public Computation PrepareComputations(Ray ray, List <Intersection> xs = null)
{
if (xs == null)
{
xs = new List <Intersection> {
this
};
}
var comp = new Computation
{
T = this.T,
Object = this.Object
};
comp.Point = ray.Position(comp.T);
comp.EyeV = (-ray.Direction).ToVector();
comp.NormalV = comp.Object.NormalAt(comp.Point);
if (comp.NormalV.Dot(comp.EyeV) < 0)
{
comp.Inside = true;
comp.NormalV = comp.NormalV.Negate().ToVector();
}
else
{
comp.Inside = false;
}
comp.ReflectV = ray.Direction.Reflect(comp.NormalV);
comp.OverPoint = (comp.Point + comp.NormalV * (DoubleUtils.Epsilon)).ToPoint();
comp.UnderPoint = (comp.Point - comp.NormalV * (DoubleUtils.Epsilon)).ToPoint();
var containers = new List <ISceneObject>();
foreach (var intersection in xs)
{
if (intersection.Equals(this))
{
if (!containers.Any())
{
comp.N1 = 1.0;
}
else
{
var last = containers.Last();
comp.N1 = last.Material.RefractiveIndex;
}
}
if (containers.Contains(intersection.Object))
{
containers.Remove(intersection.Object);
}
else
{
containers.Add(intersection.Object);
}
if (intersection == this)
{
if (!containers.Any())
{
comp.N2 = 1.0;
}
else
{
var last = containers.Last();
comp.N2 = last.Material.RefractiveIndex;
}
break;
}
}
return(comp);
}
public Tuple ReflectedColor(World w, Computation comps)
{
return(ReflectedColor(w, comps, defaultRemaining));
}
/// <summary>
/// Given an Intersection and a Ray
/// evaluates for eye vector, normal vector, insection point,
/// and if ray is inside of object.
/// This is the same as calling the Computation class constructor with Intersection and Ray parameter
/// </summary>
/// <param name="i"></param>
/// <param name="r"></param>
public static Computation PrepareComputations(Intersection i, Ray r, List <Intersection> xs = null)
{
Computation comp = new Computation();
comp.t = i.t;
comp.rayObject = i.rayObject;
comp.point = r.GetPointPosition(i.t);
comp.eyeV = -r.direction;
comp.normalV = comp.rayObject.GetNormal(comp.point);
// Checks if eye vector and normal are pointing in the same direction
// if dot product is less than zero that point in the same direction
if (Vector3.Dot(comp.eyeV, comp.normalV) < 0)
{
comp.inside = true;
comp.normalV = -comp.normalV;
}
else
{
comp.inside = false;
}
if (xs == null)
{
xs = new List <Intersection>()
{
i
}
}
;
// Transparency Intersections algorithm
List <RayObject> containers = new List <RayObject>();
foreach (Intersection intersect in xs)
{
// n1
if (i == intersect)
{
if (containers.Count == 0)
{
comp.n1 = 1.0f;
}
else
{
comp.n1 = containers.Last <RayObject>().material.RefractIndex;
}
}
if (containers.Contains(intersect.rayObject))
{
containers.Remove(intersect.rayObject);
//Console.WriteLine("Object Removed: " + intersect.rayObject.ToString());
}
else
{
containers.Add(intersect.rayObject);
//Console.WriteLine("Object Added: " + intersect.rayObject.ToString());
}
//Console.WriteLine("List Lenght: " + containers.Count);
// n2
if (i == intersect)
{
if (containers.Count == 0)
{
comp.n2 = 1.0f;
}
else
{
comp.n2 = containers[containers.Count - 1].material.RefractIndex;
}
break;
}
}
comp.reflectV = Vector3.Reflection(r.direction, comp.normalV);
comp.overPoint = comp.point + comp.normalV * Utilities.OVER_POINT_EPSILON;
comp.underPoint = comp.point - comp.normalV * Utilities.UNDER_POINT_EPSILON;
return(comp);
}
}
public Tuple ShadeHit(World w, Computation comps)
{
return(ShadeHit(w, comps, defaultRemaining));
}
