7.6.17.34.5. Constant_Tensorial

Syntax

Species Diffusion [{of} SpeciesName] = Constant_Tensorial ([D_Xx = d_xx] | [D_Xy = d_xy] | [D_Xz = d_xz] | [D_Yx = d_yx] | [D_Yy = d_yy] | [D_Yz = d_yz] | [D_Zx = d_zx] | [D_Zy = d_zy] | [D_Zz = d_zz] | [D_T11 = d_t11] | [D_T12 = d_t12] | [D_T13 = d_t13] | [D_T21 = d_t21] | [D_T22 = d_t22] | [D_T23 = d_t23] | [D_T31 = d_t31] | [D_T32 = d_t32] | [D_T33 = d_t33])

Scope

Aria Material

Summary

Tensor species diffusion model where the constant species diffusivity tensor parameters are provided.

Description

The form of flux is

{\bf{J}} = -D_i \cdot \nabla S_i

where D_i is a constant tensor defined via the provided model parameters.

Parameter

Value

Default

{of}

{of | species | subindex}

SpeciesName

string

d_xx

real

0

d_xy

real

0

d_xz

real

0

d_yx

real

0

d_yy

real

0

d_yz

real

0

d_zx

real

0

d_zy

real

0

d_zz

real

0

d_t11

real

0

d_t12

real

0

d_t13

real

0

d_t21

real

0

d_t22

real

0

d_t23

real

0

d_t31

real

0

d_t32

real

0

d_t33

real

0