Serotonin synthesis, release and reuptake in terminals: a mathematical model

Table 2 The Differential Equations

$d [b h 2] d t = V TPH (t r p, b h 4, e 5 h t) – V DRR (b h 2, NADPH, b h 4, NADP)$	(7)
$d [b h 4] d t = V DRR (b h 2, NADPH, b h 4, NADP) – V TPH (t r p, b h 4, e 5 h t)$	(8)
$d [t r p] d t = V t r p i n (b t r p) – V TPH (t r p, b h 4, e 5 h t) – V t r p - p o o l (t r p, t r p – p o o l)$	(9)
$d [5 h t p] d t = V TPH (t r p, b h 4, e 5 h t) – V AADC (5 h t p)$	(10)
$d [c 5 h t] d t = V AADC (5 h t p) – V MAT (c 5 h t, v 5 h t) + f l u o x (t) V SERT (e 5 h t) – V c 5 h t c a t a b (c 5 h t)$	(11)
$d [v 5 h t] d t = V MAT (c 5 h t, v 5 h t) – r e l e a s e (e 5 h t) f i r e (t) v 5 h t$	(12)
$d [e 5 h t] d t = r e l e a s e (e 5 h t) f i r e (t) v 5 h t – f l u o x (t) V S E R T (e 5 h t) – V e 5 h t c a t a b (e 5 h t) − V r e m (e 5 h t)$	(13)
$d [5 h i a a] d t = V c 5 h t c a t a b (c 5 h t) + V e 5 h t c a t a b (e 5 h t) − k h i a a c a t a b .5 h i a a$	(14)
$d [t r p − p o o l] d t = V t r p – p o o l (t r p, t r p − p o o l) − k t r p − p o o l c a t a b ⋅ t r p − p o o l$	(15)

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