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DAMASK_EICMD
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using norm2 function and newly introduced dNeq0/dEq0

This commit is contained in:
Martin Diehl 2016-06-30 11:11:35 +02:00
parent e97f3a788d
commit ffcc9300c5
2 changed files with 20 additions and 18 deletions
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30
code/math.f90
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@ -724,7 +724,7 @@ end function math_transpose33
!-------------------------------------------------------------------------------------------------- !--------------------------------------------------------------------------------------------------
pure function math_inv33(A) pure function math_inv33(A)
use prec, only: & use prec, only: &
dNeq dNeq0
implicit none implicit none
real(pReal),dimension(3,3),intent(in) :: A real(pReal),dimension(3,3),intent(in) :: A
@ -737,7 +737,7 @@ pure function math_inv33(A)
DetA = A(1,1) * math_inv33(1,1) + A(1,2) * math_inv33(2,1) + A(1,3) * math_inv33(3,1) DetA = A(1,1) * math_inv33(1,1) + A(1,2) * math_inv33(2,1) + A(1,3) * math_inv33(3,1)
if (dNeq(DetA,0.0_pReal)) then if (dNeq0(DetA)) then
math_inv33(1,2) = -A(1,2) * A(3,3) + A(1,3) * A(3,2) math_inv33(1,2) = -A(1,2) * A(3,3) + A(1,3) * A(3,2)
math_inv33(2,2) = A(1,1) * A(3,3) - A(1,3) * A(3,1) math_inv33(2,2) = A(1,1) * A(3,3) - A(1,3) * A(3,1)
math_inv33(3,2) = -A(1,1) * A(3,2) + A(1,2) * A(3,1) math_inv33(3,2) = -A(1,1) * A(3,2) + A(1,2) * A(3,1)
@ -762,7 +762,7 @@ end function math_inv33
!-------------------------------------------------------------------------------------------------- !--------------------------------------------------------------------------------------------------
pure subroutine math_invert33(A, InvA, DetA, error) pure subroutine math_invert33(A, InvA, DetA, error)
use prec, only: & use prec, only: &
dEq dEq0
implicit none implicit none
logical, intent(out) :: error logical, intent(out) :: error
@ -776,7 +776,7 @@ pure subroutine math_invert33(A, InvA, DetA, error)
DetA = A(1,1) * InvA(1,1) + A(1,2) * InvA(2,1) + A(1,3) * InvA(3,1) DetA = A(1,1) * InvA(1,1) + A(1,2) * InvA(2,1) + A(1,3) * InvA(3,1)
if (dEq(DetA,0.0_pReal)) then if (dEq0(DetA)) then
InvA = 0.0_pReal InvA = 0.0_pReal
error = .true. error = .true.
else else
@ -1212,10 +1212,10 @@ function math_qRand()
real(pReal), dimension(3) :: rnd real(pReal), dimension(3) :: rnd
call halton(3_pInt,rnd) call halton(3_pInt,rnd)
math_qRand(1) = cos(2.0_pReal*PI*rnd(1))*sqrt(rnd(3)) math_qRand = [cos(2.0_pReal*PI*rnd(1))*sqrt(rnd(3)),
math_qRand(2) = sin(2.0_pReal*PI*rnd(2))*sqrt(1.0_pReal-rnd(3)) sin(2.0_pReal*PI*rnd(2))*sqrt(1.0_pReal-rnd(3)),
math_qRand(3) = cos(2.0_pReal*PI*rnd(2))*sqrt(1.0_pReal-rnd(3)) cos(2.0_pReal*PI*rnd(2))*sqrt(1.0_pReal-rnd(3)),
math_qRand(4) = sin(2.0_pReal*PI*rnd(1))*sqrt(rnd(3)) sin(2.0_pReal*PI*rnd(1))*sqrt(rnd(3))]
end function math_qRand end function math_qRand
@ -1282,7 +1282,7 @@ end function math_qNorm
!-------------------------------------------------------------------------------------------------- !--------------------------------------------------------------------------------------------------
