# Model Mathematics

### Component: R

$ddtimeR=V1+V4+V2$

### Component: R__

$ddtimeR__=V4+V5$

### Component: I

$ddtimeI=V2+V6$

### Component: O1

$ddtimeO1=V2+V7+V3$

### Component: O2

$ddtimeO2=V3$

### Component: R_

$ddtimeR_=V1+V5+V6$

### Component: C1

$ddtimeC1=V6+V7$

### Component: Ca_ER

$ddtimeCa_ER=V8+V9$

### Component: Ca_cyt

$ddtimeCa_cyt=V10$

### Component: Ca_L

$ddtimeCa_L=V4+V5+V3+V10+V8+V9$

### Component: V1

$V1 = k1_ ⁢ R_ - k1 ⁢ R$

### Component: V2

$V2 = k2_ ⁢ O1 - k2 ⁢ R ⁢ I$

### Component: V3

$V3 = k3_ ⁢ O2 - k3 ⁢ O1 ⁢ Ca_L$

### Component: V4

$V4 = k4_ ⁢ R__ - k4 ⁢ R ⁢ Ca_L$

### Component: V5

$V5 = k5_ ⁢ R__ - k5 ⁢ R_ ⁢ Ca_L$

### Component: V6

$V6 = k6_ ⁢ C1 - k6 ⁢ R_ ⁢ I$

### Component: V7

$V7 = k7_ ⁢ C1 - k7 ⁢ O1$

### Component: V8

$V8 = k8 ⁢ Ca_ER$

### Component: V9

$V9 = k9 ⁢ Ca_ER$

### Component: V10

$V10 = k10 ⁢ Ca_L$
Source
Derived from workspace Dawson, Lea, Irvine, 2003 at changeset b690a07a26b8.
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