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Copy file name to clipboardExpand all lines: PowerSystems/package.mo
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</html>",
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revisions="<html>
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<ul>
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<li><i>14 Mar 2015</i>
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by <a href=\"mailto:Ruediger.Franke@de.abb.com\">Ruediger Franke</a>:<br>
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Version 0.4.0
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<ul>
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<li>fix Generic components to work with simple ThreePhase_d again (was broken in v0.3)</li>
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<li>rework parameter records (move parameter qualifiers from record members to whole records to permit their construction with functions)</li>
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<li>remove ambiguous start values</li>
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<li>lot of clean-up</li>
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</ul>
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</li>
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<li><i>20 Oct 2014</i>
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by <a href=\"mailto:Ruediger.Franke@de.abb.com\">Ruediger Franke</a>:<br>
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Version 0.3
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annotation (preferredView="info",
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version="0.3",
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versionDate="2014-10-20",
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version="0.4.0",
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versionDate="2015-03-14",
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Documentation(info="<html>
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<p>The Modelica PowerSystems library is intended for the modeling of electrical <b>power systems</b> at different <b>levels of detail</b> both in <b>transient</b> and <b>steady-state</b> mode.</p>
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<p>The Users Guide to the library is <a href=\"modelica://PowerSystems.UsersGuide\"><b>here</b></a>.</p>
Copy file name to clipboardExpand all lines: README.md
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## Library description
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`PowerSystems` combines a generic concept for the modeling of electrical power systems at different levels of detail with the extensive component models of the former [SPOT](https://github.com/modelica-3rdparty/SPOT) library.
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`PowerSystems` uses replaceable PhaseSystems to define the voltage and current variables as well as optional supporting reference angles in the connectors. The aim is to have different single and polyphase systems and different mathematical formulations in one framework.
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`PowerSystems` provides a framework and examples for the flexible modeling of electical power systems. Generic component models adapt to different application needs by using a replaceable `PhaseSystem`. Moreover the library contains the extensive sets of detailed one phase and transient three phase component models of the former [SPOT](https://github.com/modelica-3rdparty/SPOT) library.
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In particular this shall cover systems like:
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