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-rw-r--r--src/opengl/gl2paintengineex/qpaintengineex_opengl2.cpp58
1 files changed, 29 insertions, 29 deletions
diff --git a/src/opengl/gl2paintengineex/qpaintengineex_opengl2.cpp b/src/opengl/gl2paintengineex/qpaintengineex_opengl2.cpp
index 8ca2fd4..f52ed92 100644
--- a/src/opengl/gl2paintengineex/qpaintengineex_opengl2.cpp
+++ b/src/opengl/gl2paintengineex/qpaintengineex_opengl2.cpp
@@ -583,37 +583,37 @@ void QGL2PaintEngineExPrivate::updateMatrix()
{
// qDebug("QGL2PaintEngineExPrivate::updateMatrix()");
- // We set up the 4x4 transformation matrix on the vertex shaders to
- // be the equivalent of glOrtho(0, w, h, 0, -1, 1) * transform:
- //
- // | 2/width 0 0 -1 | | m11 m21 0 dx |
- // | 0 -2/height 0 1 | | m12 m22 0 dy |
- // | 0 0 -1 0 | * | 0 0 1 0 |
- // | 0 0 0 1 | | m13 m23 0 m33 |
- //
- // We expand out the multiplication to save the cost of a full 4x4
- // matrix multiplication as most of the components are trivial.
const QTransform& transform = q->state()->matrix;
- qreal wfactor = 2.0 / width;
- qreal hfactor = -2.0 / height;
-
- pmvMatrix[0][0] = wfactor * transform.m11() - transform.m13();
- pmvMatrix[0][1] = hfactor * transform.m12() + transform.m13();
- pmvMatrix[0][2] = 0.0;
- pmvMatrix[0][3] = transform.m13();
- pmvMatrix[1][0] = wfactor * transform.m21() - transform.m23();
- pmvMatrix[1][1] = hfactor * transform.m22() + transform.m23();
- pmvMatrix[1][2] = 0.0;
- pmvMatrix[1][3] = transform.m23();
- pmvMatrix[2][0] = 0.0;
- pmvMatrix[2][1] = 0.0;
- pmvMatrix[2][2] = -1.0;
- pmvMatrix[2][3] = 0.0;
- pmvMatrix[3][0] = wfactor * transform.dx() - transform.m33();
- pmvMatrix[3][1] = hfactor * transform.dy() + transform.m33();
- pmvMatrix[3][2] = 0.0;
- pmvMatrix[3][3] = transform.m33();
+ // The projection matrix converts from Qt's coordinate system to GL's coordinate system
+ // * GL's viewport is 2x2, Qt's is width x height
+ // * GL has +y -> -y going from bottom -> top, Qt is the other way round
+ // * GL has [0,0] in the center, Qt has it in the top-left
+ //
+ // This results in the Projection matrix below, which is multiplied by the painter's
+ // transformation matrix, as shown below:
+ //
+ // Projection Matrix Painter Transform
+ // ------------------------------------------------ ------------------------
+ // | 2.0 / width | 0.0 | -1.0 | | m11 | m21 | dx |
+ // | 0.0 | -2.0 / height | 1.0 | * | m12 | m22 | dy |
+ // | 0.0 | 0.0 | 1.0 | | m13 | m23 | m33 |
+ // ------------------------------------------------ ------------------------
+ //
+ // NOTE: The resultant matrix is also transposed, as GL expects column-major matracies
+
+ const GLfloat wfactor = 2.0f / width;
+ const GLfloat hfactor = -2.0f / height;
+
+ pmvMatrix[0][0] = (wfactor * transform.m11()) - transform.m13();
+ pmvMatrix[1][0] = (wfactor * transform.m21()) - transform.m23();
+ pmvMatrix[2][0] = (wfactor * transform.dx() ) - transform.m33();
+ pmvMatrix[0][1] = (hfactor * transform.m12()) + transform.m13();
+ pmvMatrix[1][1] = (hfactor * transform.m22()) + transform.m23();
+ pmvMatrix[2][1] = (hfactor * transform.dy() ) + transform.m33();
+ pmvMatrix[0][2] = transform.m13();
+ pmvMatrix[1][2] = transform.m23();
+ pmvMatrix[2][2] = transform.m33();
// 1/10000 == 0.0001, so we have good enough res to cover curves
// that span the entire widget...