//求得电场的垂直分量
public static Plural GetVerticalE(EField e, SpectVector k, SpectVector l) //k为射线传播方向，l为反射中的反射面的法向量或绕射中的与棱平行的向量
{
SpectVector n = SpectVector.VectorCrossMultiply(k, l);
Plural p = SpectVector.VectorDotMultiply(e, n);
return(p);
}
public Node(Node t)
{
this.UAN = t.UAN;
this.LayNum = t.LayNum;
this.TxNum = t.TxNum;
this.DiffractionNum = t.DiffractionNum;
this.RxNum = t.RxNum;
this.NodeName = t.NodeName;
this.Frequence = t.Frequence;
this.FrequenceWidth = t.FrequenceWidth;
this.DisranceToEdge = t.DisranceToEdge;
this.Position = t.Position;
this.IsEnd = t.IsEnd;
this.IsReceiver = t.IsReceiver;
this.NodeStyle = t.NodeStyle;
this.DistanceToFrontNode = t.DistanceToFrontNode;
this.RayTracingDistance = t.RayTracingDistance;
this.ReflectionFace = t.ReflectionFace;
this.RayIn = t.RayIn;
this.Height = t.Height;
this.Power = t.Power;
this.TotalE = t.TotalE;
this.DiffractionEdge = t.DiffractionEdge;
this.FatherNode = t.FatherNode;
this.ChildNodes = t.ChildNodes;
this.FrontDiffractionNode = t.FrontDiffractionNode;
}
//求得电场的水平分量
public static Plural GetHorizonalE(EField e, SpectVector k, SpectVector l)
{
SpectVector n = SpectVector.VectorCrossMultiply(k, l); //入射面的法向量
SpectVector m = SpectVector.VectorCrossMultiply(k, n);
Plural p = SpectVector.VectorDotMultiply(e, m);
return(p);
}
//复数向量与矢量的点乘运算
//原函数：public static Plural VectorDotMultiply(Efield e, SpectVector l)
public Plural DotMultiplied(EField eValue)
{
Plural p = new Plural();
p.Re = eValue.X.Re * this.a + eValue.Y.Re * this.b + eValue.Z.Re * this.c;
p.Im = eValue.X.Im * this.a + eValue.Y.Im * this.b + eValue.Z.Im * this.c;
return(p);
}
/// <summary>
///复数向量与矢量的点乘运算
/// </summary>
public static Plural VectorDotMultiply(EField e, SpectVector l)
{
Plural p = new Plural();
p.Re = e.X.Re * l.a + e.Y.Re * l.b + e.Z.Re * l.c;
p.Im = e.X.Im * l.a + e.Y.Im * l.b + e.Z.Im * l.c;
return(p);
}
public double totlePower; //存储态势点的总功率
public AreaNode()
{
paths = new List <Path>();
classifiedFrequencyPaths = new List <List <Path> >();
totleEfields = new List <EField>();
totleEfield = new EField();
totlePowers = new List <double>();
totlePower = new double();
}
public Object Clone()
{
EField newEfield = new EField();
newEfield.X = (Plural)this.Xvertical.Clone();
newEfield.Y = (Plural)this.Y.Clone();
newEfield.Z = (Plural)this.Zvertical.Clone();
return(newEfield);
}
/// <summary>
///复数与矢量的点乘运算
/// </summary>
public static EField VectorDotMultiply(Plural p, SpectVector l)
{
Plural X = new Plural(l.a * p.Re, l.a * p.Im);
Plural Y = new Plural(l.b * p.Re, l.b * p.Im);
Plural Z = new Plural(l.c * p.Re, l.c * p.Im);
EField e = new EField(X, Y, Z);
return(e);
}
//复数与矢量的点乘运算
// 原函数public static Efield VectorDotMultiply(Plural p, SpectVector l)
public EField DotMultiplied(Plural pValue)
//this.DotMultiplied(p)
{
Plural X = new Plural(this.a * pValue.Re, this.a * pValue.Im);
Plural Y = new Plural(this.b * pValue.Re, this.b * pValue.Im);
Plural Z = new Plural(this.c * pValue.Re, this.c * pValue.Im);
EField e = new EField(X, Y, Z);
return(e);
}
