ProportionalityRate of change is proportional to that of the influencing stock |
|
This information is part of the Business Simulation Library (BSL). Please support this work and ► donate.
Proportionality expresses the fact that the rate of change for an influenced stock B is proportional to the net rate of change for an influencing stock A, which is connected via the stockInfoInput. The factor of proportionality k is given by the parameter coefficient. The rate of change for the stock B that is connected to the flowPort accordingly is given by the following equation, which uses Newton's dot notation for rates:
![]() |
coefficient = 1 the input u can be used to provide a variable factor of proportionality.| hasRateOutput |
Value: false Type: Boolean Description: = true, if the rate is reported via real output connectors |
|---|---|
| coefficient |
Value: 1 Type: InputType Description: Constant coefficient |
| hasFactor |
Value: false Type: Boolean Description: = true, if coefficient is to be multiplied with input u |
| flowPort |
Type: FlowPort Description: Used to represent stock and flow connections |
|
|---|---|---|
| y |
Type: RealOutput Description: Output of current rate of flow |
|
| y1 |
Type: RealOutput Description: Output of current rate of flow |
|
| stockInfoInput |
Type: StockInfoInput Description: Input of record with stock-related information |
|
| u |
Type: RealInput Description: Input of factor with regard to coffeficient |
|
| one |
Type: RealInput Description: Default factor |
| parCoefficient |
Type: ConstantConverter Description: Constant coefficient (optional) |
|
|---|---|---|
| actualCoefficient |
Type: Product_2 Description: Inputs are multiplied |
|
| absoluteSensor1 |
Type: AbsoluteSensor Description: Reports basic stock–related information |
|
| linearilyChanging |
Type: ExogenousChange Description: A stock is filled or drained at a given rate |
|
| fracGrowthRate |
Type: Product_2 Description: Inputs are multiplied |
|
BusinessSimulation.CausalLoop Process driven by proportionality with additional exponential delay |