public ACGraphSolution SolveEquationsAC(float frequency)
{
string equations = EquationGeneration(frequency);
//create solver
Compiler compiler = new Compiler();
NonlinearEquationDescription compiledEquation = compiler.CompileEquations(equations);
MathUtils.NonlinearSystemSymbolicAnalytic system = new MathUtils.NonlinearSystemSymbolicAnalytic(compiledEquation);
//calc solution
Vector <double> values = MathUtils.NewtonRaphsonSolver.Solve(
system,
Vector <double> .Build.DenseOfArray(compiledEquation.InitialValues),
25,
0.005,
1.0
);
NonlinearSystemSolution solution = compiledEquation.GetSolution(values);
ACGraphSolution acSolution = new ACGraphSolution();
acSolution.frequency = frequency;
for (int i = 0; i < nodesList.Count; i++)
{
var real = $"v_{i}_re";
var im = $"v_{i}_im";
acSolution.voltages.Add(new Complex32((float)solution.GetValue(real),
(float)solution.GetValue(im)));
}
foreach (var element in elements)
{
acSolution.currents.Add(element.GetCurrent(solution, frequency));
acSolution.voltageDrops.Add(element.GetVoltageDrop(solution));
}
return(acSolution);
/*for (int i = 0; i < elements.Count; i++)
* {
* ElementsAC.Element element = elements[i];
* switch (element.ElementType)
* {
* case ElementsAC.ElementTypeEnum.Capacitor:
* {
* Complex32 voltageDrop = solution.voltages[element.nodes[1]] - solution.voltages[element.nodes[0]];
* Complex32 current = voltageDrop * new Complex32(0.0f, frequency * ((ElementsAC.Capacitor)element).capacity);
* solution.currents.Add(current);
* break;
* }
* case ElementsAC.ElementTypeEnum.Resistor:
* {
* Complex32 voltageDrop = solution.voltages[element.nodes[1]] - solution.voltages[element.nodes[0]];
* solution.currents.Add(voltageDrop / ((ElementsAC.Resistor)element).resistance);
* break;
* }
* case ElementsAC.ElementTypeEnum.CurrentSource:
* ElementsAC.CurrentSource csel = (ElementsAC.CurrentSource)element;
* solution.currents.Add(Complex32.FromPolarCoordinates(csel.current, csel.phase));
* break;
* case ElementsAC.ElementTypeEnum.Transformer2w:
* solution.currents.Add(0.0f);
* break;
* case ElementsAC.ElementTypeEnum.Inductor:
* case ElementsAC.ElementTypeEnum.Ground:
* case ElementsAC.ElementTypeEnum.Line:
* case ElementsAC.ElementTypeEnum.VoltageSource:
* solution.currents.Add(0.0f);//Пропуск значений, поскольку данные токи присутствуют в векторе решения
* break;
* }
* }*/
}
static public void TestNonlinearEquationSolver()
{
Stream StdoutStream = Console.OpenStandardOutput();
StreamWriter Stdout = new StreamWriter(StdoutStream);
Stdout.WriteLine("\tTest nonlinear equation solver");
Equations.Nonlinear.Compiler compiler = new Equations.Nonlinear.Compiler();
string equation1 = @"constant a = 2;x*x+a=e()^x*sin(x);x(0)=0;";
string equation2 = @"x*x+2=e()^x*sin(x);x(0)=2;";
string equation3 = @"x*x+2=e()^x*sin(x);x(0)=5;";
string equation4 = @"6*x^5+-3*x^4+7*x^3+2*x^2+-5*x+7.13=0.;x(0)=-0.8;";
try
{
{
NonlinearEquationDescription compiledEquation = compiler.CompileEquations(equation1);
MathUtils.NonlinearSystemSymbolicAnalytic system = new MathUtils.NonlinearSystemSymbolicAnalytic(compiledEquation);
//calc solution
Vector <double> solution = MathUtils.NewtonRaphsonSolver.Solve(
system,
Vector <double> .Build.DenseOfArray(compiledEquation.InitialValues),
20,
0.01,
1.0
);
Stdout.WriteLine("Equation:" + equation1);
Stdout.WriteLine("Solution:");
Stdout.WriteLine(PrintSolution(solution, compiledEquation.VariableNames, compiledEquation));
}
{
NonlinearEquationDescription compiledEquation = compiler.CompileEquations(equation2);
MathUtils.NonlinearSystemSymbolicAnalytic system = new MathUtils.NonlinearSystemSymbolicAnalytic(compiledEquation);
