fix calculate light position (in function Matrix_Inv)
git-svn-id: svn://kolibrios.org@6017 a494cfbc-eb01-0410-851d-a64ba20cac60
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@ -8,15 +8,6 @@ CLIP_YMAX equ (1<<3)
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CLIP_ZMIN equ (1<<4)
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CLIP_ZMAX equ (1<<5)
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offs_X equ 0
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offs_Y equ 4
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offs_Z equ 8
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offs_W equ 12
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if DEBUG
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f_ttv db ' gl_transform_to_viewport',0
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end if
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align 4
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proc gl_transform_to_viewport uses eax ebx ecx, context:dword,v:dword
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locals
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@ -87,31 +78,6 @@ endl
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fistp dword[ebx+offs_vert_zp+offs_zbup_t]
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add dword[ebx+offs_vert_zp+offs_zbup_s],ZB_POINT_T_MIN
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@@:
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if DEBUG ;gl_transform_to_viewport
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pushad
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mov ecx,80
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mov eax,[ebx+offs_vert_zp]
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lea edi,[buf_param]
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stdcall convert_int_to_str,ecx
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stdcall str_n_cat,edi,txt_zp_sp,2
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stdcall str_len,edi
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add edi,eax
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sub ecx,eax
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mov eax,[ebx+offs_vert_zp+offs_zbup_y]
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stdcall convert_int_to_str,ecx
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stdcall str_n_cat,edi,txt_zp_sp,2
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stdcall str_len,edi
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add edi,eax
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sub ecx,eax
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mov eax,[ebx+offs_vert_zp+offs_zbup_z]
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stdcall convert_int_to_str,ecx
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stdcall str_n_cat,edi,txt_nl,2
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stdcall dbg_print,f_ttv,buf_param
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popad
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end if
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ret
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endp
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@ -2,6 +2,10 @@ include 'opengl_const.inc'
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include 'zbuffer.inc'
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include 'zmath.inc'
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offs_X equ 0
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offs_Y equ 4
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offs_Z equ 8
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offs_W equ 12
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;enum { OP_ ## a , ... }
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sum1 equ 0
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@ -207,7 +207,7 @@ proc gl_M4_MulV4 uses ebx ecx edx, a:dword, b:dword, c:dword ;V4 *a, M4 *b, V4 *
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fmul st0,st3 ;st0 *= c.Z
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faddp
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fld dword[ebx+12] ;st0 += m[_][3]
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fmul st0,st2 ;st0 *= c.Z
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fmul st0,st2 ;st0 *= c.W
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faddp
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fstp dword[edx] ;a.X = b.m[_][0]*c.X +b.m[_][1]*c.Y +b.m[_][2]*c.Z +b.m[_][3]*c.W
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add ebx,16 ;ñëåäóùàÿ ñòðîêà ìàòðèöû
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@ -343,14 +343,18 @@ endl
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shl eax,2
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add eax,[m]
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fld dword[eax]
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fcom dword[max] ;if (fabs(m[i*n+j])>fabs(max))
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fld st0
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fabs
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fld dword[max]
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fabs
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fcompp ;if (fabs(m[i*n+j])>fabs(max))
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fstsw ax
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sahf
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jbe @f
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jae @f
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mov edx,edi ;k=i
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fst dword[max]
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@@:
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ffree st0
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ffree st0 ;m[i*n+j]
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fincstp
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inc edi
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jmp .cycle_1
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@ -600,10 +604,10 @@ proc gl_V3_Norm uses ebx, a:dword
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mov ebx,[a]
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fld dword[ebx]
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fmul st0,st0
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fld dword[ebx+4]
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fld dword[ebx+offs_Y]
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fmul st0,st0
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faddp
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fld dword[ebx+8]
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fld dword[ebx+offs_Z]
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fmul st0,st0
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faddp
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fsqrt ;st0 = sqrt(a.X^2 +a.Y^2 +a.Z^2)
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@ -614,12 +618,12 @@ proc gl_V3_Norm uses ebx, a:dword
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fld dword[ebx] ;offs_X = 0
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fdiv st0,st1
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fstp dword[ebx] ;a.X/=sqrt(...)
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fld dword[ebx+4]
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fld dword[ebx+offs_Y]
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fdiv st0,st1
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fstp dword[ebx+4] ;a.Y/=sqrt(...)
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fld dword[ebx+8]
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fstp dword[ebx+offs_Y] ;a.Y/=sqrt(...)
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fld dword[ebx+offs_Z]
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fdiv st0,st1
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fstp dword[ebx+8] ;a.Z/=sqrt(...)
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fstp dword[ebx+offs_Z] ;a.Z/=sqrt(...)
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xor eax,eax
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jmp @f
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.r1:
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