# Model Mathematics

### Component: A

$ddtime A = kTA_ ⁢ A_M_ATP + kDPA_ ⁢ A_M_ADP_Pi + u ⁢ kan ⁢ Cai ⁢ TnC - kTA ⁢ A ⁢ M_ATP + kDPA ⁢ A ⁢ M_ADP_Pi + kab ⁢ A$

$ddtime M_ADP_Pi = kH ⁢ M_ATP + kDPA_ ⁢ A_M_ADP_Pi + w1 ⁢ u ⁢ kan ⁢ Cai ⁢ TnC - kH_ ⁢ M_ADP_Pi + kDPA ⁢ A ⁢ M_ADP_Pi + kab ⁢ M_ADP_Pi$

$ddtime A_M_ADP_Pi = kAH ⁢ A_M_ATP + kDPA_ ⁢ A ⁢ M_ADP_Pi - kDPA_ ⁢ A_M_ADP_Pi + kDAP_ ⁢ A_M_ADP_Pi + kAH_ ⁢ A_M_ADP_Pi$

$ddtime AM_ADP = kDAP_ ⁢ A_M_ADP_Pi - kAD_ ⁢ AM_ADP$

### Component: AM

$ddtime AM = kAT_ ⁢ A_M_ATP + kAD_ ⁢ AM_ADP - kAT_ ⁢ AM ⁢ ATP$

### Component: ATP

$ddtime ATP = kAT_ ⁢ A_M_ATP - kAT ⁢ AM ⁢ ATP$

### Component: A_M_ATP

$ddtime A_M_ATP = kTA ⁢ A ⁢ M_ATP + kAT ⁢ AM ⁢ ATP + kAH_ ⁢ A_M_ADP_Pi - kTA_ ⁢ A_M_ATP + kAT_ ⁢ A_M_ATP + kAH ⁢ A_M_ATP$

### Component: M_ATP

$ddtime M_ATP = kH_ ⁢ M_ADP_Pi + kTA_ ⁢ A_M_ATP + w6 ⁢ u ⁢ kan ⁢ Cai ⁢ TnC - kH ⁢ M_ATP + kTA ⁢ A ⁢ M_ATP + kab ⁢ M_ATP$

### Component: TnC

$ddtime TnC = 1.0 u ⁢ kab ⁢ A - kan ⁢ Cai ⁢ TnC$

### Component: Cai

$ddtime Cai = 1.0 u ⁢ kab ⁢ A +ddtime CaF - kan ⁢ Cai ⁢ TnC + kr ⁢ Cai$

### Component: constants

Source
Derived from workspace Mlcek, Neumann, Kittnar, Novak, 2001 at changeset e73eb840cbf4.
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