VariableConductor

Ideal linear electrical conductor with variable conductance

    VariableConductor

Library

Modelica/Electrical/Analog/Basic

Description

The linear conductor connects the branch voltage v with the branch current i by
i = G*v
The Conductance G is given as input signal.

Attention!!!
It is recommended that the G signal should not cross the zero value. Otherwise depending on the surrounding circuit the probability of singularities is high.

Parameters

VariableConductor_0

NameLabelDescriptionData TypeValid Values

mo_T_ref

T_ref

Reference temperature

Scalar

mo_alpha

alpha

Temperature coefficient of conductance (G_actual = G/(1 + alpha*(T_heatPort - T_ref))

Scalar

mo_useHeatPort

useHeatPort

=true, if heatPort is enabled

Number

0
1

mo_T

T

Fixed device temperature if useHeatPort = false

Scalar

VariableConductor_1

NameLabelDescriptionData TypeValid Values

mo_v

v

v

Structure

mo_v/fixed

fixed

Cell of scalars

true
false

mo_v/start

start

Cell of scalars

mo_i

i

i

Structure

mo_i/fixed

fixed

Cell of scalars

true
false

mo_i/start

start

Cell of scalars

mo_LossPower

LossPower

LossPower

Structure

mo_LossPower/fixed

fixed

Cell of scalars

true
false

mo_LossPower/start

start

Cell of scalars

mo_T_heatPort

T_heatPort

T_heatPort

Structure

mo_T_heatPort/fixed

fixed

Cell of scalars

true
false

mo_T_heatPort/start

start

Cell of scalars

mo_G_actual

G_actual

G_actual

Structure

mo_G_actual/fixed

fixed

Cell of scalars

true
false

mo_G_actual/start

start

Cell of scalars

mo_G

G

G

Structure

mo_G/fixed

fixed

Cell of scalars

true
false

mo_G/start

start

Cell of scalars

Ports

NameTypeDescriptionIO TypeNumber

p

implicit

Positive electrical pin

input

1

n

implicit

Negative electrical pin

output

1

G

implicit

input

2

Port 4

implicit

Conditional heat port

input

mo_useHeatPort