D2D1_RECT_F SimpleImage::GetTransformedRect(D2D1_POINT_2F midPoint, const D2D1_RECT_F& rect)
{
D2D1::Matrix3x2F transform = GetTransformationsReversed(midPoint);
D2D1_POINT_2F upperLeft = transform.TransformPoint(D2D1::Point2F(rect.left, rect.top));
D2D1_POINT_2F lowerRight = transform.TransformPoint(D2D1::Point2F(rect.right, rect.bottom));
return Direct2DUtility::FixRect(D2D1::RectF(upperLeft.x, upperLeft.y, lowerRight.x, lowerRight.y));
}
void uiDrawMatrixTransformPoint(uiDrawMatrix *m, double *x, double *y)
{
D2D1::Matrix3x2F dm;
D2D1_POINT_2F pt;
m2d(m, &dm);
pt.x = *x;
pt.y = *y;
pt = dm.TransformPoint(pt);
*x = pt.x;
*y = pt.y;
}
HRESULT SimpleImage::TranslateToAbsolutePoint(D2D1_POINT_2F point, D2D1_POINT_2F *translatedPoint)
{
if (nullptr == translatedPoint)
{
return E_POINTER;
}
D2D1::Matrix3x2F invertedMatrix = GetInverseTransformations(Direct2DUtility::GetMidPoint(m_drawingRect));
*translatedPoint = invertedMatrix.TransformPoint(point);
(*translatedPoint).x += m_clipRect.left / GetCurrentImageScale();
(*translatedPoint).y += m_clipRect.top / GetCurrentImageScale();
return S_OK;
}
void CWedgeDrawer::RegenerateGeometry()
{
// Points on horizontal line:
// x^2 + y^2 = r^2 and y = m
// => x^2 = r^2 - m^2
D2D1_POINT_2F p0 = D2D1::Point2F(
(FLOAT)sqrt(mInnerRadius*mInnerRadius - mMarginThickness*mMarginThickness),
(FLOAT)mMarginThickness);
D2D1_POINT_2F p3 = D2D1::Point2F(
(FLOAT)sqrt(mOuterRadius*mOuterRadius - mMarginThickness*mMarginThickness),
(FLOAT)mMarginThickness);
D2D1::Matrix3x2F rotation = D2D1::Matrix3x2F::Rotation((FLOAT)mSweep);
D2D1_POINT_2F p1 = rotation.TransformPoint(
D2D1::Point2F((FLOAT)mInnerRadius, -(FLOAT)mMarginThickness));
D2D1_POINT_2F p2 = rotation.TransformPoint(
D2D1::Point2F((FLOAT)mOuterRadius, -(FLOAT)mMarginThickness));
// Points on other line:
// x^2 + y^2 = r^2 & y = mx + b
// => m^2+1!=0 (i.e. angles not equal to 90 degrees)
// x = (-sqrt(-b^2+m^2 r^2+r^2)-b m)/(m^2+1)
// y = (b-m sqrt(-b^2+m^2 r^2+r^2))/(m^2+1)
// Create the figure
mGeometry.Release();
mFactory->CreatePathGeometry(&mGeometry);
{
CComPtr<ID2D1GeometrySink> sink;
mGeometry->Open(&sink);
sink->BeginFigure(p0, D2D1_FIGURE_BEGIN_FILLED);
sink->AddArc(D2D1::ArcSegment(p1,
D2D1::SizeF((FLOAT)mInnerRadius, (FLOAT)mInnerRadius), 0,
D2D1_SWEEP_DIRECTION_CLOCKWISE, D2D1_ARC_SIZE_SMALL));
sink->AddLine(p2);
sink->AddArc(D2D1::ArcSegment(p3,
D2D1::SizeF((FLOAT)mOuterRadius, (FLOAT)mOuterRadius), 0,
D2D1_SWEEP_DIRECTION_COUNTER_CLOCKWISE, D2D1_ARC_SIZE_SMALL));
sink->EndFigure(D2D1_FIGURE_END_CLOSED);
sink->Close();
}
}
void Scene::CalculateLayout()
{
D2D1_SIZE_F fSize = m_pRenderTarget->GetSize();
const float x = fSize.width / 2.0f;
const float y = fSize.height / 2.0f;
const float radius = min(x, y);
//m_ellipse = D2D1::Ellipse(D2D1::Point2F(x, y), radius, radius);
m_ellipse = D2D1::Ellipse(m_PacLoc, m_PacRadius, m_PacRadius);
// Calculate tick marks.
D2D_POINT_2F pt1 = D2D1::Point2F(
m_ellipse.point.x,
m_ellipse.point.y - (m_ellipse.radiusY * 0.9f)
);
D2D_POINT_2F pt2 = D2D1::Point2F(
m_ellipse.point.x,
m_ellipse.point.y - m_ellipse.radiusY
);
for (DWORD i = 0; i < 12; i++)
{
D2D1::Matrix3x2F mat = D2D1::Matrix3x2F::Rotation(
(360.0f / 12) * i, m_ellipse.point);
m_Ticks[i * 2] = mat.TransformPoint(pt1);
m_Ticks[i * 2 + 1] = mat.TransformPoint(pt2);
}
// Create the radial brush. The radial brush is centered on
// the pac man, so it must be recreated when the size changes.
CreateRadialBrush();
CreateMouthGeometry();
}
void TransformChroma(const D2D1::Matrix3x2F& mat, BYTE *pu, BYTE *pv)
{
// Normalize the chroma values to [-112, 112] range
D2D1_POINT_2F pt = { static_cast<float>(*pu) - 128, static_cast<float>(*pv) - 128 };
pt = mat.TransformPoint(pt);
// Clamp to valid range.
clamp(pt.x, -112.0f, 112.0f);
clamp(pt.y, -112.0f, 112.0f);
// Map back to [16...240] range.
*pu = static_cast<BYTE>(pt.x + 128.0f);
*pv = static_cast<BYTE>(pt.y + 128.0f);
}