pure function math_qInv(Q) pure function math_qInv(Q)
use prec, only: & use prec, only: &
dNeq dNeq0
implicit none implicit none
real(pReal), dimension(4), intent(in) :: Q real(pReal), dimension(4), intent(in) :: Q
@ -1292,7 +1292,7 @@ pure function math_qInv(Q)
math_qInv = 0.0_pReal math_qInv = 0.0_pReal
squareNorm = math_qDot(Q,Q) squareNorm = math_qDot(Q,Q)
if (dNeq(squareNorm,0.0_pReal)) math_qInv = math_qConj(Q) / squareNorm if (dNeq0(squareNorm)) math_qInv = math_qConj(Q) / squareNorm
end function math_qInv end function math_qInv
@ -1493,7 +1493,7 @@ pure function math_axisAngleToR(axis,omega)
real(pReal), dimension(3) :: axisNrm real(pReal), dimension(3) :: axisNrm
real(pReal) :: norm,s,c,c1 real(pReal) :: norm,s,c,c1
norm = sqrt(math_mul3x3(axis,axis)) norm = norm2(axis)
if (norm > 1.0e-8_pReal) then ! non-zero rotation if (norm > 1.0e-8_pReal) then ! non-zero rotation
axisNrm = axis/norm ! normalize axis to be sure axisNrm = axis/norm ! normalize axis to be sure
@ -1623,13 +1623,13 @@ pure function math_qToEuler(qPassive)
q = math_qConj(qPassive) ! convert to active rotation, since formulas are defined for active rotations q = math_qConj(qPassive) ! convert to active rotation, since formulas are defined for active rotations
math_qToEuler(2) = acos(1.0_pReal-2.0_pReal*(q(2)*q(2)+q(3)*q(3))) math_qToEuler(2) = acos(1.0_pReal-2.0_pReal*(q(2)**2+q(3)**2))
if (abs(math_qToEuler(2)) < 1.0e-6_pReal) then if (abs(math_qToEuler(2)) < 1.0e-6_pReal) then
math_qToEuler(1) = sign(2.0_pReal*acos(math_limit(q(1),-1.0_pReal, 1.0_pReal)),q(4)) math_qToEuler(1) = sign(2.0_pReal*acos(math_limit(q(1),-1.0_pReal, 1.0_pReal)),q(4))
math_qToEuler(3) = 0.0_pReal math_qToEuler(3) = 0.0_pReal
else else
math_qToEuler(1) = atan2(q(1)*q(3)+q(2)*q(4), q(1)*q(2)-q(3)*q(4)) math_qToEuler(1) = atan2(+q(1)*q(3)+q(2)*q(4), q(1)*q(2)-q(3)*q(4))
math_qToEuler(3) = atan2(-q(1)*q(3)+q(2)*q(4), q(1)*q(2)+q(3)*q(4)) math_qToEuler(3) = atan2(-q(1)*q(3)+q(2)*q(4), q(1)*q(2)+q(3)*q(4))
endif endif
@ -2097,7 +2097,7 @@ end function math_eigenvectorBasisSym33
!-------------------------------------------------------------------------------------------------- !--------------------------------------------------------------------------------------------------
function math_rotationalPart33(m) function math_rotationalPart33(m)
use prec, only: & use prec, only: &
dEq dEq0
use IO, only: & use IO, only: &
IO_warning IO_warning
@ -2109,7 +2109,7 @@ function math_rotationalPart33(m)
U = math_eigenvectorBasisSym33(math_mul33x33(transpose(m),m)) U = math_eigenvectorBasisSym33(math_mul33x33(transpose(m),m))
Uinv = math_inv33(U) Uinv = math_inv33(U)
inversionFailed: if (all(dEq(Uinv,0.0_pReal))) then inversionFailed: if (all(dEq0(Uinv))) then
math_rotationalPart33 = math_I3 math_rotationalPart33 = math_I3
call IO_warning(650_pInt) call IO_warning(650_pInt)
else inversionFailed else inversionFailed

2
code/prec.f90
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@ -115,8 +115,10 @@ module prec
prec_init, & prec_init, &
prec_isNaN, & prec_isNaN, &
dEq, & dEq, &
dEq0, &
cEq, & cEq, &
dNeq, & dNeq, &
dNeq0, &
cNeq cNeq
contains contains