valence state: ti= 0 bi= 4 energy= 0.14306 k=(-0.0000, 0.0000, 0.0000) rank=0
Valence state: ti= 0 bi= 5 energy= 0.14306 k=(-0.0000, 0.0000, 0.0000) rank=0
Valence state: ti= 0 bi= 6 energy= 0.14377 k=(-0.0000, 0.0000, 0.0000) rank=0
Valence state: ti= 0 bi= 7 energy= 0.14377 k=(-0.0000, 0.0000, 0.0000) rank=0
Valence state: ti=1600 bi= 6 energy= 0.22864 k=( 0.4503, 0.7800, 0.0000) rank=0
Valence state: ti=1600 bi= 7 energy= 0.25235 k=( 0.4503, 0.7800, 0.0000) rank=0
No rotations defined
READBANDS::PREP = 0.003824411004
READBANDS::H5 = 0.04577905801
READBANDS::UNPACK = 0.01380869302
READBANDS::FFT = 0.186131434
READBANDS::PHASE = 0.02227254095
READBANDS::SPLINE = 0.282405858
READBANDS::SUM = 0.556225573
TIMER EinsplineSetBuilder::ReadBands 0.561127947
Using Identity for the LCOrbitalSet
Creating a new SPO set updet
SlaterDetBuilder::putDeterminant(xmlNodePtr,int)
BasisSetFactory::createBasisSet
Building SPOset with bspline basis set.
SPOSet parameters match in EinsplineSetBuilder: cloning EinsplineSet object.
Using Identity for the LCOrbitalSet
Creating a new SPO set downdet
JastrowBuilder::addTwoBody(xmlNodePtr)
BsplineJastrowBuilder::put(xmlNodePtr)
Distance table for AA: source/target = e
PBC=bulk Orthorhombic=no
Setting Rmax = 6.04182 Using bounding box/reduced coordinates with
... ParticleSet::addTable Create Table #0 e_e
... ParticleSet::addTable Reuse Table #0 e_e
BsplineJastrowBuilder adds a functor with cusp = -0.25
BsplineFunctor::put(xmlNodePtr)
Jastrow cutoff unspecified. Setting to Wigner-Seitz radius = 6.338046963.
size = 8 parameters
cusp = -0.25
rcut = 6.338046963
Parameter Name Value
uu_0 0.4733624685 1 1 ON 0
uu_1 0.3211249039 1 1 ON 1
uu_2 0.2092322955 1 1 ON 2
uu_3 0.1309323998 1 1 ON 3
uu_4 0.07945263393 1 1 ON 4
uu_5 0.04610358353 1 1 ON 5
uu_6 0.02334017812 1 1 ON 6
uu_7 0.009377732289 1 1 ON 7
BsplineJastrowBuilder adds a functor with cusp = -0.5
BsplineFunctor::put(xmlNodePtr)
Jastrow cutoff unspecified. Setting to Wigner-Seitz radius = 6.338046963.
size = 8 parameters
cusp = -0.5
rcut = 6.338046963
Parameter Name Value
ud_0 0.6689003572 1 1 ON 0
ud_1 0.403606454 1 1 ON 1
ud_2 0.2400785985 1 1 ON 2
ud_3 0.1422242647 1 1 ON 3
ud_4 0.08386189425 1 1 ON 4
ud_5 0.04809711252 1 1 ON 5
ud_6 0.02406774346 1 1 ON 6
ud_7 0.01030826968 1 1 ON 7
JastrowBuilder::addOneBody(xmlNodePtr)
Using BsplineBuilder for one-body jastrow with B-spline functions
BsplineJastrowBuilder::put(xmlNodePtr)
BsplineJastrowBuilder::createOneBodyJastrow(xmlNodePtr)
Distance table for AB: source = ion0 target = e
PBC=bulk Orthorhombic=no
Setting Rmax = 6.04182 Using bonding box/reduced coordinates
... ParticleSet::addTable Create Table #1 ion0_e
... ParticleSet::addTable Reuse Table #1 ion0_e
BsplineFunctor::put(xmlNodePtr)
Jastrow cutoff unspecified. Setting to Wigner-Seitz radius = 6.338046963.
