public override void ApplyState(
SceneModifier modifier,
RectangleF diagramBounds,
BarSeriesPointLayoutParameters barParameters,
float progress)
{
float startPositionX = diagramBounds.Left + diagramBounds.Width / 2;
float startPositionY = diagramBounds.Top + diagramBounds.Height / 2;
RectangleF barBounds = barParameters.Bounds;
float endPositionX = barBounds.Left + barBounds.Width / 2;
float endPositionY = barBounds.Top + barBounds.Height / 2;
// Moves bar from the diagram center to its position on the diagram.
modifier.Translate(
(startPositionX - endPositionX) * (1 - progress),
(startPositionY - endPositionY) * (1 - progress)
);
// Scales bar.
// Note that methods requiered for correct transform are called in inverse order.
// This is a feature of affine transformations.
modifier.Translate(endPositionX, endPositionY);
modifier.Scale(progress, progress);
modifier.Translate(-endPositionX, -endPositionY);
}
public override void ApplyState(
SceneModifier modifier,
RectangleF diagramBounds,
MarkerSeriesPointLayoutParameters markerParameters,
float progress)
{
modifier.Translate(-markerParameters.Bounds.Right * (1 - progress), 0);
}
public override void ApplyState(SceneModifier modifier, Rectangle diagramBounds, float progress)
{
float currentWidth = diagramBounds.Width * progress;
float currentHeight = diagramBounds.Height * progress;
float diagramCenterX = diagramBounds.X + diagramBounds.Width / 2.0f;
float diagramCenterY = diagramBounds.Y + diagramBounds.Height / 2.0f;
float dx = (currentWidth - diagramBounds.Width) / 2;
float dy = (currentHeight - diagramBounds.Height) / 2;
modifier.Translate(-dx, -dy);
modifier.Scale(progress, progress);
modifier.Translate(diagramCenterX, diagramCenterY);
modifier.Rotate(progress * 360 * RotationCount);
modifier.Translate(-diagramCenterX, -diagramCenterY);
}
public override void ApplyState(
SceneModifier modifier,
RectangleF diagramBounds,
FunnelSeriesPointLayoutParameters funnelParameters,
float progress
)
{
RectangleF funnelBounds = funnelParameters.Bounds;
float fanCenterX = funnelBounds.Left + funnelBounds.Width / 2;
float fanCenterY = funnelBounds.Bottom;
float fanRadius = (float)Math.Sqrt(
(funnelBounds.Left - fanCenterX) * (funnelBounds.Left - fanCenterX)
+ (funnelBounds.Height) * (funnelBounds.Height)
);
float startAngle = AnimationStartAngle - HalfMaxSweepAngle * progress;
float sweepAngle = MaxSweepAngle * progress;
float endAngle = startAngle + sweepAngle;
float fanLeftBoundEndX =
fanCenterX + (float)Math.Cos(startAngle / 180 * Math.PI) * fanRadius;
float fanLeftBoundEndY =
fanCenterY + (float)Math.Sin(startAngle / 180 * Math.PI) * fanRadius;
float fanRightBoundEndX =
fanCenterX + (float)Math.Cos(endAngle / 180 * Math.PI) * fanRadius;
float fanRightBoundEndY =
fanCenterY + (float)Math.Sin(endAngle / 180 * Math.PI) * fanRadius;
RectangleF fanBounds = new RectangleF(
fanCenterX - fanRadius,
fanCenterY - fanRadius,
2 * fanRadius,
2 * fanRadius
);
GraphicsPath path = new GraphicsPath();
path.AddLine(fanCenterX, fanCenterY, fanLeftBoundEndX, fanLeftBoundEndY);
path.AddArc(fanBounds, startAngle, sweepAngle);
path.AddLine(fanRightBoundEndX, fanRightBoundEndY, fanCenterX, fanCenterY);
modifier.Clip(path);
}
public override void ApplyState(
SceneModifier modifier,
RectangleF diagramBounds,
PieSeriesPointLayoutParameters pieParameters,
float progress
)
{
float pieCenterX = pieParameters.PieCenter.X;
float pieCenterY = pieParameters.PieCenter.Y;
float scale = (progress <= 0.5)
? 1 - 0.2f * progress
: 0.8f + 0.2f * progress;
// Note that methods requiered for correct transform are called in inverse order.
// This is a feature of affine transformations.
modifier.Translate(pieCenterX, pieCenterY);
modifier.Scale(scale, scale);
modifier.Translate(-pieCenterX, -pieCenterY);
}
public override void ApplyState(
SceneModifier modifier,
RectangleF diagramBounds,
MarkerSeriesPointLayoutParameters markerParameters,
float progress
)
{
RectangleF markerBounds = markerParameters.Bounds;
float markerCenterX = markerBounds.Left + markerBounds.Width / 2;
float markerCenterY = markerBounds.Top + markerBounds.Height / 2;
float startAngle = 360 - progress * 180;
float sweepAngle = 360 * progress;
float endAngle = startAngle + sweepAngle;
// To apply a fan animation we need to compute parameters of
// a marker's circumscribed сircle sector.
float circumscribedCircleRadius = (float)Math.Sqrt(
(markerBounds.Left - markerCenterX) * (markerBounds.Left - markerCenterX)
+ (markerBounds.Top - markerCenterY) * (markerBounds.Top - markerCenterY)
);
float circumscribedCircleSectorLeftBoundEndX =
markerCenterX + (float)Math.Cos(startAngle / 180 * Math.PI) * circumscribedCircleRadius;
float circumscribedCircleSectorLeftBoundEndY =
markerCenterY + (float)Math.Sin(startAngle / 180 * Math.PI) * circumscribedCircleRadius;
float circumscribedCircleSectorRightBoundEndX =
markerCenterX + (float)Math.Cos(endAngle / 180 * Math.PI) * circumscribedCircleRadius;
float circumscribedCircleSectorRightBoundEndY =
markerCenterY + (float)Math.Sin(endAngle / 180 * Math.PI) * circumscribedCircleRadius;
RectangleF circumscribedCircleBounds = new RectangleF(
markerCenterX - circumscribedCircleRadius,
markerCenterY - circumscribedCircleRadius,
2 * circumscribedCircleRadius,
2 * circumscribedCircleRadius
);
// Path representing a marker's circumscribed circle sector.
GraphicsPath path = new GraphicsPath();
path.AddLine(
markerCenterX,
markerCenterY,
circumscribedCircleSectorLeftBoundEndX,
circumscribedCircleSectorLeftBoundEndY
);
path.AddArc(
circumscribedCircleBounds,
startAngle,
sweepAngle
);
path.AddLine(
circumscribedCircleSectorRightBoundEndX,
circumscribedCircleSectorRightBoundEndY,
markerCenterX,
markerCenterY
);
modifier.Clip(path);
}