1
|
-- This file has been generated by CoCoSim
|
2
|
|
3
|
|
4
|
-- System nodes
|
5
|
node test_discrete_PP_Integrator1 (f_lpar_x_rpar__1_1 : real; f_lpar_x_rpar__1_2 : real; f_lpar_x_rpar__1_3 : real)
|
6
|
returns (F_lpar_x_rpar__1_1 : real; F_lpar_x_rpar__1_2 : real; F_lpar_x_rpar__1_3 : real);
|
7
|
var
|
8
|
Sample_1_1 : real; Sample_1_2 : real; Sample_1_3 : real;
|
9
|
Sum1_1_1 : real; Sum1_1_2 : real; Sum1_1_3 : real;
|
10
|
UnitDelay_1_1 : real; UnitDelay_1_2 : real; UnitDelay_1_3 : real;
|
11
|
let
|
12
|
|
13
|
Sample_1_1 = 1.00000000 * f_lpar_x_rpar__1_1;
|
14
|
Sample_1_2 = 1.00000000 * f_lpar_x_rpar__1_2;
|
15
|
Sample_1_3 = 1.00000000 * f_lpar_x_rpar__1_3;
|
16
|
Sum1_1_1 = Sample_1_1 + UnitDelay_1_1;
|
17
|
Sum1_1_2 = Sample_1_2 + UnitDelay_1_2;
|
18
|
Sum1_1_3 = Sample_1_3 + UnitDelay_1_3;
|
19
|
UnitDelay_1_1 = 0.00000000 -> pre Sum1_1_1;
|
20
|
UnitDelay_1_2 = 0.00000000 -> pre Sum1_1_2;
|
21
|
UnitDelay_1_3 = 0.00000000 -> pre Sum1_1_3;
|
22
|
F_lpar_x_rpar__1_1 = UnitDelay_1_1;
|
23
|
F_lpar_x_rpar__1_2 = UnitDelay_1_2;
|
24
|
F_lpar_x_rpar__1_3 = UnitDelay_1_3;
|
25
|
tel
|
26
|
|
27
|
node test_discrete_PP_Integrator (f_lpar_x_rpar__1_1 : real; f_lpar_x_rpar__1_2 : real; f_lpar_x_rpar__1_3 : real)
|
28
|
returns (F_lpar_x_rpar__1_1 : real; F_lpar_x_rpar__1_2 : real; F_lpar_x_rpar__1_3 : real);
|
29
|
var
|
30
|
Sample_1_1 : real; Sample_1_2 : real; Sample_1_3 : real;
|
31
|
Sum1_1_1 : real; Sum1_1_2 : real; Sum1_1_3 : real;
|
32
|
UnitDelay_1_1 : real; UnitDelay_1_2 : real; UnitDelay_1_3 : real;
|
33
|
let
|
34
|
|
35
|
Sample_1_1 = 1.00000000 * f_lpar_x_rpar__1_1;
|
36
|
Sample_1_2 = 1.00000000 * f_lpar_x_rpar__1_2;
|
37
|
Sample_1_3 = 1.00000000 * f_lpar_x_rpar__1_3;
|
38
|
Sum1_1_1 = Sample_1_1 + UnitDelay_1_1;
|
39
|
Sum1_1_2 = Sample_1_2 + UnitDelay_1_2;
|
40
|
Sum1_1_3 = Sample_1_3 + UnitDelay_1_3;
|
41
|
UnitDelay_1_1 = 0.00000000 -> pre Sum1_1_1;
|
42
|
UnitDelay_1_2 = -20.00000000 -> pre Sum1_1_2;
|
43
|
UnitDelay_1_3 = 0.00000000 -> pre Sum1_1_3;
|
44
|
F_lpar_x_rpar__1_1 = UnitDelay_1_1;
|
45
|
F_lpar_x_rpar__1_2 = UnitDelay_1_2;
|
46
|
F_lpar_x_rpar__1_3 = UnitDelay_1_3;
|
47
|
tel
|
48
|
|
49
|
node test_discrete_PP (omega_d_1_1 : real; omega_d_1_2 : real; omega_d_1_3 : real)
|
50
|
returns (a_1_1 : real; a_1_2 : real; a_1_3 : real;
|
51
|
v_2_1 : real; v_2_2 : real; v_2_3 : real;
|
52
|
p_3_1 : real; p_3_2 : real; p_3_3 : real);
|
53
|
var
|
54
|
CrossProduct_1_1 : real; CrossProduct_1_2 : real; CrossProduct_1_3 : real;
|
55
|
CrossProduct1_1_1 : real; CrossProduct1_1_2 : real; CrossProduct1_1_3 : real;
|
56
|
Integrator_1_1 : real; Integrator_1_2 : real; Integrator_1_3 : real;
|
57
|
Integrator1_1_1 : real; Integrator1_1_2 : real; Integrator1_1_3 : real;
|
58
|
Sum_1_1 : real; Sum_1_2 : real; Sum_1_3 : real;
|
59
