m_hyperelastic.fpp.f90 File Reference

Functions/Subroutines
program	__m_hyperelastic_fpp_f90__
subroutine	s_initialize_hyperelastic_module
	The following subroutine handles the calculation of the btensor. The calculation of the btensor takes qprimvf.
subroutine	s_hyperelastic_rmt_stress_update (q_cons_vf, q_prim_vf)
	The following subroutine handles the calculation of the btensor. The calculation of the btensor takes qprimvf.
subroutine	s_neohookean_cauchy_solver (btensor, q_prim_vf, g, j, k, l)
	The following subroutine handles the calculation of the btensor. The calculation of the btensor takes qprimvf.
subroutine	s_mooney_rivlin_cauchy_solver (btensor, q_prim_vf, g, j, k, l)
	The following subroutine handles the calculation of the btensor. The calculation of the btensor takes qprimvf.
subroutine	s_finalize_hyperelastic_module ()

Function/Subroutine Documentation

__m_hyperelastic_fpp_f90__()

program __m_hyperelastic_fpp_f90__

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s_finalize_hyperelastic_module()

subroutine __m_hyperelastic_fpp_f90__::s_finalize_hyperelastic_module

private

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s_hyperelastic_rmt_stress_update()

subroutine __m_hyperelastic_fpp_f90__::s_hyperelastic_rmt_stress_update ( type(scalar_field), dimension(sys_size), intent(inout) q_cons_vf, type(scalar_field), dimension(sys_size), intent(inout) q_prim_vf )

private

The following subroutine handles the calculation of the btensor. The calculation of the btensor takes qprimvf.

Parameters

q_prim_vf	Primitive variables
btensor	is the output calculate the grad_xi, grad_xi is a nxn tensor calculate the inverse of grad_xi to obtain F, F is a nxn tensor calculate the FFtranspose to obtain the btensor, btensor is nxn tensor btensor is symmetric, save the data space

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s_initialize_hyperelastic_module()

subroutine __m_hyperelastic_fpp_f90__::s_initialize_hyperelastic_module

The following subroutine handles the calculation of the btensor. The calculation of the btensor takes qprimvf.

Parameters

q_prim_vf	Primitive variables
btensor	is the output calculate the grad_xi, grad_xi is a nxn tensor calculate the inverse of grad_xi to obtain F, F is a nxn tensor calculate the FFtranspose to obtain the btensor, btensor is nxn tensor btensor is symmetric, save the data space

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s_mooney_rivlin_cauchy_solver()

subroutine __m_hyperelastic_fpp_f90__::s_mooney_rivlin_cauchy_solver ( type(scalar_field), dimension(b_size), intent(inout) btensor, type(scalar_field), dimension(sys_size), intent(inout) q_prim_vf, real(wp), intent(in) g, integer, intent(in) j, integer, intent(in) k, integer, intent(in) l )

private

The following subroutine handles the calculation of the btensor. The calculation of the btensor takes qprimvf.

Parameters

q_prim_vf	Primitive variables
btensor	is the output calculate the grad_xi, grad_xi is a nxn tensor calculate the inverse of grad_xi to obtain F, F is a nxn tensor calculate the FFtranspose to obtain the btensor, btensor is nxn tensor btensor is symmetric, save the data space

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s_neohookean_cauchy_solver()

subroutine __m_hyperelastic_fpp_f90__::s_neohookean_cauchy_solver ( type(scalar_field), dimension(b_size), intent(inout) btensor, type(scalar_field), dimension(sys_size), intent(inout) q_prim_vf, real(wp), intent(in) g, integer, intent(in) j, integer, intent(in) k, integer, intent(in) l )

private

The following subroutine handles the calculation of the btensor. The calculation of the btensor takes qprimvf.

Parameters

q_prim_vf	Primitive variables
btensor	is the output calculate the grad_xi, grad_xi is a nxn tensor calculate the inverse of grad_xi to obtain F, F is a nxn tensor calculate the FFtranspose to obtain the btensor, btensor is nxn tensor btensor is symmetric, save the data space

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