mirror of https://github.com/odrling/Aegisub
Move bicubic point interpolation logic to SplineCurve
Originally committed to SVN as r6592.
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ca76c5cf21
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@ -196,24 +196,6 @@ void Spline::MovePoint(iterator curve,int point,Vector2D pos) {
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}
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}
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static int render_bicubic(Spline::iterator cur, std::vector<float> &points) {
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int len = int(
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(cur->p2 - cur->p1).Len() +
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(cur->p3 - cur->p2).Len() +
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(cur->p4 - cur->p3).Len());
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int steps = len/8;
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for (int i = 0; i <= steps; ++i) {
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// Get t and t-1 (u)
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float t = i / float(steps);
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Vector2D p = cur->GetPoint(t);
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points.push_back(p.X());
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points.push_back(p.Y());
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}
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return steps + 1;
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}
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void Spline::GetPointList(std::vector<float>& points, std::vector<int>& first, std::vector<int>& count) {
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points.clear();
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first.clear();
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@ -224,30 +206,15 @@ void Spline::GetPointList(std::vector<float>& points, std::vector<int>& first, s
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// Generate points for each curve
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for (iterator cur = begin(); cur != end(); ++cur) {
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switch (cur->type) {
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case SplineCurve::POINT:
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if (curCount > 0)
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count.push_back(curCount);
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if (cur->type == SplineCurve::POINT) {
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if (curCount > 0)
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count.push_back(curCount);
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// start new path
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first.push_back(points.size() / 2);
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points.push_back(cur->p1.X());
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points.push_back(cur->p1.Y());
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curCount = 1;
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break;
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case SplineCurve::LINE:
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points.push_back(cur->p2.X());
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points.push_back(cur->p2.Y());
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++curCount;
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break;
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case SplineCurve::BICUBIC:
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curCount += render_bicubic(cur, points);
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break;
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default: break;
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// start new path
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first.push_back(points.size() / 2);
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curCount = 0;
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}
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curCount += cur->GetPoints(points);
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}
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count.push_back(curCount);
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@ -265,7 +232,7 @@ void Spline::GetPointList(std::vector<float> &points, iterator curve) {
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break;
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case SplineCurve::BICUBIC:
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render_bicubic(curve, points);
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curve->GetPoints(points);
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break;
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default: break;
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@ -169,3 +169,38 @@ float SplineCurve::GetClosestSegmentDistance(Vector2D pt1, Vector2D pt2, Vector2
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float t = GetClosestSegmentPart(pt1, pt2, pt3);
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return (pt1 * (1.f - t) + pt2 * t - pt3).Len();
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}
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int SplineCurve::GetPoints(std::vector<float> &points) const {
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switch (type) {
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case POINT:
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points.push_back(p1.X());
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points.push_back(p1.Y());
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return 1;
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case LINE:
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points.push_back(p2.X());
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points.push_back(p2.Y());
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return 1;
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case BICUBIC: {
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int len = int(
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(p2 - p1).Len() +
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(p3 - p2).Len() +
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(p4 - p3).Len());
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int steps = len/8;
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for (int i = 0; i <= steps; ++i) {
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// Get t and t-1 (u)
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float t = i / float(steps);
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Vector2D p = GetPoint(t);
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points.push_back(p.X());
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points.push_back(p.Y());
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}
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return steps + 1;
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}
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default:
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return 0;
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}
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}
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@ -36,6 +36,10 @@
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#include "vector2d.h"
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#ifndef AGI_PRE
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#include <vector>
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#endif
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/// DOCME
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/// @class SplineCurve
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/// @brief DOCME
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@ -83,4 +87,9 @@ public:
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float GetClosestParam(Vector2D ref) const;
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/// Get distance from ref to the closest point on the curve
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float GetQuickDistance(Vector2D ref) const;
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/// Get the coordinates of each point on this curve
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/// @param[out] points Vector to add points to
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/// @return Number of points in the curve
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int GetPoints(std::vector<float> &points) const;
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};
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