|
Sum1_1_1 : real; Sum1_1_2 : real; Sum1_1_3 : real;
|
60
|
Sum2_1_1 : real; Sum2_1_2 : real; Sum2_1_3 : real;
|
61
|
UnitDelay_1_1 : real; UnitDelay_1_2 : real; UnitDelay_1_3 : real;
|
62
|
UnitDelay1_1_1 : real; UnitDelay1_1_2 : real; UnitDelay1_1_3 : real;
|
63
|
UnitDelay2_1_1 : real; UnitDelay2_1_2 : real; UnitDelay2_1_3 : real;
|
64
|
k_p_1_1 : real; k_p_1_2 : real; k_p_1_3 : real;
|
65
|
k_v_1_1 : real; k_v_1_2 : real; k_v_1_3 : real;
|
66
|
i_virtual_local : real;
|
67
|
let
|
68
|
|
69
|
CrossProduct_1_1 = omega_d_1_2 * UnitDelay_1_3 - omega_d_1_3 * UnitDelay_1_2;
|
70
|
CrossProduct_1_2 = -(omega_d_1_1 * UnitDelay_1_3 - omega_d_1_3 * UnitDelay_1_1);
|
71
|
CrossProduct_1_3 = omega_d_1_1 * UnitDelay_1_2 - omega_d_1_2 * UnitDelay_1_1;
|
72
|
CrossProduct1_1_1 = omega_d_1_2 * UnitDelay2_1_3 - omega_d_1_3 * UnitDelay2_1_2;
|
73
|
CrossProduct1_1_2 = -(omega_d_1_1 * UnitDelay2_1_3 - omega_d_1_3 * UnitDelay2_1_1);
|
74
|
CrossProduct1_1_3 = omega_d_1_1 * UnitDelay2_1_2 - omega_d_1_2 * UnitDelay2_1_1;
|
75
|
(Integrator_1_1, Integrator_1_2, Integrator_1_3) = test_discrete_PP_Integrator(Sum2_1_1, Sum2_1_2, Sum2_1_3);
|
76
|
(Integrator1_1_1, Integrator1_1_2, Integrator1_1_3) = test_discrete_PP_Integrator1(Sum1_1_1, Sum1_1_2, Sum1_1_3);
|
77
|
Sum_1_1 = - k_v_1_1 - k_p_1_1;
|
78
|
Sum_1_2 = - k_v_1_2 - k_p_1_2;
|
79
|
Sum_1_3 = - k_v_1_3 - k_p_1_3;
|
80
|
Sum1_1_1 = Sum_1_1 - CrossProduct1_1_1;
|
81
|
Sum1_1_2 = Sum_1_2 - CrossProduct1_1_2;
|
82
|
Sum1_1_3 = Sum_1_3 - CrossProduct1_1_3;
|
83
|
Sum2_1_1 = UnitDelay2_1_1 - CrossProduct_1_1;
|
84
|
Sum2_1_2 = UnitDelay2_1_2 - CrossProduct_1_2;
|
85
|
Sum2_1_3 = UnitDelay2_1_3 - CrossProduct_1_3;
|
86
|
UnitDelay_1_1 = 0.00000000 -> pre Integrator_1_1;
|
87
|
UnitDelay_1_2 = -20.00000000 -> pre Integrator_1_2;
|
88
|
UnitDelay_1_3 = 0.00000000 -> pre Integrator_1_3;
|
89
|
UnitDelay1_1_1 = 0.00000000 -> pre Integrator1_1_1;
|
90
|
UnitDelay1_1_2 = 0.00000000 -> pre Integrator1_1_2;
|
91
|
UnitDelay1_1_3 = 0.00000000 -> pre Integrator1_1_3;
|
92
|
UnitDelay2_1_1 = 0.00000000 -> pre Integrator1_1_1;
|
93
|
UnitDelay2_1_2 = 0.00000000 -> pre Integrator1_1_2;
|
94
|
UnitDelay2_1_3 = 0.00000000 -> pre Integrator1_1_3;
|
95
|
k_p_1_1 = 1.00000000 * UnitDelay_1_1;
|
96
|
k_p_1_2 = 1.00000000 * UnitDelay_1_2;
|
97
|
k_p_1_3 = 1.00000000 * UnitDelay_1_3;
|
98
|
k_v_1_1 = 1.00000000 * UnitDelay1_1_1;
|
99
|
k_v_1_2 = 1.00000000 * UnitDelay1_1_2;
|
100
|
k_v_1_3 = 1.00000000 * UnitDelay1_1_3;
|
101
|
a_1_1 = Sum_1_1;
|
102
|
a_1_2 = Sum_1_2;
|
103
|
a_1_3 = Sum_1_3;
|
104
|
v_2_1 = Integrator1_1_1;
|
105
|
v_2_2 = Integrator1_1_2;
|
106
|
v_2_3 = Integrator1_1_3;
|
107
|
p_3_1 = Integrator_1_1;
|
108
|
p_3_2 = Integrator_1_2;
|
109
|
p_3_3 = Integrator_1_3;
|
110
|
i_virtual_local= 0.0 -> 1.0;
|
111
|
tel
|
112
|
|