tp099.apm
Model tp099
! Source version 1
Parameters
a[1] = 0
a[2] = 50
a[3] = 50
a[4] = 75
a[5] = 75
a[6] = 75
a[7] = 100
a[8] = 100
b = 32
t[1] = 0
t[2] = 25
t[3] = 50
t[4] = 100
t[5] = 150
t[6] = 200
t[7] = 290
t[8] = 380
s[1] = 0
q[1] = 0
r[1] = 0
End Parameters
Variables
x[1:7] = 0.5, >= 0, <= 1.58
obj
End Variables
Intermediates
s[2:8] = s[1:7] &
+ (t[2:8] - t[1:7])*(a[2:8]*sin(x[1:7]) - b)
q[2:8] = q[1:7] &
+ 0.5*(t[2:8] - t[1:7])^2*(a[2:8]*sin(x[1:7]) - b) &
+ (t[2:8] - t[1:7])*s[1:7]
c[1] = q[8] - 100000
c[2] = s[8] - 1000
r[2:8] = r[1:7] &
+ a[2:8]*(t[2:8] - t[1:7])*cos(x[1:7])
mf = -r[8]^2
End Intermediates
Equations
c[1:2] = 0
obj = mf
! best known objective = -831079891.5101075
! begin of best known solution
! x[1] = 0.542467816212317
! x[2] = 0.5290214242019767
! x[3] = 0.5084491553164001
! x[4] = 0.4802688509618159
! x[5] = 0.4512363497966467
! x[6] = 0.4091830824209853
! x[7] = 0.3527878917811228
! end of best known solution
End Equations
End Model
Stephan K.H. Seidl