45 lines
1.3 KiB
Plaintext
45 lines
1.3 KiB
Plaintext
model model_6060fdd6_e816_4da9_8bb6_fde1a66d3e92
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model model_2e6a192c_5aeb_45d6_80ee_d64a72392b76
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output Real y;
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parameter Real v = 1;
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equation
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y = v;
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end model_2e6a192c_5aeb_45d6_80ee_d64a72392b76;
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model f4a78255_8b73_4bb3_ae8e_24b566c72bc0
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input Real u;
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output Real y;
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parameter Real k = 2.5;
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equation
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y = k*u;
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end f4a78255_8b73_4bb3_ae8e_24b566c72bc0;
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model model_0b29c706_eb1b_4839_8ad2_bbed64efc01e
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output Real y;
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parameter Real v = 4.8;
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equation
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y = v+time;
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end model_0b29c706_eb1b_4839_8ad2_bbed64efc01e;
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model model_43f739a0_e50f_44ae_bd95_0e0c1a10d1cf
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input Real u;
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output Real y;
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parameter Real k = -5;
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equation
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y = k*u;
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end model_43f739a0_e50f_44ae_bd95_0e0c1a10d1cf;
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model model_59bb51be_8185_4b0b_a894_e38db61aff18
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input Real u[2];
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output Real y;
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equation
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y = sum(u[i] for i in 1:2 );
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end model_59bb51be_8185_4b0b_a894_e38db61aff18;
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model_2e6a192c_5aeb_45d6_80ee_d64a72392b76 Constant0;
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f4a78255_8b73_4bb3_ae8e_24b566c72bc0 gain0;
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model_0b29c706_eb1b_4839_8ad2_bbed64efc01e const_and_time;
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model_43f739a0_e50f_44ae_bd95_0e0c1a10d1cf gain1;
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model_59bb51be_8185_4b0b_a894_e38db61aff18 add0;
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equation
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gain0.u = Constant0.y;
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gain1.u = const_and_time.y;
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add0.u[1] = gain0.y;
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add0.u[2] = gain1.y;
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end model_6060fdd6_e816_4da9_8bb6_fde1a66d3e92;
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