private void SubstituteValue(int oldSteadyStateValueIndex, SteadyStateEquation SubEquation)
{
decimal p = SteadyStateValues[oldSteadyStateValueIndex].Value;
foreach (SteadyStateValue newSteadyStateValue in SubEquation.SteadyStateValues)
{
SteadyStateValues.Add(new SteadyStateValue(newSteadyStateValue.PiName, newSteadyStateValue.Value * p));
}
SteadyStateValues.RemoveAt(oldSteadyStateValueIndex);
}
private void SolveStepOne(ref bool needsSolving) //NOTE: not entirely necessary unless showing working is required
{
//step 1: take relevant value out
for (int i = SteadyStateValues.Count - 1; i >= 0; i--)
{
if (SteadyStateValues[i].PiName.Equals(Equivalent.PiName))
{
Equivalent.Value = 1 - SteadyStateValues[i].Value;
SteadyStateValues.RemoveAt(i);
needsSolving = true;
break;
}
}
}
public void Consolidate()
{
List <int> removalIndices = new List <int>();
for (int i = SteadyStateValues.Count - 1; i >= 0; i--)
{
for (int j = SteadyStateValues.Count - 1; j >= 0; j--)
{
if (i != j && SteadyStateValues[i].PiName.Equals(SteadyStateValues[j].PiName) && !removalIndices.Contains(j))
{
decimal p = SteadyStateValues[i].Value;
removalIndices.Add(i);
SteadyStateValues[j].Value += p;
}
}
}
removalIndices.ForEach(i => SteadyStateValues.RemoveAt(i));
writeEquationToTex(ToString());
}
