//! Set the parameters of an ispc-side DirectionalLight object
extern "C" void DirectionalLight_set(void* super,
const Vec3fa& direction,
const Vec3fa& radiance,
float cosAngle)
{
DirectionalLight* self = (DirectionalLight*)super;
self->frame = frame(direction);
self->radiance = radiance;
self->cosAngle = cosAngle;
self->pdf = cosAngle < COS_ANGLE_MAX ? uniformSampleConePDF(cosAngle) : inf;
}
Light_SampleRes PointLight_sample(const Light* super,
const DifferentialGeometry& dg,
const Vec2f& s)
{
const PointLight* self = (PointLight*)super;
Light_SampleRes res;
// extant light vector from the hit point
const Vec3fa dir = self->position - dg.P;
const float dist2 = dot(dir, dir);
const float invdist = rsqrt(dist2);
// normalized light vector
res.dir = dir * invdist;
res.dist = dist2 * invdist;
res.pdf = inf; // per default we always take this res
// convert from power to radiance by attenuating by distance^2
res.weight = self->power * sqr(invdist);
const float sinTheta = self->radius * invdist;
if ((self->radius > 0.f) & (sinTheta > 0.005f)) {
// res surface of sphere as seen by hit point -> cone of directions
// for very small cones treat as point light, because float precision is not good enough
if (sinTheta < 1.f) {
const float cosTheta = sqrt(1.f - sinTheta * sinTheta);
const Vec3fa localDir = uniformSampleCone(cosTheta, s);
res.dir = frame(res.dir) * localDir;
res.pdf = uniformSampleConePDF(cosTheta);
const float c = localDir.z;
res.dist = c*res.dist - sqrt(sqr(self->radius) - (1.f - c*c) * dist2);
// TODO scale radiance by actual distance
} else { // inside sphere
const Vec3fa localDir = cosineSampleHemisphere(s);
res.dir = frame(dg.Ns) * localDir;
res.pdf = cosineSampleHemispherePDF(localDir);
// TODO:
res.weight = self->power * rcp(sqr(self->radius));
res.dist = self->radius;
}
}
return res;
}
Light_EvalRes PointLight_eval(const Light* super,
const DifferentialGeometry& dg,
const Vec3fa& dir)
{
const PointLight* self = (PointLight*)super;
Light_EvalRes res;
res.value = Vec3fa(0.f);
res.dist = inf;
res.pdf = 0.f;
if (self->radius > 0.f) {
const Vec3fa A = self->position - dg.P;
const float a = dot(dir, dir);
const float b = 2.f * dot(dir, A);
const float centerDist2 = dot(A, A);
const float c = centerDist2 - sqr(self->radius);
const float radical = sqr(b) - 4.f*a*c;
if (radical > 0.f) {
const float t_near = (b - sqrt(radical)) / (2.f*a);
const float t_far = (b + sqrt(radical)) / (2.f*a);
if (t_far > 0.0f) {
// TODO: handle interior case
res.dist = t_near;
const float sinTheta2 = sqr(self->radius) * rcp(centerDist2);
const float cosTheta = sqrt(1.f - sinTheta2);
res.pdf = uniformSampleConePDF(cosTheta);
const float invdist = rcp(t_near);
res.value = self->power * res.pdf * sqr(invdist);
}
}
}
return res;
}