public override void init()
{
collider = new TgcBoundingCylinder(new Vector3(0, 0, 0), 2, 4);
collisionableSphere = new TgcBoundingSphere(new Vector3(0, 0, -6), 3);
GuiController.Instance.Modifiers.addVertex2f("size", new Vector2(1, 1), new Vector2(5, 10), new Vector2(2, 5));
GuiController.Instance.Modifiers.addVertex3f("position", new Vector3(-20, -20, -20), new Vector3(20, 20, 20), new Vector3(0, 0, 0));
float angle = FastMath.TWO_PI;
GuiController.Instance.Modifiers.addVertex3f("rotation", new Vector3(-angle, -angle, -angle), new Vector3(angle, angle, angle), new Vector3(0, 0, 0));
collider.setRenderColor(Color.LimeGreen);
}
public TgcCylinder(Vector3 _center, float _topRadius, float _bottomRadius, float _halfLength)
{
this.topRadius = _topRadius;
this.bottomRadius = _bottomRadius;
this.boundingCylinder = new TgcBoundingCylinder(_center, 1, _halfLength);
this.color = Color.Red.ToArgb();
this.manualTransformation = Matrix.Identity;
this.AutoTransformEnable = true;
this.initialize();
}
public Barril(Vector3 position)
{
this.mesh = Barril.getMesh();
this.mesh.Position = position;
this.mesh.Scale = new Vector3(0.6f, 0.7f, 0.6f);
this.mesh.AlphaBlendEnable = true;
cilindro = new TgcBoundingCylinder(position, 10, 150);
this.mesh.updateBoundingBox();
BoundigBox = this.mesh.BoundingBox;
explosion = new Explosion(position);
humo = new Humo(this.mesh.Position);
}
public TgcCylinder(Vector3 _center, float _topRadius, float _bottomRadius, float _halfLength)
{
this.topRadius = _topRadius;
this.bottomRadius = _bottomRadius;
this.boundingCylinder = new TgcBoundingCylinder(_center, 1, _halfLength);
this.color = Color.Red.ToArgb();
this.manualTransformation = Matrix.Identity;
this.AutoTransformEnable = true;
this.initialize();
}
/* Se le pasa una lista de cilindros colisionables, y devuelve el mas cercano */
/* Usado para ver por donde esquivar al arbol y barril */
public TgcBoundingCylinder detectarMasCercano(List<TgcBoundingCylinder> cilindros)
{
float distMinimo = 0;
TgcBoundingCylinder cilindroMasCercano = new TgcBoundingCylinder(new Vector3(0, 0, 0), 0, 0);
foreach (TgcBoundingCylinder cilindro in cilindros)
{
Vector3 puntoCilindro = TgcCollisionUtils.closestPointCylinder(enemigo.enemigoEsfera.Center, cilindro);
Vector3 distV = puntoCilindro - enemigo.enemigoEsfera.Center;
if (distMinimo > Math.Abs(distV.Length()))
{
distMinimo = distV.Length();
cilindroMasCercano = cilindro;
}
}
return cilindroMasCercano;
}
private void generarArboles(int cantidadArboles)
{
scene = loader.loadSceneFromFile(GuiController.Instance.ExamplesMediaDir + "MeshCreator\\Meshes\\Vegetacion\\" + tipoArboles[0] + "-TgcScene.xml");
arbol = scene.Meshes[0];
for (int i = 0; i < cantidadArboles; i++)
{
TgcMesh instancia = arbol.createMeshInstance("arbol");
TgcBoundingCylinder instanciaCilindro = new TgcBoundingCylinder(this.divisionesPiso[i], 15, 100);
instancia.Scale = new Vector3(3f, 3f, 3f);
instancia.Position = this.divisionesPiso[i];
instancia.AlphaBlendEnable = true;
//Agrego efecto y tecnica
instancia.Effect = efecto;
instancia.Technique = "VientoArbol";
arboles.Add(instancia);
colisionables.Add(instanciaCilindro);
}
}
/// <summary>
/// Determina el punto del cilindro mas cercano al punto p.
/// </summary>
/// <param name="p">Punto</param>
/// <param name="cylinder">Cilindro orientable</param>
/// <returns>Punto del cilindro que esta mas cerca de p</returns>
public static Vector3 closestPointCylinder(Vector3 p, TgcBoundingCylinder cylinder)
{
//transformamos el punto a coordenadas uvw del cilindro
Matrix transformation = cylinder.AntiRotationMatrix;
Vector3 uvwPoint = Vector3.TransformCoordinate(p, transformation);
//buscamos el punto mas cercano en uvw
Vector3 uvwResult = TgcCollisionUtils.closestPointCylinder(uvwPoint, cylinder.Center, cylinder.HalfLength, cylinder.Radius);
//transformamos ese resultado a xyz
transformation.Invert();
return Vector3.TransformCoordinate(uvwResult, transformation);
}
/// <summary>
/// Indica si un Cilindro colisiona con una Esfera.
/// Solo indica si hay colision o no. No va mas en detalle.
