File: C.lcbop

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# DATE: 2012-05-22 UNITS: metal CONTRIBUTOR: Unknown CITATION: Los and Fasolino, Phys Rev B 68, 024107 (2003)
# LCBOP
# Cite as J. H. Los, A. Fasolino, 
# "Intrinsic long-range bond-order potential for carbon:
# Performance in Monte Carlo simulations of graphitization", 
# Phys. Rev. B 68, 024107 (2003)

1.7         r1, AA
2.2         r2, AA
1.5         gamma1
35652.94452 A, eV
18614.83652 B1, eV
32.01993977 B2, eV
6.26781252  alpha, 1/AA,
5.83045680  beta1, 1/AA,
1.16864228  beta2, 1/AA,
0.14        d, AA,
3.3         C1, 1/AA,
220.0       C4, 1/AA/AA/AA/AA,
-5434.715   C6, 1/AA/AA/AA/AA/AA/AA,
0.688316    L
1.619070    kappa, 1/AA,
1.612316    R0
5.485568    R1, 1/AA,
3.716163    r0, AA,
5.5         r1_LR, AA,
6.0         r2_LR, AA,
3.475378e-3 v1, eV,
0.0         v2
6.093133e-3 eps1, eV,
2.617755e-3 eps2, eV,
1.359381    lambda1, 1/AA,
2.073944    lambda2, 1/AA,
1e-3        eps
0.5         delta
#
#
#
# F_conj
#
# 6 matrices: F_0, dF_0/dx,  dF_0/dy, F_1, dF_1/dx,  dF_1/dy
#    // N_conj_ij=0
#    // F_0
#    // y=   0           1           2           3           x=

            0.000000    0.034993    -0.009085   -0.229403   //  0
            0.034993    0.000000    -0.058546   -0.147667   //  1
            -0.009085   -0.058546   0.000000    -0.083991   //  2
            -0.229403   -0.147667   -0.083991   0.000000    //  3
#    // dF_0/dx
#    // y=   0           1           2           3           x=

            0.000000    0.000000    0.000000    0.000000    //  0
            0.000000    -0.046770   0.000000    0.072706    //  1
            -0.132198   -0.073833   0.000000    0.073833    //  2
            0.000000    0.000000    0.000000    0.000000    //  3
#    // dF_0/dy
#    // y=   0           1           2           3           x=

            0.000000    0.000000    -0.132198   0.000000    //  0
            0.000000    -0.046770   -0.073833   0.000000    //  1
            0.000000    0.000000    0.000000    0.000000    //  2
            0.000000    0.072706    0.073833    0.000000    //  3
#    // N_conj_ij=1
#    // F_1
#    // y=   0           1           2           3           x=

            0.000000    0.100921    0.071525    -0.229403   //  0
            0.100921    0.239564    0.010324    -0.147667   //  1
            0.071525    0.010324    0.161180    -0.083991   //  2
            -0.229403   -0.147667   -0.083991   0.000000    //  3
#    // dF_1/dx
#    // y=   0           1           2           3           x=

            0.000000    0.000000    0.000000    0.000000    //  0
            0.000000    0.000000    0.000000    0.072706    //  1
            -0.088188   -0.193615   0.000000    0.073833    //  2
            0.000000    0.000000    0.000000    0.000000    //  3
#    // dF_1/dy
#    // y=   0           1           2           3           x=

            0.000000    0.000000    -0.088188   0.000000    //  0
            0.000000    0.000000    -0.193615   0.000000    //  1
            0.000000    0.000000    0.000000    0.000000    //  2
            0.000000    0.072706    0.073833    0.000000    //  3
#
#
#
# G
# first line is x coordinates
# following lines are coefficients:
# each line contains coefficient for all fields
# every next line contains coefficients of higher order

                  -1                -0.5         -0.33333333                   0                 0.5                   1
          0.00548948          0.08188859          0.15709129               0.772                6.78
                   0                 0.3          0.68633951          5.91323569            23.61845
  0.5985786400000009  0.5649999999999999         1.779436125   1.206157240000003            116.9662
  -1.149543040000001 -0.6884406900001245  -16.01676405000001   21.99874275999999           -187.4462
          1.12715728   27.10545012000068   63.31180576499999                   0                   0
                   0   -63.9126406800001                   0                   0                   0