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modifs in ec_lyp
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@ -42,7 +42,7 @@ double precision function ec_lyp_88(rho,rho_a,rho_b,grad_rho_a_2,grad_rho_b_2,gr
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double precision :: a,b,c,d,c_f,omega,delta
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double precision :: rho_13,rho_inv_13,rho_83,rho_113,rho_inv_113,denom
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double precision :: thr,huge_num
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double precision :: thr,huge_num,rho_inv
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double precision :: cst_2_113,cst_8_3,rho_2,rho_a_2,rho_b_2
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double precision :: tmp1,tmp2,tmp3,tmp4
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double precision :: big1,big2,big3
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@ -57,24 +57,34 @@ double precision function ec_lyp_88(rho,rho_a,rho_b,grad_rho_a_2,grad_rho_b_2,gr
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c = 0.2533d0
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d = 0.349d0
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thr = 1d-15
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thr = 1d-10
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huge_num = 1.d0/thr
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if(rho.lt.0.d0)then
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print*,'pb !! rho.lt.0.d0'
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stop
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endif
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rho_13 = rho**(1d0/3d0)
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rho_113 = rho**(11d0/3d0)
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if(abs(rho_13) < thr) then
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if(dabs(rho_13) < thr) then
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rho_inv_13 = huge_num
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else
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rho_inv_13 = 1.d0/rho_13
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endif
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if (abs(rho_113) < thr) then
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if (dabs(rho_113) < thr) then
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rho_inv_113 = huge_num
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else
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rho_inv_113 = 1d0/rho_113
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endif
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if (dabs(rho) < thr) then
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rho_inv = huge_num
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else
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rho_inv = 1d0/rho
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endif
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! Useful quantities to predefine
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denom = 1d0/(1d0 + d*rho_inv_13)
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@ -91,12 +101,12 @@ double precision function ec_lyp_88(rho,rho_a,rho_b,grad_rho_a_2,grad_rho_b_2,gr
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! first term in the equation (2) of Preuss CPL, 1989
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big1 = 4d0*denom*rho_a*rho_b/rho
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big1 = 4d0*denom*rho_a*rho_b*rho_inv
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tmp1 = cst_2_113*c_f*(rho_a**cst_8_3 + rho_b**cst_8_3)
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tmp2 = (47d0/18d0 - 7d0/18d0*delta)*grad_rho_2
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tmp3 = - (5d0/2d0 - 1.d0/18d0*delta)*(grad_rho_a_2 + grad_rho_b_2)
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tmp4 = - (delta - 11d0)/9d0*(rho_a/rho*grad_rho_a_2 + rho_b/rho*grad_rho_b_2)
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tmp4 = - (delta - 11d0)/9d0*(rho_a*rho_inv*grad_rho_a_2 + rho_b*rho_inv*grad_rho_b_2)
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big2 = rho_a*rho_b*(tmp1 + tmp2 + tmp3 + tmp4)
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tmp1 = -2d0/3d0*rho_2*grad_rho_2
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