Model Variants in a Mechanical System Using Variant Connector Blocks - MATLAB & Simulink (original) (raw)

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This example shows how to simulate the displacement of velocity sources and mass for different variant configurations using leaf type Variant Connector blocks. Variant Connector blocks allow you to activate or deactivate a set of components in the network during simulation without having to physically remove the components or exclude them from simulation.

Explore the Model

To open the Variant Leaf Region in Mechanical System example model, at the MATLAB® command prompt, enteropenExample('simscape/VariantLeafRegionInMechanicalSystemExample').

The variant leaf region in mechanical system model that represents a mechanical system

This model has two Variant Connector blocks, VC_1 and VC_2. These are leaf type Variant Connector blocks. VC_1 has the variant condition A == 1 and VC_2 has the variant condition B == 1.

During simulation, Simulink® computes the variant conditions associated with each leaf type Variant Connector block. If the variant condition of a Variant Connector block evaluates totrue, all the physical components that are inside the leaf region of that block become active. For example, if A == 1 evaluates totrue, the components inside LeafRegion_1 become active. If A == 1 evaluates to false, the components inside LeafRegion_1 remain inactive.

Simulate the Mechanical System for Different Variant Configurations

The variant condition variables, A and B, are defined in the PostLoadFcn callback. To view or modify the value of these variables on the Modeling tab, select > . On the Callbacks tab, in the Model callbacks pane, click PostLoadFcn. In this example, the value of A = 1 and B = 2. The associated leaf region activates based on these variables.

Case 1: LeafRegion_1 Is Active and LeafRegion_2 Is Inactive

  1. In the Model Properties window, set the value ofA to 1 and B to2.
  2. Click Run and see the variant conditions propagate from the Variant Connector blocks to the connected components.
  3. To analyze the propagated variant conditions and the block activation state, on the Debug tab, select > . For more information on Variant Condition Legend, see Visualize Propagated Variant Conditions in Variant Conditions Legend.
    • A == 1 evaluates to true. The components inside LeafRegion_1 become active.
    • B == 1 evaluates to false. The components inside LeafRegion_2 become inactive.
      The simulation result of the variant leaf region in mechanical system model when LeafRegion1 is active and LeafRegion2 is inactive
  4. View the displacement of mass and the velocity source by clicking thePlot link in the Variant Leaf Region in Mechanical System table that corresponds to the condition, A == 1 is true and B == 1 isfalse.

Displacement of mass which appears as red and the source of velocity which appears as blue in the mechanical system plotted against time when LeafRegion1 is active and LeafRegion2 is inactive

Case 2: LeafRegion_1 Is Inactive and LeafRegion_2 Is Active

  1. In the Model Properties window, set the value ofA to 1 and B to2, and then simulate the model.
  2. Analyze the variant conditions and the block activation state.
    • A == 1 evaluates to false. The components inside LeafRegion_1 become inactive.
    • B == 1 evaluates to true. The components inside LeafRegion_2 become active
  3. View the displacement of mass and the velocity source by clicking thePlot link in the Variant Leaf Region in Mechanical System table that corresponds to the condition, A==1 is false and B==1 is true.
    Displacement of mass which appears as red and the source of velocity which appears as blue in the mechanical system plotted against time when LeafRegion1 is inactive and LeafRegion2 is active

Similarly, you can set the value of A and B to0 and analyze how both the regions become inactive during simulation.

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