size = 8 parameters
cusp = 0
rcut = 6.338046963
Parameter Name Value
eC_0 -0.8180912636 1 1 ON 0
eC_1 -0.6861867666 1 1 ON 1
eC_2 -0.5252400797 1 1 ON 2
eC_3 -0.3433298209 1 1 ON 3
eC_4 -0.2120687475 1 1 ON 4
eC_5 -0.119929026 1 1 ON 5
eC_6 -0.0528524441 1 1 ON 6
eC_7 -0.01515197638 1 1 ON 7
Adding function of type 0 for atom 0.
Adding function of type 0 for atom 1.
Adding function of type 0 for atom 2.
Adding function of type 0 for atom 3.
Adding function of type 0 for atom 4.
Adding function of type 0 for atom 5.
Adding function of type 0 for atom 6.
Adding function of type 0 for atom 7.
Adding function of type 0 for atom 8.
Adding function of type 0 for atom 9.
Adding function of type 0 for atom 10.
Adding function of type 0 for atom 11.
Adding function of type 0 for atom 12.
Adding function of type 0 for atom 13.
Adding function of type 0 for atom 14.
Adding function of type 0 for atom 15.
Adding function of type 0 for atom 16.
Adding function of type 0 for atom 17.
Adding function of type 0 for atom 18.
Adding function of type 0 for atom 19.
Adding function of type 0 for atom 20.
Adding function of type 0 for atom 21.
Adding function of type 0 for atom 22.
Adding function of type 0 for atom 23.
Adding function of type 0 for atom 24.
Adding function of type 0 for atom 25.
Adding function of type 0 for atom 26.
Adding function of type 0 for atom 27.
Adding function of type 0 for atom 28.
Adding function of type 0 for atom 29.
Adding function of type 0 for atom 30.
Adding function of type 0 for atom 31.
Adding function of type 0 for atom 32.
Adding function of type 0 for atom 33.
Adding function of type 0 for atom 34.
Adding function of type 0 for atom 35.
HamiltonianPool::put
QMCHamiltonian::addOperator Kinetic to H, physical Hamiltonian
ForceBase::ForceBase
... ParticleSet::addTable Reuse Table #0 e_e
CoulombPBCAATemp::CoulombPBCAATemp
... ParticleSet::addTable Reuse Table #0 e_e
Creating CoulombHandler with the optimal breakup.
KContainer initialised with cutoff 14.63359652
finding kc: 2.482696277 , -1
LRBreakp parameter Kc =2.482696277
Continuum approximation in k = [14.63359652,993.0785107)
PBCAA self-interaction term -36.44323883
PBCAA total constant -108.4476881
Maximum K shell 45
Number of k vectors 574
Fixed Coulomb potential for e
e-e Madelung Const. =-0.1075541116
Vtot =0
QMCHamiltonian::addOperator ElecElec to H, physical Hamiltonian
Creating Coulomb potential ion0-ion0
ForceBase::ForceBase
Distance table for AA: source/target = ion0
PBC=bulk Orthorhombic=no
Setting Rmax = 6.04182 Using bounding box/reduced coordinates with
... ParticleSet::addTable Create Table #0 ion0_ion0
CoulombPBCAATemp::CoulombPBCAATemp
... ParticleSet::addTable Reuse Table #0 ion0_ion0
Clone CoulombHandler.
