Bond Graph
Domains: Continuous. Size: 2-D. Kind: Bond Graphs.
This model is the multiport equivalent of the single dissipative element. Consequently the constitutive equation must be written as a matrix-vector multiplication. This model can have an effort out as well as a flow out causality. In the last case the constitutive equation, as shown below, is simply inverted. The friction/resistor parameter can be set to a (fluctuating) value, given by an input signal.
effort out causality:
p.e = r*p.f;
flow out causality:
p.f = inverse(r)*p.e;
Ports |
Description |
p[2] |
Input port of the R-element (columnvector with size 2). |
Causality |
|
indifferent |
|
Input |
|
r[2,2] |
The (modulated) friction/resistor parameter (size [2,2]). |
Parameters |
|
R |
The friction parameters (matrix of size [2,2]). |
The flow out equation contains an inverted R matrix. The elements of this matrix should be chosen with care to prevent this matrix from becoming singular.