
Arabidopsis

seed_ := 65$

NUMBER OF EQUATIONS$

n_ := 11$

VARIABLES VECTOR$

b_ := {x1,
x2,
x3,
x4,
x5,
x6,
x7,
u1,
u2,
y1,
y2}$

UNKNOWN PARAMETER(S) VECTOR$

b1_ := {p1,
p2,
p3,
p4,
p5,
p6,
p7,
p8,
p9,
p10,
p11,
p12,
p13,
p14,
p15,
p16,
p17,
p18,
p19,
p20,
p21,
p22,
p23,
p24,
p25,
p26}$

RANKING AMONG THE VARIABLES$

bb_ := {x1,
x2,
x3,
x4,
df(x1,t),
df(x2,t),
df(x3,t),
df(x4,t),
df(x1,t,2),
df(x2,t,2),
df(x3,t,2),
df(x4,t,2),
df(x1,t,3),
df(x2,t,3),
df(x3,t,3),
df(x4,t,3),
df(x1,t,4),
df(x2,t,4),
df(x3,t,4),
df(x4,t,4),
df(x1,t,5),
df(x2,t,5),
df(x3,t,5),
df(x4,t,5),
df(x1,t,6),
df(x2,t,6),
df(x3,t,6),
df(x4,t,6),
df(x1,t,7),
df(x2,t,7),
df(x3,t,7),
df(x4,t,7),
x5,
x6,
x7,
u1,
u2,
y1,
y2,
df(x5,t),
df(x6,t),
df(x7,t),
df(u1,t),
df(u2,t),
df(y1,t),
df(y2,t)}$

NUMBER OF INPUT(S)$

nu_ := 2$

NUMBER OF OUTPUT(S)$

ny_ := 2$

NUMBER OF STATE(S) $

nx_ := 7$

MODEL EQUATION(S)$

c_ := {df(x1,t)=( - ((p5 - u1)*x1 - p12*u1)*(p3 + x6) + (p12 + x1)*p1*x6)/((p12 + x1)*(p3 + x6)),
df(x2,t)=((p23*x3 - p6 - p22*x2 + p19*x1)*x2 - (p22*x2 - p23*x3 - p19*x1)*p13)/(p13 + x2),
df(x3,t)=( - (p23*x2 + p7 - p22*x2)*x3 + (p22 - p23)*p14*x2)/(p14 + x3),
df(x4,t)=( - ((p4**2 + x3**2)*p8 - p2*p4**2)*x4 + p15*p2*p4**2)/((p15 + x4)*(p4**2 + x3**2)),
df(x5,t)=((p25*x5 - p9)*x6 - p24*x5**2 + p20*x4*x5 - (p24*x5 - p25*x6 - p20*x4)*p16)/(p16 + x5),
df(x6,t)=((p17 + x6)*(p24*x5 - p25*x6) - p10*x6)/(p17 + x6),
df(x7,t)=((p18 + x7)*(p21 + u2) - p11*x7)/(p18 + x7),
u1=p26*x7,
u2= - p21 - p27*x7,
y1=x1,
y2=x4}$