PBCAA self-interaction term -145.7729553
PBCAA total constant -217.7774045
Maximum K shell 45
Number of k vectors 574
Fixed Coulomb potential for ion0
e-e Madelung Const. =-0.1075541116
Vtot =-152.339333
QMCHamiltonian::addOperator IonIon to H, physical Hamiltonian
ECPotential builder for pseudopotential
Adding pseudopotential for C
Linear grid ri=0 rf=10 npts = 10001
ECPComponentBuilder::buildSemiLocalAndLocal
Assuming Hartree unit
Number of angular momentum channels 2
Maximum angular momentum channel 1
Creating a Linear Grid Rmax=1.7
Using global grid with delta = 0.001
Making L=1 a local potential with a radial cutoff of 9.998
NonLocalECPComponent::resize_warrays
Non-local pseudopotential parameters
Maximum angular mementum = 0
Number of non-local channels = 1
l(0)=0
Cutoff radius = 1.7
Spherical grids and weights:
1 0 0 0.08333333333
-1 1.224646799e-16 0 0.08333333333
0.4472135955 0.894427191 0 0.08333333333
-0.4472135955 0.7236067977 0.5257311121 0.08333333333
0.4472135955 0.2763932023 0.8506508084 0.08333333333
-0.4472135955 -0.2763932023 0.8506508084 0.08333333333
0.4472135955 -0.7236067977 0.5257311121 0.08333333333
-0.4472135955 -0.894427191 1.095357397e-16 0.08333333333
0.4472135955 -0.7236067977 -0.5257311121 0.08333333333
-0.4472135955 -0.2763932023 -0.8506508084 0.08333333333
0.4472135955 0.2763932023 -0.8506508084 0.08333333333
-0.4472135955 0.7236067977 -0.5257311121 0.08333333333
Maximum cutoff radius 1.7
ForceBase::ForceBase
... ParticleSet::addTable Reuse Table #1 ion0_e
CoulombPBCABTemp::CoulombPBCABTemp
... ParticleSet::addTable Reuse Table #1 ion0_e
Clone CoulombHandler.
Constant of PBCAB 144.0088985
Maximum K shell 45
Number of k vectors 574
CoulombPBCABTemp::add
Setting a linear grid=[0,6.041818381) number of grid =6042
Creating the short-range pseudopotential for species 0
QMCHamiltonian::addOperator LocalECP to H, physical Hamiltonian
ForceBase::ForceBase
... ParticleSet::addTable Reuse Table #1 ion0_e
... ParticleSet::addTable Reuse Table #1 ion0_e
Using NonLocalECP potential
Maximum grid on a sphere for NonLocalECPotential: 12
QMCHamiltonian::addOperator NonLocalECP to H, physical Hamiltonian
QMCHamiltonian::add2WalkerProperty added
5 to P::PropertyList
0 to P::Collectables
starting Index of the observables in P::PropertyList = 9
... ParticleSet::addTable Reuse Table #0 ion0_ion0
=========================================================
Summary of QMC systems
=========================================================
ParticleSetPool has:
ParticleSet e : 0 72 144
144
u 13.13936006 0.6020581951 12.31659632
u 0.6463578075 0.7044886254 12.18659376
u -0.6741938201 3.222466022 12.03534631
u -0.4575802752 2.625814199 11.70615557
u 6.066237982 11.79170241 5.848243997
u -6.233544859 11.36726379 6.635593508
u 1.549351097 0.8244285319 6.869800375
u 2.249248775 2.319453403 6.778147057
u -1.837186932 3.925534564 0.9511950307
u -1.407206873 4.58504408 12.67427114
u -3.102204043 6.60688876 11.94183807
u -2.565952066 7.757356686 0.07394755539
u 10.68562898 4.513520881 6.51341054
u -1.593040798 3.379022753 5.895117317
u -0.8840075 5.880557544 6.003277744
u 0.547689706 6.288562033 6.442453594
u -3.868203929 7.650405669 12.0623982
u -3.789602416 7.603516687 0.4551654707
u -5.095102018 11.70460681 12.50893189
u -3.738001668 10.75681445 12.11050718