//calc solution
Vector <double> solution = MathUtils.NewtonRaphsonSolver.Solve(
system,
Vector <double> .Build.DenseOfArray(compiledEquation.InitialValues),
20,
0.01,
1.0
);
Stdout.WriteLine("Equation:" + equation2);
Stdout.WriteLine("Solution:");
Stdout.WriteLine(PrintSolution(solution, compiledEquation.VariableNames, compiledEquation));
}
{
NonlinearEquationDescription compiledEquation = compiler.CompileEquations(equation3);
MathUtils.NonlinearSystemSymbolicAnalytic system = new MathUtils.NonlinearSystemSymbolicAnalytic(compiledEquation);
//calc solution
Vector <double> solution = MathUtils.NewtonRaphsonSolver.Solve(
system,
Vector <double> .Build.DenseOfArray(compiledEquation.InitialValues),
20,
0.01,
1.0
);
Stdout.WriteLine("Equation:" + equation3);
Stdout.WriteLine("Solution:");
Stdout.WriteLine(PrintSolution(solution, compiledEquation.VariableNames, compiledEquation));
}
{
NonlinearEquationDescription compiledEquation = compiler.CompileEquations(equation4);
MathUtils.NonlinearSystemSymbolicAnalytic system = new MathUtils.NonlinearSystemSymbolicAnalytic(compiledEquation);
//calc solution
Vector <double> solution = MathUtils.NewtonRaphsonSolver.Solve(
system,
Vector <double> .Build.DenseOfArray(compiledEquation.InitialValues),
20,
0.01,
1.0
);
Stdout.WriteLine("Equation:" + equation4);
Stdout.WriteLine("Solution (-0.96):");
Stdout.WriteLine(PrintSolution(solution, compiledEquation.VariableNames, compiledEquation));
}
}
catch (CompilerException exc)
{
Stdout.WriteLine(exc.Message);
var errors = exc.Errors;
foreach (var error in errors)
{
Stdout.WriteLine(error.Message + " Line: " + error.Line + " Position: " + error.Position);
}
}
catch (Exception exc)
{
Stdout.WriteLine(exc.Message);
}
Stdout.Flush();
Stdout.Close();
}
internal void RunNonlinearEquationsTest(MainWindow window)
{
FileTabItem tab = null;
window.Dispatcher.Invoke(() =>
{
tab = window.FileTab.SelectedItem as FileTabItem;
});
if (tab == null)
{
return;
}
List <ErrorMessage> errorList = new List <ErrorMessage>();
window.Dispatcher.Invoke(() =>
{
window.FileTab.Focus();
window.StatusText = "Расчёт";
});
//Thread.Sleep(4000); //Test of UI
List <string> outputList = new List <string>();
try
{
string text = "";
window.Dispatcher.Invoke(() => { text = tab.Document.Text; });
Equations.Nonlinear.Compiler compiler = new Equations.Nonlinear.Compiler();
Equations.Nonlinear.NonlinearEquationDescription compiledEquation = compiler.CompileEquations(text);
MathUtils.NonlinearSystemSymbolicAnalytic system = new MathUtils.NonlinearSystemSymbolicAnalytic(compiledEquation);
//calc solution
MathNet.Numerics.LinearAlgebra.Vector <double> solution = MathUtils.NewtonRaphsonSolver.Solve(
system,
MathNet.Numerics.LinearAlgebra.Vector <double> .Build.DenseOfArray(compiledEquation.InitialValues),
20,
0.01,
1.0
);
outputList.Add("Упрощённое представление");
outputList.Add(compiledEquation.PrintEquations());
outputList.Add("Решение");
FormOutput(solution, compiledEquation, ref outputList);
}
catch (Equations.CompilerException exc)
{
outputList.Add(exc.Message);
var errors = exc.Errors;
foreach (var error in errors)
{
errorList.Add(error);
}
}
catch (Exception exc)
{
window.Dispatcher.Invoke(() =>
{
window.OutputText += exc.Message;
window.OutputText += "\n";
window.OutputText += exc.StackTrace;
});
return;
}
try
{
window.Dispatcher.Invoke(() =>
{
foreach (ErrorMessage error in errorList)
{
window.errors.Add(error);
}
foreach (var output in outputList)
{
window.OutputText += output;
window.OutputText += "\n";
}
window.StatusText = "Готово";
}
);
}
catch (Exception exc)
{
Console.Write(exc.Message);
}
return;
}
