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[英]What will the effect of trimming my “working set” be on a system with no page file?
[英]Page Roll effect
我想在着色器中創建頁面滾動效果。 所以我有一個y = 0的XZ平面點。 現在,我假設一個具有R半徑和Inf的cylender。 在Y軸上旋轉一定角度的情況下,將高度限制在平面上。 見圖片:
我想要一個方程,以便紙張可以在給定的XZ方向上滾動過球體。
我正在做的是:
float2 currPoint = gl_Vertex.xz;
float2 normDir = normalize(-1, 0); //direction at which paper will start rolling out.
float cylRadius = 1.f;
float dist = sqrt(normDir.x *vi.x * vi.x + normDir.y *vi.y * vi.y);
float beta = dist / cylRadius;
float3 outPos = 0;
outPos.x = currPoint.x + N.x * cylRadius * sin(beta);
outPos.z = cylRadius * (1 -cos(beta));
outPos.y = currPoint.y + N.y * cylRadius * sin(beta);
但它僅在normDir = normalize(-1, 0)
情況下有效,在其他情況下結果與預期不同。
我明白了這一點,我的實現是基於Pawel的page Flip實現( http://nomtek.com/page-flip-3d/ )
這是HLSL中的代碼。
float DistToLine(float2 pt1, float2 pt2, float2 testPt)
{
float2 lineDir = pt2 - pt1;
float2 perpDir = float2(lineDir.y, -lineDir.x);
float2 dirToPt1 = pt1 - testPt;
return (dot(normalize(perpDir), dirToPt1));
}
float3 Roll(float2 pos ) //per vertex
{
float time = param1.z ;
float t = (time);
float2 A = float2( 0 , 1 ); //tweak these 4 variables for the direction of Roll
float2 B = float2( 5.f , 1 ); //
float2 C = float2( 1 , 0 ); //
float2 D = float2( 0 , 0 ); //
float2 P1 = lerp( B , A , time ) ;
float2 P2 = lerp( C , D , time ) ; ;
float2 N = normalize( float2(-(P2-P1).y , (P2-P1).x ) );
float dist = DistToLine(P1 , P2 , float2(pos.x , pos.y) );
float3 vOut;
if (dist > 0 )
{
float distFromEnd = DistToLine(C , B , float2(pos.x , pos.y) ) ;
float R = lerp( .1 , .13 , distFromEnd );
float2 p = pos - N * dist;
float alpha = dist / R;
float sinAlpha = R * sin(alpha);
vOut.x = p.x + N.x * sinAlpha;
vOut.y = p.y + N.y * sinAlpha;
vOut.z = (1 - cos(alpha)) * R;
}
else
{
vOut.x = pos.x;
vOut.y = pos.y;
vOut.z = 0;
}
return vOut;
}
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