u -5.013740853 9.066330653 6.36720752
u -4.562993833 8.949891558 5.749426601
u -2.836265229 9.280050858 5.400600387
u -2.230794943 10.45902894 6.197486611
u 5.714957587 0.08005400058 0.1235548858
u -2.664881259 12.0239044 1.017321685
u 5.474274312 1.998161987 12.61437695
u 5.278838337 3.226670395 0.6829138148
u 4.962410719 0.7701385734 5.657165744
u -2.308122238 11.05564507 6.648891402
u 6.623001268 1.584502308 5.353042339
u 7.488688961 0.7342370457 7.059994847
u 2.004470625 3.05826274 12.34370921
u 2.647900323 4.315921349 11.69284386
u 2.631512883 7.306755105 11.83486959
u 2.164507492 6.020093287 11.87143659
u 2.741713427 3.098494354 5.996431315
u 1.263367395 3.867962737 6.337261771
u 5.330748503 5.144500188 7.138389726
u 3.834305807 5.474369297 5.648173225
u 0.533579134 8.468750153 0.835717485
u -1.040067059 7.882796869 0.2050318789
u 0.4302326708 9.870778435 0.4596619808
u -0.6818987923 11.56411137 12.57020729
u 0.3910667404 7.317418502 5.663054459
u -0.1256170767 6.989032618 6.34131864
u 2.542949525 9.369070439 5.286596464
u 2.686840007 9.234171188 7.336124303
u 2.371704828 11.23089023 0.651445507
u 8.862227083 0.8516901818 0.4846929953
u 8.909555321 2.411014724 0.9615005428
u 9.49971942 2.967558476 11.65879421
u 1.655280614 11.71864161 5.582215224
u 9.072983655 0.8392955722 6.967993823
u 11.99239125 0.406949627 5.957198489
u 11.16943565 0.624376103 6.992264506
u 7.435384012 3.869560838 0.9581469546
u 7.440584551 3.200146451 12.17293477
u 7.989499907 6.485744432 0.2753197954
u 7.924211663 6.213204781 0.07477782113
u 6.936904846 3.156480707 6.964777488
u 7.022974338 4.357504709 5.316832398
u 9.93717938 5.774065 5.571649957
u 10.15052417 5.202554695 5.701280212
u 3.675891117 8.256662284 0.4031189784
u 5.369875092 7.539804451 0.6088473298
u 4.46800761 9.980625929 11.93987085
u 4.594082031 11.7624953 0.3271434023
u 5.258904194 7.458237731 5.684512023
u 4.077591627 8.254818104 7.224205998
u 7.889228076 9.906958239 6.089136605
u 6.985074842 10.46964414 6.260449243
d 13.17746906 0.3622986873 0.6488548313
d 6.091647173 11.48501745 12.56474091
d 0.5459984381 1.762882909 0.06937499052
d 0.8053049286 2.070249767 12.31979556
d -6.29500314 11.71952519 5.591930218
d -5.996519731 11.64804823 6.277946022
d 2.982442852 0.9596885665 5.579447027
d 2.332202214 1.482053146 7.403039101
d 11.89817689 3.023233857 0.2666593207
d 10.90233808 3.424771423 0.5139226508
d -1.763217483 7.34491581 0.6621053191
d -2.491510514 7.176217102 0.9548216165
d -2.149153654 4.371795473 7.340203385
d 11.34675828 3.000257564 6.200642569
d -0.05020407269 6.110443529 7.115005082
d 0.4645601145 4.7575382 7.087812513
d -4.637778203 9.062499184 12.30194119
d -4.093009767 8.973517706 0.007970558519
d -3.982810057 9.900355979 0.02287753702
d -3.889050842 11.46879978 0.2084668867
d -3.615432958 8.304992144 6.476570367
d -3.870498819 8.70685537 5.990782797
d -1.759220504 10.22381265 5.948570655
d -1.418442761 9.841329865 6.705122968
d 4.11278147 0.1674336997 11.76177105
d -2.239204102 12.01168007 11.60788569
d 5.293010426 1.933643056 12.25586663
d 4.916852664 2.261876097 11.72542862
d 5.452307014 0.1780718357 5.645312625
d -2.232764246 11.13849427 5.836250825
d 6.146379702 1.04328101 6.950420041
d 7.357356932 2.239554595 5.886213149
d 1.880382506 3.831689947 0.9576408765
d 2.420061263 3.812615511 1.048051677
