public static List <NestPath> transferSvgIntoPolygons(string xmlFilePath)
{
List <NestPath> nestPaths = new List <NestPath>();
XDocument document = XDocument.Load(xmlFilePath);
List <XElement> elementList = document.Root.DescendantNodes().OfType <XElement>().ToList();
//对于测试库的数据，需要做一下筛选，如果是自己弄得测试数据，这句可以不要
var elements = elementList.Where(p => p.Name == "polygon");
int count = 0;
int index = 0;
foreach (XElement element in elements)
{
count++;
//对于测试库的数据要加上这一句
var elementFirstNode = (XElement)element.FirstNode;
var rotation = int.Parse(element.Attributes((XName)"nVertices").ToList()[0].Value.ToString());
switch (elementFirstNode.Name.ToString())
{
case "polyline":
case "polygon":
{
String datalist = element.Attributes((XName)"points").ToList()[0].Value.ToString();
NestPath polygon = new NestPath();
polygon.setElement(element.ToString());
foreach (String s in datalist.Split(' '))
{
var temp = s.Trim();
if (temp.IndexOf(",") == -1)
{
continue;
}
String[] value = s.Split(',');
double x = Double.Parse(value[0]);
double y = Double.Parse(value[1]);
polygon.add(x, y); //点的坐标
}
polygon.bid = count; //多边形的序号
polygon.setRotation(4); //旋转角度，值设为4时代表角度可以旋转90、180、270，该值一般为360的倍数
nestPaths.Add(polygon);
break;
}
case "lines":
{
index++;
var piesCount = int.Parse(elementFirstNode.Attributes((XName)"count").ToList()[0].Value.ToString());
var dataList = elementFirstNode.DescendantNodes().OfType <XElement>().ToList();
NestPath polygon = new NestPath();
string point = null;
foreach (var data in dataList)
{
if (data.Name == "segment")
{
//为了保证在排样前各个图形的坐标不重合，所以后面增加2000 * index
var x0 = Double.Parse(data.Attributes((XName)"x0").ToList()[0].Value.ToString()) + 20 * index;
var y0 = Double.Parse(data.Attributes((XName)"y0").ToList()[0].Value.ToString()) + 20 * index;
var x1 = Double.Parse(data.Attributes((XName)"x1").ToList()[0].Value.ToString()) + 20 * index;
var y1 = Double.Parse(data.Attributes((XName)"y1").ToList()[0].Value.ToString()) + 20 * index;
point += x0 + "," + y0 + " ";
polygon.add(x0, y0);
polygon.add(x1, y1);
}
}
var listTemp = polygon.getSegments();
var newList = new List <Segment>();
for (int i = 0; i < listTemp.Count; i++)
{
if (i % 2 == 0)
{
newList.Add(listTemp[i]);
}
}
polygon.setSegments(newList);
polygon.bid = count; //多边形的序号
polygon.setRotation(rotation); //旋转角度，值设为4时代表角度可以旋转90、180、270，该值一般为360的倍数
var elementTemp = " <polygon fill=\"none\" stroke=\"#010101\" stroke-miterlimit=\"10\" points= \"" + point + " \"></polygon>";
for (int i = 0; i < piesCount; i++)
{
polygon.setElement(elementTemp);
nestPaths.Add(polygon);
}
break;
}
case "rect":
{
double width = Double.Parse(element.Attributes((XName)"width").ToList()[0].Value.ToString());
double height = Double.Parse(element.Attributes((XName)"height").ToList()[0].Value.ToString());
double x = Double.Parse(element.Attributes((XName)"x").ToList()[0].Value.ToString());
double y = Double.Parse(element.Attributes((XName)"y").ToList()[0].Value.ToString());
NestPath rect = new NestPath();
rect.setElement(element.ToString());
rect.add(x, y);
rect.add(x + width, y);
rect.add(x + width, y + height);
rect.add(x, y + height);
rect.bid = count;
rect.setRotation(4);
nestPaths.Add(rect);
break;
}
case "circle": //对于圆形，给转换成坐标形式
{
double cx = Double.Parse(element.Attributes((XName)"cx").ToList()[0].Value.ToString());
double cy = Double.Parse(element.Attributes((XName)"cy").ToList()[0].Value.ToString());
double radius = Double.Parse(element.Attributes((XName)"r").ToList()[0].Value.ToString());
// num is the smallest number of segments required to approximate the circle to the given tolerance
var num = Math.Ceiling((2 * Math.PI) / Math.Acos(1 - (ToleranceConfig.tolerance / radius)));
if (num < 3)
{
num = 3;
}
NestPath circle = new NestPath();
circle.setElement(element.ToString());
circle.bid = count;
circle.setRotation(4);
for (var i = 0; i < num; i++)
{
var theta = i * ((2 * Math.PI) / num);
double x = radius * Math.Cos(theta) + cx;
double y = radius * Math.Sin(theta) + cy;
circle.add(x, y);
}
nestPaths.Add(circle);
break;
}
case "ellipse": //对于椭圆，给转换成坐标形式
{
// same as circle case. There is probably a way to reduce points but for convenience we will just flatten the equivalent circular polygon
