OpenModelica - 我试图运行一个书籍示例,但有内外问题

时间:2013-11-07 16:29:38

标签: simulation modeling modelica

我正在运行OpenModelica并尝试使用Modelica从简介到物理建模运行示例。我已将示例9.1 - 9.4复制到一个包中。该文件现在看起来像这样:

    package gravityPackage
  //Test of gravity taken from Intro to Physical modeling with Modelica
  //
  //
  //
  //
  //
  model ParticleField
    inner function gravity = TwoBodyField;
    Particle p1(x_init = {2,-2,0}, v_init = {0.7,0,0});
    Particle p2(x_init = {0,0.5,0}, v_init = {-1,-1,0});
    Particle p3(x_init = {0.5,2,0}, v_init = {-1,-0.5,0});
  end ParticleField;
  function TwoBodyField
    extends GravityField;
  protected
    Modelica.SIunits.Position b1[3],b2[3];
    Modelica.SIunits.Velocity n1[3],n2[3];
  algorithm
    b1:={0,0,0};
    b2:={0,1,0};
    n1:=-(x - b1) / sqrt((x - b1) * (x - b1));
    n2:=-(x - b2) / sqrt((x - b2) * (x - b2));
    g:=n1 / ((x - b1) * (x - b1)) + n2 / ((x - b2) * (x - b2));
  end TwoBodyField;
  partial function GravityField
    input Modelica.SIunits.Position x[3];
    output Modelica.SIunits.Acceleration g[3];
  end GravityField;
  model Particle
    parameter Modelica.SIunits.Position x_init[3];
    parameter Modelica.SIunits.Velocity v_init[3];
  protected
    outer function gravity = GravityField;
    //outer function gravity=ParticleField;
    //outer function gravity=TwoBodyField;
    Modelica.SIunits.Position x[3](start = x_init);
    Modelica.SIunits.Velocity v[3](start = v_init);
    Modelica.SIunits.Acceleration a[3];
  equation
    v = der(x);
    a = der(v);
    a = gravity(x);
  end Particle;
end gravityPackage;

但是,如果我去OMShell尝试运行它,我会得到这个:

    >> loadFile("gravityPackage.mo")
true


>> simulate(gravityPackage.ParticleField) 
record SimulationResult
    resultFile = "",
    simulationOptions = "startTime = 0.0, stopTime = 1.0, numberOfIntervals = 500, tolerance = 0.000001, method = 'dassl', fileNamePrefix = 'gravityPackage.ParticleField', options = '', outputFormat = 'mat', variableFilter = '.*', measureTime = false, cflags = '', simflags = ''",
    messages = "Simulation failed for model: gravityPackage.ParticleField
[gravityPackage.mo:34:11-34:42:writable] Warning: No corresponding 'inner' declaration found for class gravity declared as 'outer '.
 Continuing flattening by only considering the 'outer' class declaration.
[gravityPackage.mo:43:5-43:19:writable] Error: Failed to instantiate equation 
a = gravity(x);.
Error: Error occurred while flattening model gravityPackage.ParticleField
",
    timeFrontend = 0.0,
    timeBackend = 0.0,
    timeSimCode = 0.0,
    timeTemplates = 0.0,
    timeCompile = 0.0,
    timeSimulation = 0.0,
    timeTotal = 0.0
end SimulationResult;

>> 

所以,显然有一些与范围相关的东西我没有得到正确的答案。除了包之外,所有代码都只是直接从本书中复制而来。我认为必须将软件包放入一个文件中(尽管我尝试了其他几种方法但没有成功)。 任何建议表示赞赏。

谢谢,

2 个答案:

答案 0 :(得分:1)

好的,所以我认为这里的问题是你试图使用动态范围(即innerouter)在实例树中“传递”一个函数。我没有读过关于这个特定点的规范,但我认为这不会起作用。原因是通常innerouter与实例化的事物(变量,模型等)一起使用。

因此要理解的是,概念上,constant变量和function定义都没有实例化。能够将function视为一个实例(一等值)会产生一些有用的结果,但它也会引入一些语义复杂性。在最近的语言版本中已经开始尝试将功能视为一等公民。主要用例是将函数作为参数传递给其他函数。但我认为这些新语义不能使函数成为真正的第一类值(正如您的示例所示)。但是,这可能与OpenModelica有关。我不能肯定地说。

你可以解决这个问题的一种方法是使用可替换和重新声明。因此,在Particle模型中,定义gravity,如下所示:

public
  replaceable function gravity = GravityField;

然后,按如下方式实例化:

model ParticleField
  Particle p1(x_init = {2,-2,0}, v_init = {0.7,0,0}, redeclare function gravity = TwoBodyField);
  Particle p2(x_init = {0,0.5,0}, v_init = {-1,-1,0}, redeclare function gravity = TwoBodyField);
  Particle p3(x_init = {0.5,2,0}, v_init = {-1,-0.5,0}, redeclare function gravity = TwoBodyField);
end ParticleField;

注意,我还没有测试过这个解决方案。例如,您的Particle模型可能需要partial限定符(因为您必须将gravity覆盖为非partial实现。)

我希望有所帮助。

答案 1 :(得分:1)

这是OpenModelica中的一个错误。 如果是内部组件或类而不是函数,它应该可以正常工作。

我添加了一个关于它的错误报告,我们将修复它: https://trac.openmodelica.org/OpenModelica/ticket/2467

现在你可以使用内部/外部包,它应该可以正常工作。

package gravityPackage

package Functions
  function TwoBodyField
    extends GravityField;
  protected
    Modelica.SIunits.Position b1[3],b2[3];
    Modelica.SIunits.Velocity n1[3],n2[3];
  algorithm
    b1:={0,0,0};
    b2:={0,1,0};
    n1:=-(x - b1) / sqrt((x - b1) * (x - b1));
    n2:=-(x - b2) / sqrt((x - b2) * (x - b2));
    g:=n1 / ((x - b1) * (x - b1)) + n2 / ((x - b2) * (x - b2));
  end TwoBodyField;

  partial function GravityField
    input Modelica.SIunits.Position x[3];
    output Modelica.SIunits.Acceleration g[3];
  end GravityField;

end Functions;

model ParticleField
    inner package funcs = Functions;
    Particle p1(x_init = {2,-2,0}, v_init = {0.7,0,0});
    Particle p2(x_init = {0,0.5,0}, v_init = {-1,-1,0});
    Particle p3(x_init = {0.5,2,0}, v_init = {-1,-0.5,0});
  end ParticleField;

  model Particle
    parameter Modelica.SIunits.Position x_init[3];
    parameter Modelica.SIunits.Velocity v_init[3];
  protected
    outer package funcs = Functions;
    function gravity = funcs.TwoBodyField;
    //outer function gravity=ParticleField;
    //outer function gravity=TwoBodyField;
    Modelica.SIunits.Position x[3](start = x_init);
    Modelica.SIunits.Velocity v[3](start = v_init);
    Modelica.SIunits.Acceleration a[3];
  equation
    v = der(x);
    a = der(v);
    a = gravity(x);
  end Particle;

end gravityPackage;
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