d 2.31499902 6.413174541 11.64477989
d 3.099033595 7.296370656 12.21223372
d 1.357286193 4.250719894 5.929876864
d 1.821354959 4.976002224 6.362461729
d 4.540973682 6.159200454 7.058844046
d 4.333088994 4.360680467 6.156709039
d -0.9427289691 7.605181055 12.42722507
d 0.6673138172 7.445042157 0.579147372
d 0.3920327073 9.87651768 12.17344529
d 0.4511771409 10.09106266 0.7264297027
d -0.7331901868 8.47389667 7.002339915
d -0.01697056407 8.327257213 5.298964124
d 1.574833804 8.65513004 6.532395063
d 2.959264768 8.622211415 5.951281744
d 9.101229644 0.9950714597 0.3510298593
d 8.818940382 0.6524873639 11.97280282
d 10.33268346 2.622820906 12.38035411
d 9.45010515 3.630694379 0.4877440007
d 1.692995802 11.42720034 5.769956709
d 1.464163228 12.03879819 6.978192828
d 11.18299716 1.970549287 5.588489467
d 11.99517771 0.7015666357 5.558600011
d 6.852606061 3.209160829 0.6841390786
d 6.02187764 4.271784462 12.24840643
d 6.571742805 6.444759196 11.71804993
d 7.951602481 6.680263208 0.4491883871
d 7.373960224 4.60385426 7.152886599
d 6.550284979 3.233886234 6.922527203
d 8.612254534 5.648247475 5.562921064
d 9.285225812 4.43207298 6.860308396
d 4.454783262 6.999980618 12.65309667
d 5.438358763 8.332963192 12.00014503
d 4.668028915 11.49079828 0.7689090225
d 4.278708227 9.807760082 0.3796579148
d 5.059567569 7.487956324 7.153131068
d 3.933123146 8.334310591 5.589205913
d 8.033752881 9.3627837 6.524119119
d 6.941886697 10.4719134 6.343573626
ParticleSet ion0 : 0 36
36
C 0 0 0
C -2.325439852e-12 2.685252614 0
C 0 0 6.338046963
C 2.325496979 1.342626307 6.338046963
C -2.325496979 4.027878921 0
C -2.325496979 6.713131535 0
C -2.325496979 4.027878921 6.338046963
C 2.325809056e-12 5.370505228 6.338046963
C -4.650993958 8.055757841 0
C -4.650993958 10.74101046 0
C -4.650993958 8.055757841 6.338046963
C -2.325496979 9.398384148 6.338046963
C 4.650993958 0 0
C 4.650993958 2.685252614 0
C 4.650993958 0 6.338046963
C 6.976490937 1.342626307 6.338046963
C 2.325496979 4.027878921 0
C 2.325496979 6.713131535 0
C 2.325496979 4.027878921 6.338046963
C 4.650993958 5.370505228 6.338046963
C 1.776356839e-15 8.055757841 0
C -2.323663495e-12 10.74101046 0
C 1.776356839e-15 8.055757841 6.338046963
C 2.325496979 9.398384148 6.338046963
C 9.301987917 0 0
C 9.301987917 2.685252614 0
C 9.301987917 0 6.338046963
C 11.6274849 1.342626307 6.338046963
C 6.976490937 4.027878921 0
C 6.976490937 6.713131535 0
C 6.976490937 4.027878921 6.338046963
C 9.301987917 5.370505228 6.338046963
C 4.650993958 8.055757841 0
C 4.650993958 10.74101046 0
C 4.650993958 8.055757841 6.338046963
C 6.976490937 9.398384148 6.338046963
Hamiltonian h0
Kinetic Kinetic energy
ElecElec CoulombPBCAA potential: e_e
IonIon CoulombPBCAA potential: ion0_ion0
LocalECP CoulombPBCAB potential source: ion0
NonLocalECP NonLocalECPotential: ion0
=========================================================
Start VMCSingleOMP
File Root ref.s000 append = no
=========================================================
Walker Check Points are dumped every 90 block.
Walker Samples are dumped every 10 steps.
timestep = 2
blocks = 8
steps = 10
substeps = 1
current = 0
walkers = 0
Adding 8 walkers to 0 existing sets
Total number of walkers: 1024
Total weight: 1024
Resetting Properties of the walkers 1 x 14
CloneManager::makeClones makes 8 clones for W/Psi/H.
