Model Mathematics

\frac{d}{d time} (M) = (- k1) M + k2 Mp + gx AM

\frac{d}{d time} (Mp) = k1 M + (- k2 - fp) Mp + gp AMp

\frac{d}{d time} (AMp) = fp Mp + (- k5 - gp) AMp + k6 AM

\frac{d}{d time} (AM) = k5 AMp + (- k6 - gx) AM

k1 = \{\begin{matrix} 0.35 if time < 0.0 \land time < 5.0 \\ 0.060 otherwise \end{matrix} k6 = k1 fp = \{\begin{matrix} 0.0 if x < 0.0 \\ fp1 \frac{x}{h} if x \geq 0.0 \land x \geq h \\ 0.0 if h < x \end{matrix} gp = \{\begin{matrix} gp2 if x < 0.0 \\ gp1 \frac{x}{h} if x \geq 0.0 \land x \geq h \\ (gp1 + gp3) \frac{x}{h} if h < x \end{matrix} gx = \{\begin{matrix} g2 if x < 0.0 \\ g1 \frac{x}{h} if x \geq 0.0 \land x \geq h \\ (g1 + g3) \frac{x}{h} if h < x \end{matrix} gp2 = 4.0 (fp1 + gp1) g2 = 20.0 g1 g3 = 3.0 g1 gp3 = 3.0 gp1