?/TD>
Microsoft DirectX 9.0

texm3x3vspec (Pixel Shader)


Performs a 3x3 matrix multiply and uses the result to perform a texture lookup. This can be used for specular reflection and environment mapping where the eye-ray vector is not constant. texm3x3vspec (Pixel Shader) must be used in conjunction with two texm3x3pad instructions.

If the eye-ray vector is constant, the texm3x3spec instruction will perform the same matrix multiply and texture lookup.

Syntax

texm3x3vspec (Pixel Shader) destsrc

Registers

dest
Destination register.
src
Input source register.

Remarks

Pixel shader versions1_11_21_31_42_02_x2_sw3_03_sw
texm3x3vspecxxx

This instruction performs the final row of a 3x3 matrix multiply operation, interprets the resulting vector as a normal vector to reflect an eye-ray vector, and then uses the reflected vector as a texture address for a texture lookup. It works just like texm3x3spec, except that the eye-ray vector is taken from the fourth component of the texture coordinates. The 3x3 matrix multiply is typically useful for orienting a normal vector to the correct tangent space for the surface being rendered.

The 3x3 matrix is comprised of the texture coordinates of the third texture stage and the two preceding texture stages. The resulting post-reflection vector (UVW) is used to sample the texture in stage 3. Any texture assigned to the preceding two texture stages is ignored.

This instruction must be used with the texm3x3pad instruction. Texture registers must use the following sequence.

 
tex t(n)                    // Define tn as a standard 3-vector (tn must
                            //   be defined in some way before it is used).
texm3x3pad   t(m),   t(n)   // where m > n
                            // Perform first row of matrix multiply.
texm3x3pad   t(m+1), t(n)   // Perform second row of matrix multiply.
texm3x3vspec t(m+2), t(n)   // Perform third row of matrix multiply.
                            // Then do a texture lookup on the texture
                            //   associated with texture stage m+2.

The first texm3x3pad instruction performs the first row of the multiply to find u'.

u' = TextureCoordinates(stage m)UVW * t(n)RGB

The second texm3x3pad instruction performs the second row of the multiply to find v'.

v' = TextureCoordinates(stage m+1)UVW * t(n)RGB   

The texm3x3spec instruction performs the third row of the multiply to find w'.

w' = TextureCoordinates(stage m+2)UVW * t(n)RGB  

The texm3x3vspec instruction also does a reflection calculation.

(u'', v'', w'') = 2*[(N*E)/(N*N)]*N - E
// where the normal N is given by 
// N = (u', v', w')
// and the eye-ray vector E is given by
// E = (TextureCoordinates(stage m)Q, 
//      TextureCoordinates(stage m+1)Q, 
//      TextureCoordinates(stage m+2)Q) 

Lastly, the texm3x3vspec instruction samples t(m+2) with (u'',v'',w'')and stores the result in t(m+2).

t(m+2)RGBA = TextureSample(stage m+2)RGBA 
  using (u'', v'', w'') as coordinates.

Examples

Here is an example shader with the texture maps identified and the texture stages identified.

ps_1_1
tex t0                // Bind texture in stage 0 to register t0.
texm3x3pad   t1,  t0  // First row of matrix multiply.
texm3x3pad   t2,  t0  // Second row of matrix multiply.
texm3x3vspec t3,  t0  // Third row of matrix multiply to get a 3-vector.
                      // Reflect 3-vector by the eye-ray vector.
                      // Use reflected vector to do a texture lookup
                      //   at stage 3.
mov r0, t3            // Output result.
						

This example requires the following texture stage setup.

Instruction Information

Minimum operating systems Windows 98


© 2002 Microsoft Corporation. All rights reserved.