Cloning methods for both Psi and H are used
Initial partition of walkers 0 1 2 3 4 5 6 7 8
PbyP moves with drift, using VMCUpdatePbyPWithDriftFast
Samples are dumped in memory every 10 steps
Total Sample Size =8192
Sample Size per node=64
Sample size for thread 0 = 8
Sample size for thread 1 = 8
Sample size for thread 2 = 8
Sample size for thread 3 = 8
Sample size for thread 4 = 8
Sample size for thread 5 = 8
Sample size for thread 6 = 8
Sample size for thread 7 = 8
DiracDeterminantBase::buffer 50.7278 374784 0.000135352 0.049539 TIMER
DiracDeterminantBase::inverse 1.6948 4096 0.000413774 0.001655 TIMER
DiracDeterminantBase::ratio 74.2540 167821770 0.000000442 0.072514 TIMER
DiracDeterminantBase::spoval 1438.1675 140984184 0.000010201 1.404460 TIMER
DiracDeterminantBase::spovgl 590.9008 13419090 0.000044034 0.577052 TIMER
DiracDeterminantBase::update 56.9469 4454627 0.000012784 0.055612 TIMER
EinsplineSetExtended::VGL 570.3641 13414994 0.000042517 0.556996 TIMER
EinsplineSetExtended::VGLMatrix 11.8245 4096 0.002886842 0.011547 TIMER
EinsplineSetExtended::ValueOnly 1352.6041 140984184 0.000009594 1.320902 TIMER
Hamiltonian::ElecElec 42.8121 93184 0.000459436 0.041809 TIMER
Hamiltonian::IonIon 0.0553 93184 0.000000593 0.000054 TIMER
Hamiltonian::Kinetic 0.2649 93184 0.000002843 0.000259 TIMER
Hamiltonian::LocalECP 27.0973 93184 0.000290793 0.026462 TIMER
Hamiltonian::NonLocalECP 5351.7173 93184 0.057431718 5.226286 TIMER
ParticleSet::makeMove 280.0597 13414994 0.000020877 0.273496 TIMER
ParticleSet::makeMoveOnSphere 0.0000 0 0.000000000 0.000000 TIMER
VMCUpdatePbyP::advance 8266.0969 92160 0.089692892 8.072360 TIMER
VMCUpdatePbyP::energy 5360.0488 92160 0.058160252 5.234423 TIMER
VMCUpdatePbyP::movePbyP 1199.7518 92160 0.013018140 1.171633 TIMER
VMCUpdatePbyP::updateMBO 816.9695 92160 0.008864686 0.797822 TIMER
libeinspline 1333.4125 154694090 0.000008620 1.302161 TIMER
====================================================
SimpleFixedNodeBranch::finalize after a VMC block
QMC counter = 0
time step = 2
reference energy = -204.19
reference variance = 2.70186
====================================================
QMC Execution time = 10.5598759 secs
Creating DMCMP for the qmc driver
=========================================================
Start DMCOMP
File Root ref.s001 append = no
=========================================================
Walker Check Points are dumped every 2010 block.
Walker Samples are dumped every 2010 steps.
timestep = 0.02
blocks = 200
steps = 10
substeps = 1
current = 0
walkers = 8
Using the current 8 walkers.
Total number of walkers: 1024
Total weight: 1024
Resetting Properties of the walkers 1 x 14
EstimatorManager::add replace LocalEnergy estimator.
DMCOMP::resetUpdateEngines
Cannot make clones again. Use existing 8 clones
Creating WalkerController: target number of walkers = 8192
Using WalkerControlMPI for dynamic population control.
