/inkscape/src/live_effects/ |
H A D | lpe-text_label.cpp | 39 Point pos(pwd2_in.valueAt(t)); 40 Point dir(unit_vector(derivative(pwd2_in).valueAt(t)));
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H A D | lpe-bspline.cpp | 229 point_at1 = sbasis_in.valueAt(DEFAULT_START_POWER); 231 point_at1 = sbasis_in.valueAt(Geom::nearest_time((*cubic)[1], *in->first_segment())); 234 point_at2 = sbasis_in.valueAt(DEFAULT_END_POWER); 236 point_at2 = sbasis_in.valueAt(Geom::nearest_time((*cubic)[2], *in->first_segment())); 252 next_point_at1 = sbasis_in.valueAt(DEFAULT_START_POWER); 254 next_point_at1 = sbasis_out.valueAt(Geom::nearest_time((*cubic)[1], *out->first_segment())); 270 line_helper->moveto(sbasis_start.valueAt( 284 line_helper->lineto(sbasis_end.valueAt( 294 node = sbasis_helper.valueAt(0.5); 308 node = sbasis_helper.valueAt(0. [all...] |
H A D | lpe-offset.cpp | 68 Point A = pwd2_in.valueAt(t);
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H A D | lpe-extrude.cpp | 93 pwd2_out.concat( connector + pwd2_in.valueAt(cusps[i]) ); 98 pwd2_out.concat( connector + pwd2_in.valueAt(rts[i]) );
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H A D | lpe-tangent_to_curve.cpp | 83 ptA = pwd2_in.valueAt(t_attach); 84 derivA = unit_vector(derivative(pwd2_in).valueAt(t_attach));
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H A D | lpe-interpolate.cpp | 91 pResult += trajectory.valueAt(trajectory_domain.min() + fraction*trajectory_domain.extent());
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/inkscape/src/2geom/ |
H A D | linear.h | 82 Coord valueAt(Coord t) const { return lerp(t, a[0], a[1]); } 83 Coord operator()(Coord t) const { return valueAt(t); } 88 result[0] = valueAt(t); 100 OptInterval bounds_local(double u, double v) const { return Interval(valueAt(u), valueAt(v)); } 150 Linear result(a.valueAt(from), a.valueAt(to));
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H A D | curve.cpp | 80 if (valueAt(t, X) > p[X]) { // root is ray intersection 142 Coord ti = dom_i.valueAt(xs[k].first); 143 Coord tj = dom_j.valueAt(xs[k].second);
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H A D | sbasis-curve.h | 93 virtual Point pointAt(Coord t) const { return inner.valueAt(t); } 97 virtual Coord valueAt(Coord t, Dim2 d) const { return inner[d].valueAt(t); } function in class:Geom::SBasisCurve
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H A D | pathvector.h | 228 Coord valueAt(Coord t, Dim2 d) const; 243 Coord valueAt(PathVectorTime const &pos, Dim2 d) const { function in class:Geom::PathVector 244 return at(pos.path_index).at(pos.curve_index).valueAt(pos.t, d);
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H A D | concepts.h | 83 o = t.valueAt(d); 122 c = shape.valueAt(t, X);
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H A D | circle.h | 90 Coord valueAt(Coord t, Dim2 d) const;
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H A D | ray.h | 89 Coord valueAt(Coord t, Dim2 d) const { function in class:Geom::Ray
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H A D | bezier.cpp | 255 ret.c_[ret.order()] = a.valueAt(to); 298 ret->expandTo(b.valueAt(r[i]));
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H A D | nearest-time.cpp | 67 Coord droot = L2sq(bez.valueAt(ts[i])); 88 t = domain.valueAt(t);
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H A D | pathvector.cpp | 95 Coord PathVector::valueAt(Coord t, Dim2 d) const function in class:Geom::PathVector 98 return at(pos.path_index).at(pos.curve_index).valueAt(pos.t, d);
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H A D | conicsec.cpp | 169 double wt = Bezier(1, w, 1).valueAt(t); 170 return Point(xt.valueAt(t)/wt, 171 yt.valueAt(t)/wt); 392 double t = T.valueAt(rts[i]); 393 double s = S.valueAt(rts[i]); 449 double xAx::valueAt(Point P) const { function in class:Geom::xAx 504 res.push_back(lssb.valueAt(rts[eci])); 649 Interval ext(valueAt(r.corner(0))); 651 ext |= Interval(valueAt(r.corner(i)));
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H A D | bezier-curve.h | 167 virtual Coord valueAt(Coord t, Dim2 d) const { return inner[d].valueAt(t); } function in class:Geom::BezierCurve
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H A D | bezier.h | 82 // the result of subdivision to match exactly with Bezier's valueAt function. 260 Coord valueAt(double t) const { function in class:Geom::Bezier 263 Coord operator()(double t) const { return valueAt(t); }
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H A D | curve.h | 116 virtual Coord valueAt(Coord t, Dim2 d) const { return pointAt(t)[d]; } function in class:Geom::Curve
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H A D | ellipse.cpp | 158 result[d] = Interval(valueAt(extremes[d][0], d ? Y : X), 159 valueAt(extremes[d][1], d ? Y : X)); 354 Coord Ellipse::valueAt(Coord t, Dim2 d) const function in class:Geom::Ellipse 590 Point p = b.valueAt(r[i]);
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/inkscape/src/live_effects/parameter/ |
H A D | powerstrokepointarray.cpp | 80 Geom::Point position = last_pwd2.valueAt(pt[Geom::X]) + pt[Geom::Y] * last_pwd2_normal.valueAt(pt[Geom::X]); 83 double offset = dot(position - pwd2_in.valueAt(t), normal.valueAt(t)); 165 double offset = dot(s - pwd2.valueAt(t), n.valueAt(t)); 187 Point canvas_point = pwd2.valueAt(offset_point[X]) + offset_point[Y] * n.valueAt(offset_point[X]);
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H A D | text.cpp | 62 Point pos = pwd2_reparam.valueAt(t_reparam); 63 Point dir = unit_vector(derivative(pwd2_reparam).valueAt(t_reparam));
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H A D | filletchamferpointarray.cpp | 384 Geom::Point ptA = last_pwd2[i].valueAt(Xvalue); 385 Geom::Point derivA = unit_vector(derivative(last_pwd2[i]).valueAt(Xvalue)); 396 aff *= Geom::Translate(last_pwd2[i].valueAt(Xvalue)); 464 Geom::Point startArcPoint = A->toSBasis().valueAt(times[1]); 465 Geom::Point endArcPoint = B->toSBasis().valueAt(times[2]); 709 Geom::Point const s = snap_knot_position(pwd2[_index].valueAt(t), state); 736 Point canvas_point = pwd2.valueAt(time_it);
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/inkscape/src/ui/tools/ |
H A D | lpe-tool.cpp | 375 Point pos = pwd2_reparam.valueAt(t_reparam); 376 Point dir = unit_vector(derivative(pwd2_reparam).valueAt(t_reparam));
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