/// </summary>
/// <param name="sphere">Esfera</param>
/// <param name="cylinder">Cilindro orientable</param>
/// <returns>True si hay colision</returns>
public static bool testSphereCylinder(TgcBoundingSphere sphere, TgcBoundingCylinder cylinder)
{
//transformamos la posicion de la esfera a coordenadas uvw
Vector3 uvwSphereCenter = Vector3.TransformCoordinate(sphere.Center, cylinder.AntiRotationMatrix);
//nos fijamos si hay colision en el espacio uvw
return TgcCollisionUtils.testSphereCylinder(
uvwSphereCenter, sphere.Radius,
cylinder.Center, cylinder.HalfLength, cylinder.Radius);
}
/// <summary>
/// Indica si un rayo colisiona con un cilindro.
/// </summary>
/// <param name="ray">Rayo</param>
/// <param name="cylinder">Cilindro orientado</param>
/// <returns>True si el rayo colisiona con el cilindro</returns>
public static bool testRayCylinder(TgcRay ray, TgcBoundingCylinder cylinder)
{
Matrix transformation = cylinder.AntiTransformationMatrix;
Vector3 origin = Vector3.TransformCoordinate(ray.Origin, transformation);
Vector3 direction = Vector3.TransformNormal(ray.Direction, transformation);
return TgcCollisionUtils.testRayCylinder(origin, direction);
}
/// <summary>
/// Indica si un Punto colisiona con un Cilindro.
/// </summary>
/// <param name="p">Punto</param>
/// <param name="cylinder">Cilindro</param>
/// <returns>True si el Punto esta adentro del Cilindro</returns>
public static bool testPointCylinder(Vector3 p, TgcBoundingCylinder cylinder)
{
Vector3 uvwPoint = Vector3.TransformCoordinate(p, cylinder.AntiRotationMatrix);
return TgcCollisionUtils.testPointCylinder(uvwPoint, cylinder.Center, cylinder.HalfLength, cylinder.Radius);
}
/// <summary>
/// Indica si un cilindro colisiona con un segmento.
/// El cilindro se especifica con dos puntos centrales "cylinderInit" y "cylinderEnd" que forman una recta y con un radio "radius".
/// Si hay colision se devuelve el instante de colision "t" y el punto de colision "q"
/// </summary>
/// <param name="segmentInit">Punto de inicio del segmento</param>
/// <param name="segmentEnd">Punto de fin del segmento</param>
/// <param name="cylinderInit">Punto inicial del cilindro</param>
/// <param name="cylinderEnd">Punto final del cilindro</param>
/// <param name="radius">Radio del cilindro</param>
/// <param name="t">Instante de colision</param>
/// <param name="q">Punto de colision</param>
/// <returns>True si hay colision</returns>
public static bool intersectSegmentCylinder(Vector3 segmentInit, Vector3 segmentEnd, TgcBoundingCylinder cylinder, out float t, out Vector3 q)
{
Vector3 hh = cylinder.HalfHeight;
Vector3 cylinderInit = cylinder.Center - hh;
Vector3 cylinderEnd = cylinder.Center + hh;
float radius = cylinder.Radius;
t = -1;
q = Vector3.Empty;
Vector3 d = cylinderEnd - cylinderInit, m = segmentInit - cylinderInit, n = segmentEnd - segmentInit;
float md = Vector3.Dot(m, d);
float nd = Vector3.Dot(n, d);
float dd = Vector3.Dot(d, d);
// Test if segment fully outside either endcap of cylinder
if (md < 0.0f && md + nd < 0.0f) return false; // Segment outside ’p’ side of cylinder
if (md > dd && md + nd > dd) return false; // Segment outside ’q’ side of cylinder
float nn = Vector3.Dot(n, n);
float mn = Vector3.Dot(m, n);
float a = dd * nn - nd * nd;
float k = Vector3.Dot(m, m) - radius * radius;
float c = dd * k - md * md;
if (FastMath.Abs(a) < float.Epsilon)
{
// Segment runs parallel to cylinder axis
if (c > 0.0f) return false; // 'a' and thus the segment lie outside cylinder
// Now known that segment intersects cylinder; figure out how it intersects
if (md < 0.0f) t = -mn / nn; // Intersect segment against 'p' endcap
else if (md > dd) t = (nd - mn) / nn; // Intersect segment against ’q’ endcap
else t = 0.0f; // ’a’ lies inside cylinder
q = segmentInit + t * n;
return true;
}
float b = dd * mn - nd * md;
float discr = b * b - a * c;
if (discr < 0.0f) return false; // No real roots; no intersection
t = (-b - FastMath.Sqrt(discr)) / a;
if (t < 0.0f || t > 1.0f) return false; // Intersection lies outside segment
if (md + t * nd < 0.0f)
{
// Intersection outside cylinder on 'p' side
if (nd <= 0.0f) return false; // Segment pointing away from endcap
t = -md / nd;
// Keep intersection if Dot(S(t) - p, S(t) - p) <= r^2
return k + t * (2.0f * mn + t * nn) <= 0.0f;
}
else if (md + t * nd > dd)
{
// Intersection outside cylinder on 'q' side
if (nd >= 0.0f) return false; // Segment pointing away from endcap
t = (dd - md) / nd;
// Keep intersection if Dot(S(t) - q, S(t) - q) <= r^2
return k + dd - 2.0f * md + t * (2.0f * (mn - nd) + t * nn) <= 0.0f;
}
// Segment intersects cylinder between the endcaps; t is correct
q = segmentInit + t * n;
return true;
}