<div>Hello,</div><div><br></div><div> im trying to render a texture to an
<span><span>quadrilateral</span></span>. The
<span><span>quadrilateral</span></span> is the calculated by the intersection view frustum with aplane. So the image basically a perspective projection of the original image. <br></div><div><br></div><div><img 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" alt="" data-iml="851544" width="533px" height="164px"></div><div><br></div><div>Unfortunately the texture coordinates are not interpolated correctly such that the triangles look wrong.</div><div><br></div><div>
<span><span>I know that is is a very basic computer graphics problem. But i have some trouble solving it.</span></span>
</div><div>Does anyone have solved this problem already for arbitrary
<span><span>quadrilaterals? My guess would be using fragment shaders, but im not experienced in with GLSL. Another option is transforming the texture using a homography and then rendering a quad, but it feels like this the brute force solution.</span></span></div><div><span><span><br></span></span></div><div><span><span>Id be very thankful if somebody could help me. Ideally of somebody knows where this problem has been solved already with openscenegraph.<br></span></span>
</div>
<p></p>
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