agg_span_gouraud_rgba8.h
来自「这是VCF框架的代码」· C头文件 代码 · 共 198 行
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198 行
//----------------------------------------------------------------------------// Anti-Grain Geometry - Version 2.1// Copyright (C) 2002-2004 Maxim Shemanarev (http://www.antigrain.com)//// Permission to copy, use, modify, sell and distribute this software // is granted provided this copyright notice appears in all copies. // This software is provided "as is" without express or implied// warranty, and with no claim as to its suitability for any purpose.////----------------------------------------------------------------------------// Contact: mcseem@antigrain.com// mcseemagg@yahoo.com// http://www.antigrain.com//----------------------------------------------------------------------------#ifndef AGG_SPAN_GOURAUD_RGBA8_INCLUDED#define AGG_SPAN_GOURAUD_RGBA8_INCLUDED#include "agg_basics.h"#include "agg_color_rgba8.h"#include "agg_dda_line.h"#include "agg_span_gouraud.h"namespace agg{ //======================================================span_gouraud_rgba8 template<class Allocator = span_allocator<rgba8> > class span_gouraud_rgba8 : public span_gouraud<rgba8, Allocator> { public: typedef Allocator alloc_type; typedef rgba8 color_type; typedef span_gouraud<color_type, alloc_type> base_type; typedef typename base_type::coord_type coord_type; private: //-------------------------------------------------------------------- struct rgba_calc { void init(const coord_type& c1, const coord_type& c2) { m_x1 = c1.x; m_y1 = c1.y; m_dx = c2.x - c1.x; m_dy = 1.0 / (c2.y - c1.y); m_r1 = c1.color.r; m_g1 = c1.color.g; m_b1 = c1.color.b; m_a1 = c1.color.a; m_dr = c2.color.r - m_r1; m_dg = c2.color.g - m_g1; m_db = c2.color.b - m_b1; m_da = c2.color.a - m_a1; } void calc(int y) { double k = 0.0; if(y > m_y1) k = (y - m_y1) * m_dy; rgba8 rgba; m_r = m_r1 + int(m_dr * k); m_g = m_g1 + int(m_dg * k); m_b = m_b1 + int(m_db * k); m_a = m_a1 + int(m_da * k); m_x = int(m_x1 + m_dx * k); } double m_x1; double m_y1; double m_dx; double m_dy; int m_r1; int m_g1; int m_b1; int m_a1; int m_dr; int m_dg; int m_db; int m_da; int m_r; int m_g; int m_b; int m_a; int m_x; }; public: //-------------------------------------------------------------------- span_gouraud_rgba8(alloc_type& alloc) : base_type(alloc) {} //-------------------------------------------------------------------- span_gouraud_rgba8(alloc_type& alloc, const color_type& c1, const color_type& c2, const color_type& c3, double x1, double y1, double x2, double y2, double x3, double y3, double d = 0) : base_type(alloc, c1, c2, c3, x1, y1, x2, y2, x3, y3, d) {} //-------------------------------------------------------------------- void prepare(unsigned max_span_len) { base_type::prepare(max_span_len); coord_type coord[3]; arrange_vertices(coord); m_y2 = int(coord[1].y); m_swap = calc_point_location(coord[0].x, coord[0].y, coord[2].x, coord[2].y, coord[1].x, coord[1].y) < 0.0; m_rgba1.init(coord[0], coord[2]); m_rgba2.init(coord[0], coord[1]); m_rgba3.init(coord[1], coord[2]); } //-------------------------------------------------------------------- color_type* generate(int x, int y, unsigned len) { m_rgba1.calc(y); const rgba_calc* pc1 = &m_rgba1; const rgba_calc* pc2 = &m_rgba2; if(y < m_y2) { m_rgba2.calc(y+1); } else { m_rgba3.calc(y); pc2 = &m_rgba3; } if(m_swap) { const rgba_calc* t = pc2; pc2 = pc1; pc1 = t; } int nx = pc1->m_x; unsigned nlen = pc2->m_x - pc1->m_x + 1; if(nlen < len) nlen = len; dda_line_interpolator<16> r(pc1->m_r, pc2->m_r, nlen); dda_line_interpolator<16> g(pc1->m_g, pc2->m_g, nlen); dda_line_interpolator<16> b(pc1->m_b, pc2->m_b, nlen); dda_line_interpolator<16> a(pc1->m_a, pc2->m_a, nlen); if(nx < x) { unsigned d = unsigned(x - nx); r += d; g += d; b += d; a += d; } color_type* span = base_type::allocator().span(); do { span->r = (int8u)r.y(); span->g = (int8u)g.y(); span->b = (int8u)b.y(); span->a = (int8u)a.y(); ++r; ++g; ++b; ++a; ++span; } while(--len); return base_type::allocator().span(); } private: bool m_swap; int m_y2; rgba_calc m_rgba1; rgba_calc m_rgba2; rgba_calc m_rgba3; };}#endif
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