Model Mathematics

Component: E

$ddtime E = k24 ⁢ ED + k18 ⁢ E_ + k2 ⁢ ENa + k4 ⁢ ECl - k23 ⁢ D ⁢ E + k17 ⁢ E + k1 ⁢ Na ⁢ E + k3 ⁢ Cl ⁢ E$

Component: E_

$ddtime E_ = k30 ⁢ ED_ + k17 ⁢ E + k10 ⁢ ENa_ + k12 ⁢ ECl_ - k29 ⁢ D_ ⁢ E_ + k18 ⁢ E_ + k9 ⁢ Na_ ⁢ E_ + k11 ⁢ Cl_ ⁢ E_$

Component: ED

$ddtime ED = k23 ⁢ E ⁢ D + k22 ⁢ ENaD - k24 ⁢ ED + k21 ⁢ Na ⁢ ED$

Component: ED_

$ddtime ED_ = k29 ⁢ E_ ⁢ D_ + k28 ⁢ ENaD_ - k30 ⁢ ED_ + k27 ⁢ Na_ ⁢ ED_$

$ddtime ENaD = k21 ⁢ Na ⁢ ED + k25 ⁢ D ⁢ ENa - k22 ⁢ ENaD + k26 ⁢ ENaD$

$ddtime ENaD_ = k27 ⁢ Na_ ⁢ ED_ + k31 ⁢ D_ ⁢ ENa_ - k28 ⁢ ENaD_ + k32 ⁢ ENaD_$

Component: ENa

$ddtime ENa = k1 ⁢ Na ⁢ E + k26 ⁢ ENaD + k6 ⁢ ENaCl - k2 ⁢ ENa + k5 ⁢ Cl ⁢ ENa + k25 ⁢ D ⁢ ENa$

Component: ENa_

$ddtime ENa_ = k9 ⁢ Na_ ⁢ E_ + k32 ⁢ ENaD_ + k14 ⁢ ENaCl_ - k10 ⁢ ENa_ + k13 ⁢ Cl_ ⁢ ENa_ + k31 ⁢ D_ ⁢ ENa_$

Component: ECl

$ddtime ECl = k3 ⁢ Cl ⁢ E + k8 ⁢ ENaCl - k7 ⁢ Na ⁢ ECl + k4 ⁢ ECl$

Component: ECl_

$ddtime ECl_ = k11 ⁢ Cl_ ⁢ E_ + k16 ⁢ ENaCl_ - k15 ⁢ Na_ ⁢ ECl_ + k12 ⁢ ECl_$

Component: ENaCl

$ddtime ENaCl = k5 ⁢ Cl ⁢ ENa + k7 ⁢ Na ⁢ ECl + k20 ⁢ ENaCl_ - k6 ⁢ ENaCl + k8 ⁢ ENaCl + k19 ⁢ ENaCl$

Component: ENaCl_

$ddtime ENaCl_ = k13 ⁢ Cl_ ⁢ ENa_ + k15 ⁢ Na_ ⁢ ECl_ + k19 ⁢ ENaCl - k14 ⁢ ENaCl_ + k16 ⁢ ENaCl_ + k20 ⁢ ENaCl_$

Component: reaction_constants

Source
Derived from workspace Chang, Fujita, 1999 at changeset 43068d996765.
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