feat(6): Task 6

src/4_lit.fs

@@ -31,14 +31,13 @@ void main()
 
   float x = r * cos(2.0 * M_PI * animation_seconds / f);
   float z = r * sin(2.0 * M_PI * animation_seconds / f);
-  vec3 light_pos = vec3(x, h, z);
+  vec3 light_pos = (view * vec4(vec3(x, h, z), 1.0)).xyz;
 
   // Calculate the light direction
-  vec3 l = normalize(light_pos - sphere_fs_in);
+  vec3 l = normalize(light_pos - view_pos_fs_in.xyz);
 
   // Calculate the view direction
-  vec3 v = normalize(view_pos_fs_in.xyz - sphere_fs_in);
-  v = normalize(-view_pos_fs_in.xyz);
+  vec3 v = normalize(-view_pos_fs_in.xyz);
 
   // Calculate the normal direction
   vec3 n = normalize(normal_fs_in);

src/5_procedural_color.fs

@@ -48,14 +48,13 @@ void main()
 
   float x = r * cos(2.0 * M_PI * animation_seconds / f);
   float z = r * sin(2.0 * M_PI * animation_seconds / f);
-  vec3 light_pos = vec3(x, h, z);
+  vec3 light_pos = (view * vec4(vec3(x, h, z), 1.0)).xyz;
 
   // Calculate the light direction
-  vec3 l = normalize(light_pos - sphere_fs_in);
+  vec3 l = normalize(light_pos - view_pos_fs_in.xyz);
 
   // Calculate the view direction
-  vec3 v = normalize(view_pos_fs_in.xyz - sphere_fs_in);
-  v = normalize(-view_pos_fs_in.xyz);
+  vec3 v = normalize(-view_pos_fs_in.xyz);
 
   // Calculate the normal direction
   vec3 n = normalize(normal_fs_in);

src/5_random_direction.glsl

@@ -11,8 +11,9 @@ vec3 random_direction( vec3 seed)
   /////////////////////////////////////////////////////////////////////////////
   // Replace with your code
   // Poolcoordinaten
-  float theta = 2.0 * M_PI * random2(seed.xy).x;
-  float phi = acos(2.0 * random2(seed.yz).x - 1.0);
+  vec2 rand = random2(seed);
+  float theta = 2.0 * M_PI * rand.x;
+  float phi = acos(2.0 * rand.y - 1.0);
   // Cartesische coordinaten
   return vec3(
       sin(phi) * cos(theta),

src/6_bump.fs

@@ -25,7 +25,43 @@ void main()
   float terrain_color = clamp(1+5*b,0,1);
 
   /////////////////////////////////////////////////////////////////////////////
-  // Replace with your code 
-  color = terrain_color * vec3(1,1,1);
+  // Replace with your code
+  float r = 10.0;
+  float h = 8.0;
+  float f = 8.0;
+  float p = 1000.0;
+
+  float x = r * cos(2.0 * M_PI * animation_seconds / f);
+  float z = r * sin(2.0 * M_PI * animation_seconds / f);
+  vec3 light_pos = (view * vec4(vec3(x, h, z), 1.0)).xyz;
+
+  // Calculate the light direction
+  vec3 l = normalize(light_pos - view_pos_fs_in.xyz);
+
+  // Calculate the view direction
+  vec3 v = normalize(-view_pos_fs_in.xyz);
+
+  // Calculate the normal direction
+  /* I calculate bumps etc. in the space that has not yet have applied model and view conversion. */
+  vec3 T, B;
+  tangent(s, T, B);
+
+  // Apply the bump map
+  vec3 pos = sphere_fs_in;
+  float eps = 0.0001;
+  vec3 n = cross(
+    (bump_position(is_moon, pos + eps * T) - bump_position(is_moon, pos)) / eps,
+    (bump_position(is_moon, pos + eps * B) - bump_position(is_moon, pos)) / eps);
+  /* Convert the normal to the view space */
+  n = (view * model(is_moon, animation_seconds) * vec4(n, 0.0)).xyz;
+  n = normalize(n);
+
+  // Base colors
+  vec3 ka = vec3(0.1, 0.1, 0.1); // Ambient color
+  vec3 kd = is_moon ? vec3(0.5, 0.45, 0.5) : vec3(0.2, 0.3, 0.8); // Diffuse color
+  vec3 ks = vec3(1.0, 1.0, 1.0); // Specular color
+
+  // Compute the Blinn-Phong shading
+  color = blinn_phong(ka, kd * terrain_color, ks, p, n, v, l);
   /////////////////////////////////////////////////////////////////////////////
 }

src/6_bump_position.glsl

@@ -14,7 +14,8 @@
 vec3 bump_position(bool is_moon , vec3 s)
 {
   /////////////////////////////////////////////////////////////////////////////
-  // Replace with your code 
-  return s;
+  // Replace with your code
+  /* p' = p + bump * n   but on a unit sphere object */
+  return s + bump_height(is_moon, s) * s;
   /////////////////////////////////////////////////////////////////////////////
 }

src/6_tangent.glsl

@@ -6,12 +6,16 @@
 //   N  3D unit normal vector
 // Outputs:
 //   T  3D unit tangent vector
-//   B  3D unit bitangent vector
+//   B  3D unit bitangent vectors
 void tangent(in vec3 N, out vec3 T, out vec3 B)
 {
   /////////////////////////////////////////////////////////////////////////////
-  // Replace with your code 
-  T = vec3(1,0,0);
-  B = vec3(0,1,0);
+  // Replace with your code
+  // Calculate a vector that is perpendicular to N
+  vec3 doesnotmatter = abs(N.y) < 0.999 ? vec3(0,1,0) : vec3(1,0,0);
+  T = normalize(cross(doesnotmatter, N));
+  // Now T is perpendicular to N
+  // Take B as the cross product of N and T, to make it perpendicular to both
+  B = cross(N, T);
   /////////////////////////////////////////////////////////////////////////////
 }