START ALL OVER
WalkerControlBase parameters
maxCopy = 2
QMC counter = 1
time step = 0.02
effective time step = 0.02
trial energy = -204.190428
reference energy = -204.190428
Feedback = 1
reference variance = 2.701861443
target walkers = 8192
branch cutoff = 50 75
Max and mimum walkers per node= 129 13
QMC Status (BranchMode) = 00001101
Initial partition of walkers on a node: 0 8 16 24 32 40 48 56 64
Updates by particle-by-particle moves using fast gradient version
DMC moves are rejected when a node crossing is detected
SimpleFixedNodeBranch::checkParameters
Average Energy of a population = -204.355
Energy Variance = 2.88283
Fluctuating population
Persisent walkers are killed after 1 MC sweeps
BranchInterval = 1
Steps per block = 10
Number of blocks = 200
DMC Engine Initialization = 0.917471474 secs
Warmup is completed after 100
TauEff = 0.01969277052
TauEff/Tau = 0.9846385262
Etrial = -204.9658893
Running average of energy = -204.832605
Variance = 7.554013753
branch cutoff = 75.54013753 113.3102063
DMCUpdatePbyP::advance 1544324.5132 2048000 0.754064704 1508.129407 TIMER
DMCUpdatePbyP::energy 954541.0430 16460859 0.057988532 932.168987 TIMER
DMCUpdatePbyP::movePbyP 249161.1114 16460859 0.015136580 243.321398 TIMER
DMCUpdatePbyP::updateMBO 179783.1309 20919455 0.008594064 175.569464 TIMER
DiracDeterminantBase::buffer 9719.1573 66204670 0.000146805 9.491365 TIMER
DiracDeterminantBase::inverse 114.2245 344850 0.000331230 0.111547 TIMER
DiracDeterminantBase::ratio 13294.8211 29661100798 0.000000448 12.983224 TIMER
DiracDeterminantBase::spoval 252194.2239 24908752068 0.000010125 246.283422 TIMER
DiracDeterminantBase::spovgl 104140.7385 2376363174 0.000043824 101.699940 TIMER
DiracDeterminantBase::update 27939.9015 2392602745 0.000011678 27.285060 TIMER
EinsplineSetExtended::VGL 101550.4922 2376001940 0.000042740 99.170403 TIMER
EinsplineSetExtended::VGLMatrix 1039.5196 361234 0.002877690 1.015156 TIMER
EinsplineSetExtended::ValueOnly 237127.7191 24908752068 0.000009520 231.570038 TIMER
Hamiltonian::ElecElec 7626.6344 16469051 0.000463089 7.447885 TIMER
Hamiltonian::IonIon 9.5626 16469051 0.000000581 0.009339 TIMER
Hamiltonian::Kinetic 50.7551 16469051 0.000003082 0.049566 TIMER
Hamiltonian::LocalECP 4871.1315 16469051 0.000295775 4.756964 TIMER
Hamiltonian::NonLocalECP 942407.4853 16469051 0.057222938 920.319810 TIMER
ParticleSet::makeMove 50373.0974 2376001940 0.000021201 49.192478 TIMER
ParticleSet::makeMoveOnSphere 0.0000 0 0.000000000 0.000000 TIMER
VMCUpdatePbyP::advance 0.0000 0 0.000000000 0.000000 TIMER
VMCUpdatePbyP::energy 0.0000 0 0.000000000 0.000000 TIMER
VMCUpdatePbyP::movePbyP 0.0000 0 0.000000000 0.000000 TIMER
VMCUpdatePbyP::updateMBO 0.0000 0 0.000000000 0.000000 TIMER
WalkerControlMPI::branch 10428.0881 255872 0.040755097 10.183680 TIMER
WalkerControlMPI::loadbalance 783.6164 255872 0.003062533 0.765250 TIMER
WalkerControlMPI::pre-loadbalance 9643.4414 255872 0.037688537 9.417423 TIMER
libeinspline 233782.3314 27310762856 0.000008560 228.303058 TIMER
====================================================
SimpleFixedNodeBranch::finalize after a DMC block
QMC counter = 1
time step = 0.02
effective time step = 0.0196926
trial energy = -204.961
reference energy = -204.946
reference variance = 7.55401
target walkers = 8192
branch cutoff = 75.5401 113.31
Max and mimum walkers per node= 129 13
Feedback = 1
QMC Status (BranchMode) = 00001111
====================================================
QMC Execution time = 1669.281859 secs
Total Execution time = 1679.848396 secs
=========================================================
A new xml input file : ref.s001.cont.xml
Application 74597 resources: utime ~1525342s, stime ~43804s