modelDynamicExponentialElectricConsumerComplex

Electric consumer with dynamic (differential equation) behavior

Extends from TransiEnt.Basics.Icons.ElectricalConsumer (Icon for runnable examples).

Information

1. Purpose of model

Dynamic Load model for voltage stability analysis

2. Level of detail, physical effects considered, and physical insight

simple exponential model

3. Limits of validity

L2E - Models are based on (dynamic) transfer functions or differential equations.

4. Interfaces

Complex power port epp

5. Nomenclature

(no remarks)

6. Governing Equations

(no equations)

7. Remarks for Usage

by default, no frequency dependency

8. Validation

(no remarks)

9. References

[1] Thierry Van Cutsem, Costas Vournas: Voltage Stability of Electric Power Systems, Springer, 2008

10. Version History

Model created by Zahra Nadia Faili (zahra.faili@nithh.de) in July 2019

Model revised by Jan-Peter Heckel (jan.heckel@tuhh.de) and added to TransiEnt Library in December 2019

Frequency dependency added in March 2021

Parameters

TypeNameDefaultDescription
RealTp60recovery time constant for active power
RealTq30recovery time constant for reactive power
Realalpha_s0.38steady state load exponent_active power
Realalpha_t2.26transient load exponent_active power
Realbeta_s2steady state load exponent_reactive power
Realbeta_t2.5transient load exponent_reactive power
Realkpf0frequency dependency of active power
Realkqf0frequency dependency of reactive power
Modelica.Units.SI.Voltagev_nsimCenter.v_nnominal voltage
Modelica.Units.SI.Frequencyf_nsimCenter.f_nnominal frequency
Modelica.Units.SI.ReactivePowerQ_n50e6initial reactive power which is nominal reactive power
Modelica.Units.SI.ActivePowerP_n100e6initial active power which is nominal active power

Connectors

TypeNameDefaultDescription
TransiEnt.Basics.Interfaces.Electrical.ComplexPowerPorteppconnect this epp with secondary

Components

TypeNameDefaultDescription
TransiEnt.SimCentersimCenter
RealZ_p
RealZ_q
SI.Voltagev_cp
Modelica.Units.SI.Angledelta_cp