FluxTubes.ConstantReluctance

This component extends from TwoPort

Usage

TranslatedComponents.FluxTubes.ConstantReluctance(R_m=1)

Parameters:

Name	Description	Units	Default value
R_m		H-1	1

Connectors

• port_p - (MagneticPort)

• port_n - (MagneticPort)

Variables

Name	Description	Units
V_m		A
Phi		Wb

Behavior

$$\begin{array}{rl}\mathtt{V}\mathtt{\_}\mathtt{m}\left(t\right)& =-\mathtt{port}\mathtt{\_}\mathtt{n}\mathtt{.}\mathtt{V}\mathtt{\_}\mathtt{m}\left(t\right)+\mathtt{port}\mathtt{\_}\mathtt{p}\mathtt{.}\mathtt{V}\mathtt{\_}\mathtt{m}\left(t\right)\\ \mathtt{Phi}\left(t\right)& =\mathtt{port}\mathtt{\_}\mathtt{p}\mathtt{.}\mathtt{Phi}\left(t\right)\\ 0& =\mathtt{port}\mathtt{\_}\mathtt{p}\mathtt{.}\mathtt{Phi}\left(t\right)+\mathtt{port}\mathtt{\_}\mathtt{n}\mathtt{.}\mathtt{Phi}\left(t\right)\\ \mathtt{V}\mathtt{\_}\mathtt{m}\left(t\right)& =\mathtt{R}\mathtt{\_}\mathtt{m}\mathtt{Phi}\left(t\right)\end{array}$$

Source

# Constant reluctance
# This component is translated by DyadAI
component ConstantReluctance
  extends TwoPort
  # Magnetic reluctance
  parameter R_m::Dyad.Reluctance = 1
relations
  V_m = Phi * R_m
end

Flattened Source

component ConstantReluctance
  port_p = MagneticPort()
  port_n = MagneticPort()
  # Magnetic potential difference of ports
  variable V_m::Dyad.MagneticPotentialDifference
  # Magnetic flux from port_p to port_n
  variable Phi::Dyad.MagneticFlux
  # Magnetic reluctance
  parameter R_m::Dyad.Reluctance = 1
relations
  V_m = port_p.V_m - port_n.V_m
  Phi = port_p.Phi
  0 = port_p.Phi + port_n.Phi
  V_m = Phi * R_m
metadata {}
end

Test Cases

No test cases defined.

Related

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