agg_rasterizer_outline_aa.h
来自「这是VCF框架的代码」· C头文件 代码 · 共 600 行 · 第 1/2 页
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case outline_miter_accurate_join: dv.flags = 0; bisectrix(dv.curr, dv.next, &dv.xb2, &dv.yb2); break; } } } //---------------------------------------------------------------------------- template<class Renderer, class Coord> void rasterizer_outline_aa<Renderer, Coord>::render(bool close_polygon) { m_src_vertices.close(close_polygon); draw_vars dv; const vertex_storage_type::value_type* v; int x1; int y1; int x2; int y2; int lprev; if(close_polygon) { if(m_src_vertices.size() >= 3) { dv.idx = 2; v = &m_src_vertices[m_src_vertices.size() - 1]; x1 = v->x; y1 = v->y; lprev = v->len; v = &m_src_vertices[0]; x2 = v->x; y2 = v->y; dv.lcurr = v->len; line_parameters prev(x1, y1, x2, y2, lprev); v = &m_src_vertices[1]; dv.x1 = v->x; dv.y1 = v->y; dv.lnext = v->len; dv.curr = line_parameters(x2, y2, dv.x1, dv.y1, dv.lcurr); v = &m_src_vertices[dv.idx]; dv.x2 = v->x; dv.y2 = v->y; dv.next = line_parameters(dv.x1, dv.y1, dv.x2, dv.y2, dv.lnext); dv.xb1 = 0; dv.yb1 = 0; dv.xb2 = 0; dv.yb2 = 0; switch(m_line_join) { case outline_no_join: dv.flags = 3; break; case outline_miter_join: case outline_round_join: dv.flags = (prev.diagonal_quadrant() == dv.curr.diagonal_quadrant()) | ((dv.curr.diagonal_quadrant() == dv.next.diagonal_quadrant()) << 1); break; case outline_miter_accurate_join: dv.flags = 0; break; } if((dv.flags & 1) == 0 && m_line_join != outline_round_join) { bisectrix(prev, dv.curr, &dv.xb1, &dv.yb1); } if((dv.flags & 2) == 0 && m_line_join != outline_round_join) { bisectrix(dv.curr, dv.next, &dv.xb2, &dv.yb2); } draw(dv, 0, m_src_vertices.size()); } } else { switch(m_src_vertices.size()) { case 0: case 1: break; case 2: { v = &m_src_vertices[0]; x1 = v->x; y1 = v->y; lprev = v->len; v = &m_src_vertices[1]; x2 = v->x; y2 = v->y; line_parameters lp(x1, y1, x2, y2, lprev); if(m_round_cap) { m_ren->semidot(cmp_dist_start, x1, y1, x1 + (y2 - y1), y1 - (x2 - x1)); } m_ren->line3(lp, x1 + (y2 - y1), y1 - (x2 - x1), x2 + (y2 - y1), y2 - (x2 - x1)); if(m_round_cap) { m_ren->semidot(cmp_dist_end, x2, y2, x2 + (y2 - y1), y2 - (x2 - x1)); } } break; case 3: { int x3, y3; int lnext; v = &m_src_vertices[0]; x1 = v->x; y1 = v->y; lprev = v->len; v = &m_src_vertices[1]; x2 = v->x; y2 = v->y; lnext = v->len; v = &m_src_vertices[2]; x3 = v->x; y3 = v->y; line_parameters lp1(x1, y1, x2, y2, lprev); line_parameters lp2(x2, y2, x3, y3, lnext); if(m_round_cap) { m_ren->semidot(cmp_dist_start, x1, y1, x1 + (y2 - y1), y1 - (x2 - x1)); } if(m_line_join == outline_round_join) { m_ren->line3(lp1, x1 + (y2 - y1), y1 - (x2 - x1), x2 + (y2 - y1), y2 - (x2 - x1)); m_ren->pie(x2, y2, x2 + (y2 - y1), y2 - (x2 - x1), x2 + (y3 - y2), y2 - (x3 - x2)); m_ren->line3(lp2, x2 + (y3 - y2), y2 - (x3 - x2), x3 + (y3 - y2), y3 - (x3 - x2)); } else { bisectrix(lp1, lp2, &dv.xb1, &dv.yb1); m_ren->line3(lp1, x1 + (y2 - y1), y1 - (x2 - x1), dv.xb1, dv.yb1); m_ren->line3(lp2, dv.xb1, dv.yb1, x3 + (y3 - y2), y3 - (x3 - x2)); } if(m_round_cap) { m_ren->semidot(cmp_dist_end, x3, y3, x3 + (y3 - y2), y3 - (x3 - x2)); } } break; default: { dv.idx = 3; v = &m_src_vertices[0]; x1 = v->x; y1 = v->y; lprev = v->len; v = &m_src_vertices[1]; x2 = v->x; y2 = v->y; dv.lcurr = v->len; line_parameters prev(x1, y1, x2, y2, lprev); v = &m_src_vertices[2]; dv.x1 = v->x; dv.y1 = v->y; dv.lnext = v->len; dv.curr = line_parameters(x2, y2, dv.x1, dv.y1, dv.lcurr); v = &m_src_vertices[dv.idx]; dv.x2 = v->x; dv.y2 = v->y; dv.next = line_parameters(dv.x1, dv.y1, dv.x2, dv.y2, dv.lnext); dv.xb1 = 0; dv.yb1 = 0; dv.xb2 = 0; dv.yb2 = 0; switch(m_line_join) { case outline_no_join: dv.flags = 3; break; case outline_miter_join: case outline_round_join: dv.flags = (prev.diagonal_quadrant() == dv.curr.diagonal_quadrant()) | ((dv.curr.diagonal_quadrant() == dv.next.diagonal_quadrant()) << 1); break; case outline_miter_accurate_join: dv.flags = 0; break; } if(m_round_cap) { m_ren->semidot(cmp_dist_start, x1, y1, x1 + (y2 - y1), y1 - (x2 - x1)); } if((dv.flags & 1) == 0) { if(m_line_join == outline_round_join) { m_ren->line3(prev, x1 + (y2 - y1), y1 - (x2 - x1), x2 + (y2 - y1), y2 - (x2 - x1)); m_ren->pie(prev.x2, prev.y2, x2 + (y2 - y1), y2 - (x2 - x1), dv.curr.x1 + (dv.curr.y2 - dv.curr.y1), dv.curr.y1 - (dv.curr.x2 - dv.curr.x1)); } else { bisectrix(prev, dv.curr, &dv.xb1, &dv.yb1); m_ren->line3(prev, x1 + (y2 - y1), y1 - (x2 - x1), dv.xb1, dv.yb1); } } else { m_ren->line1(prev, x1 + (y2 - y1), y1 - (x2 - x1)); } if((dv.flags & 2) == 0 && m_line_join != outline_round_join) { bisectrix(dv.curr, dv.next, &dv.xb2, &dv.yb2); } draw(dv, 1, m_src_vertices.size() - 2); if((dv.flags & 1) == 0) { if(m_line_join == outline_round_join) { m_ren->line3(dv.curr, dv.curr.x1 + (dv.curr.y2 - dv.curr.y1), dv.curr.y1 - (dv.curr.x2 - dv.curr.x1), dv.curr.x2 + (dv.curr.y2 - dv.curr.y1), dv.curr.y2 - (dv.curr.x2 - dv.curr.x1)); } else { m_ren->line3(dv.curr, dv.xb1, dv.yb1, dv.curr.x2 + (dv.curr.y2 - dv.curr.y1), dv.curr.y2 - (dv.curr.x2 - dv.curr.x1)); } } else { m_ren->line2(dv.curr, dv.curr.x2 + (dv.curr.y2 - dv.curr.y1), dv.curr.y2 - (dv.curr.x2 - dv.curr.x1)); } if(m_round_cap) { m_ren->semidot(cmp_dist_end, dv.curr.x2, dv.curr.y2, dv.curr.x2 + (dv.curr.y2 - dv.curr.y1), dv.curr.y2 - (dv.curr.x2 - dv.curr.x1)); } } break; } } m_src_vertices.remove_all(); }}#endif
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