Its angle is equal to the angle of incidence, and for angles larger than the critical angle, the total internal type of this occurs.
In one form of this phenomenon, its direction is equal to the Householder matrix made from the surface normal times the incident direction. One model of this phenomenon uses parameters called ka, kd, and ks, which are constants. That model by Phong assesses the diffuse type of this, which has intensity proportional to the dot product of the surface normal vector and the direction vector. In addition to the Lambertian model, when this does not occur completely, its namesake coefficient is very useful in calculating the attenuation constants. For smooth surfaces, the (*) specular type of this phenomenon occurs. Its angle is equal to the angle of incidence, and for angles larger than the critical angle, the total internal type of this occurs. For 10 points, name this phenomenon that occurs in mirrors.
In one form of this phenomenon, its direction is equal to the Householder matrix made from the surface normal times the incident direction.
reflection