tp057.apm
Model tp057
! Source version 1
Parameters
a[ 1] = 8
a[ 2] = 8
a[ 3] = 10
a[ 4] = 10
a[ 5] = 10
a[ 6] = 10
a[ 7] = 12
a[ 8] = 12
a[ 9] = 12
a[10] = 12
a[11] = 14
a[12] = 14
a[13] = 14
a[14] = 16
a[15] = 16
a[16] = 16
a[17] = 18
a[18] = 18
a[19] = 20
a[20] = 20
a[21] = 20
a[22] = 22
a[23] = 22
a[24] = 22
a[25] = 24
a[26] = 24
a[27] = 24
a[28] = 26
a[29] = 26
a[30] = 26
a[31] = 28
a[32] = 28
a[33] = 30
a[34] = 30
a[35] = 30
a[36] = 32
a[37] = 32
a[38] = 34
a[39] = 36
a[40] = 36
a[41] = 38
a[42] = 38
a[43] = 40
a[44] = 42
b[ 1] = 0.49
b[ 2] = 0.49
b[ 3] = 0.48
b[ 4] = 0.47
b[ 5] = 0.48
b[ 6] = 0.47
b[ 7] = 0.46
b[ 8] = 0.46
b[ 9] = 0.45
b[10] = 0.43
b[11] = 0.45
b[12] = 0.43
b[13] = 0.43
b[14] = 0.44
b[15] = 0.43
b[16] = 0.43
b[17] = 0.46
b[18] = 0.45
b[19] = 0.42
b[20] = 0.42
b[21] = 0.43
b[22] = 0.41
b[23] = 0.41
b[24] = 0.40
b[25] = 0.42
b[26] = 0.40
b[27] = 0.40
b[28] = 0.41
b[29] = 0.40
b[30] = 0.41
b[31] = 0.41
b[32] = 0.40
b[33] = 0.40
b[34] = 0.40
b[35] = 0.38
b[36] = 0.41
b[37] = 0.40
b[38] = 0.40
b[39] = 0.41
b[40] = 0.38
b[41] = 0.40
b[42] = 0.40
b[43] = 0.39
b[44] = 0.39
End Parameters
Variables
x[1] = 0.42, >= 0.4
x[2] = 5, >= -4
obj
End Variables
Intermediates
aux[1:44] = b[1:44] &
- x[1] &
- (0.49 - x[1])*exp(-x[2]*(a[1:44] - 8))
s[1] = (aux[1])^2
s[2:44] = s[1:43] + (aux[2:44])^2
mf = s[44]
End Intermediates
Equations
0.49*x[2] - x[1]*x[2] - 0.09 >= 0
obj = mf
! best known objective = 0.02845966972298671
! begin of best known solution
! x[1] = 0.4199526507578012
! x[2] = 1.284845193624845
! end of best known solution
End Equations
End Model
Stephan K.H. Seidl