@@ -90,15 +90,15 @@ val(y[10], 1.0);
9090//
9191// Known variables only depending on parameters and constants - globalKnownVars (9)
9292// ========================================
93- // 1: n:PARAM(flow=false ) = 10 type: Integer
93+ // 1: n:PARAM() = 10 type: Integer
9494// 2: input u:VARIABLE(flow=false start = /*Real[n]*/(1:10) ) type: Real[10] [10]
95- // 3: periodicClock1.period:PARAM(flow=false unit = "s" final = true ) = 0.1 "Period of clock (defined as Real number)" type: Real
96- // 4: periodicClock1.useSolver:PARAM(flow=false final = true ) = true "= true, if solverMethod shall be explicitly defined" type: Boolean
97- // 5: periodicClock1.solverMethod:PARAM(flow=false ) = "ImplicitEuler" "Integration method used for discretized continuous-time partitions" type: String
98- // 6: assignClock1.n:PARAM(flow=false min = 1 ) = 10 "Size of input signal vector u (= size of output signal vector y)" type: Integer
99- // 7: integrator1.y_start:PARAM(flow=false ) = /*Real[n]*/(1:10) "Initial or guess value of output (= state)" type: Real[10] [10]
100- // 8: integrator1.initType:PARAM(flow=false final = true ) = Modelica.Blocks.Types.Init.InitialState "Type of initialization (1: no init, 2: steady state, 3,4: initial output)" type: enumeration(NoInit, SteadyState, InitialState, InitialOutput)[10] [10]
101- // 9: integrator1.k:PARAM(flow=false unit = "1" ) = 1.0 "Integrator gain" type: Real[10] [10]
95+ // 3: periodicClock1.period:PARAM(unit = "s" final = true ) = 0.1 "Period of clock (defined as Real number)" type: Real
96+ // 4: periodicClock1.useSolver:PARAM(final = true ) = true "= true, if solverMethod shall be explicitly defined" type: Boolean
97+ // 5: periodicClock1.solverMethod:PARAM() = "ImplicitEuler" "Integration method used for discretized continuous-time partitions" type: String
98+ // 6: assignClock1.n:PARAM(min = 1 ) = 10 "Size of input signal vector u (= size of output signal vector y)" type: Integer
99+ // 7: integrator1.y_start:PARAM() = /*Real[n]*/(1:10) "Initial or guess value of output (= state)" type: Real[10] [10]
100+ // 8: integrator1.initType:PARAM(final = true ) = Modelica.Blocks.Types.Init.InitialState "Type of initialization (1: no init, 2: steady state, 3,4: initial output)" type: enumeration(NoInit, SteadyState, InitialState, InitialOutput)[10] [10]
101+ // 9: integrator1.k:PARAM(unit = "1" ) = 1.0 "Integrator gain" type: Real[10] [10]
102102//
103103//
104104// Known variables only depending on states and inputs - localKnownVars (0)
@@ -218,15 +218,15 @@ val(y[10], 1.0);
218218//
219219// Known variables only depending on parameters and constants - globalKnownVars (9)
220220// ========================================
221- // 1: integrator1.k:PARAM(flow=false unit = "1" ) = 1.0 "Integrator gain" type: Real[10] [10]
222- // 2: integrator1.initType:PARAM(flow=false final = true ) = Modelica.Blocks.Types.Init.InitialState "Type of initialization (1: no init, 2: steady state, 3,4: initial output)" type: enumeration(NoInit, SteadyState, InitialState, InitialOutput)[10] [10]
223- // 3: integrator1.y_start:PARAM(flow=false ) = 1.0:10.0 "Initial or guess value of output (= state)" type: Real[10] [10]
224- // 4: assignClock1.n:PARAM(flow=false min = 1 ) = 10 "Size of input signal vector u (= size of output signal vector y)" type: Integer
225- // 5: periodicClock1.solverMethod:PARAM(flow=false ) = "ImplicitEuler" "Integration method used for discretized continuous-time partitions" type: String
226- // 6: periodicClock1.useSolver:PARAM(flow=false final = true ) = true "= true, if solverMethod shall be explicitly defined" type: Boolean
227- // 7: periodicClock1.period:PARAM(flow=false unit = "s" final = true ) = 0.1 "Period of clock (defined as Real number)" type: Real
221+ // 1: integrator1.k:PARAM(unit = "1" ) = 1.0 "Integrator gain" type: Real[10] [10]
222+ // 2: integrator1.initType:PARAM(final = true ) = Modelica.Blocks.Types.Init.InitialState "Type of initialization (1: no init, 2: steady state, 3,4: initial output)" type: enumeration(NoInit, SteadyState, InitialState, InitialOutput)[10] [10]
223+ // 3: integrator1.y_start:PARAM() = 1.0:10.0 "Initial or guess value of output (= state)" type: Real[10] [10]
224+ // 4: assignClock1.n:PARAM(min = 1 ) = 10 "Size of input signal vector u (= size of output signal vector y)" type: Integer
225+ // 5: periodicClock1.solverMethod:PARAM() = "ImplicitEuler" "Integration method used for discretized continuous-time partitions" type: String
226+ // 6: periodicClock1.useSolver:PARAM(final = true ) = true "= true, if solverMethod shall be explicitly defined" type: Boolean
227+ // 7: periodicClock1.period:PARAM(unit = "s" final = true ) = 0.1 "Period of clock (defined as Real number)" type: Real
228228// 8: input u:VARIABLE(flow=false start = 1.0:10.0 fixed = true ) type: Real[10] [10]
229- // 9: n:PARAM(flow=false ) = 10 type: Integer
229+ // 9: n:PARAM() = 10 type: Integer
230230//
231231//
232232// Known variables only depending on states and inputs - localKnownVars (0)
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