var rx = Double.Parse(element.Attributes((XName)"rx").ToList()[0].Value.ToString());
var ry = Double.Parse(element.Attributes((XName)"ry").ToList()[0].Value.ToString());
var maxradius = Math.Max(rx, ry);
var cx = Double.Parse(element.Attributes((XName)"cx").ToList()[0].Value.ToString());
var cy = Double.Parse(element.Attributes((XName)"cy").ToList()[0].Value.ToString());
var num = Math.Ceiling((2 * Math.PI) / Math.Acos(1 - (ToleranceConfig.tolerance / maxradius)));
if (num < 3)
{
num = 3;
}
NestPath ellipse = new NestPath();
ellipse.setElement(element.ToString());
ellipse.bid = count;
ellipse.setRotation(4);
for (var i = 0; i < num; i++)
{
var theta = i * ((2 * Math.PI) / num);
double x = maxradius * Math.Cos(theta) + cx;
double y = maxradius * Math.Sin(theta) + cy;
ellipse.add(x, y);
}
nestPaths.Add(ellipse);
break;
}
case "path": //对于带弧形的多边形，给转换成坐标形式
{
var path = element.Attributes((XName)"d").ToList()[0].Value.ToString();
var pathNumbers = transferPathToNumber(path);
string pathNumberType = "MLHVCSQTA";
NestPath pathPloy = new NestPath();
pathPloy.setElement(element.ToString());
pathPloy.bid = count;
pathPloy.setRotation(4);
double x, y, x0, y0, x1, y1, x2, y2, prevx, prevy, prevx1, prevy1, prevx2, prevy2;
x = y = x0 = y0 = x1 = y1 = x2 = y2 = prevx = prevy = prevx1 = prevy1 = prevx2 = prevy2 = 0;
for (var i = 0; i < pathNumbers.Count; i++)
{
var s = pathNumbers[i].Numbers; ////对应C#中的pathNumber的Numbers
var command = pathNumbers[i].Type; //对应C#中的pathNumber的path type
prevx = x;
prevy = y;
prevx1 = x1;
prevy1 = y1;
prevx2 = x2;
prevy2 = y2;
if (pathNumberType.Contains(command))
{
switch (command)
{
case "M":
case "L":
case "T":
{
x = s[0];
y = s[1];
break;
}
case "H":
{
x = s[0];
break;
}
case "V":
{
y = s[0];
break;
}
case "Q":
{
x1 = s[0];
y1 = s[1];
x = s[2];
y = s[3];
break;
}
case "S":
{
x2 = s[0];
y2 = s[1];
x = s[2];
y = s[3];
break;
}
case "C":
{
x1 = s[0];
y1 = s[1];
x2 = s[2];
y2 = s[3];
x = s[4];
y = s[5];
break;
}
}
}
else
{
switch (command)
{
case "m":
case "l":
case "t":
{
x += s[0];
y += s[1];
break;
}
case "h":
{
x += s[0];
break;
}
case "v":
{
y += s[0];
break;
}
case "q":
{
x1 = x + s[0];
y1 = y + s[1];
x += s[2];
y += s[3];
break;
}
case "s":
{
x2 = x + s[0];
y2 = y + s[1];
x += s[2];
y += s[3];
break;
}
case "c":
{
x1 = x + s[0];
y1 = y + s[1];
x2 = x + s[2];
y2 = y + s[3];
x += s[4];
y += s[5];
break;
}
}
}
switch (command)
{
// linear line types
case "m":
case "M":
case "l":
case "L":
case "h":
case "H":
case "v":
case "V":
pathPloy.add(x, y);
break;
// Quadratic Beziers
case "t":
case "T":
{
// implicit control point
var tPathNumberType = "QqTt";
if (i > 0 && tPathNumberType.Contains(pathNumbers[i - 1].Type))
{
x1 = prevx + (prevx - prevx1);
y1 = prevy + (prevy - prevy1);
}
else
{
x1 = prevx;
y1 = prevy;
}
break;
}
case "q":
case "Q":
{
var pointlist = GeometryUtil.QuadraticBezierLinearize(new Segment(x: prevx, y: prevy), new Segment(x: x, y: y), new Segment(x: x1, y: y1), ToleranceConfig.tolerance);
pointlist.Remove(pointlist[0]); // firstpoint would already be in the poly
for (var j = 0; j < pointlist.Count; j++)
{
pathPloy.add(pointlist[j].x, pointlist[j].y);
}
break;
}
case "s":
case "S":
{
var sPathNumberType = "CcSs";
if (i > 0 && sPathNumberType.Contains(pathNumbers[i - 1].Type))
{
x1 = prevx + (prevx - prevx2);
y1 = prevy + (prevy - prevy2);
}
else
{
x1 = prevx;
y1 = prevy;
}
break;
}
case "c":
case "C":
{
var pointlist = GeometryUtil.CubicBezierLinearize(new Segment(x: prevx, y: prevy), new Segment(x: x, y: y), new Segment(x: x1, y: y1), new Segment(x: x2, y: y2), ToleranceConfig.tolerance);
pointlist.Remove(pointlist[0]); // firstpoint would already be in the poly
for (var j = 0; j < pointlist.Count; j++)
{
pathPloy.add(pointlist[j].x, pointlist[j].y);
}
break;
}
case "a":
case "A":
{
//var pointlist = GeometryUtil.Arc.linearize({ x: prevx, y: prevy}, { x: x, y: y}, s.r1, s.r2, s.angle, s.largeArcFlag,s.sweepFlag, this.conf.tolerance
//pointlist.shift();
//for (var j = 0; j < pointlist.length; j++)
//{
// var point = { };
// point.x = pointlist[j].x;
// point.y = pointlist[j].y;
// poly.push(point);
//}
break;
}
case "z":
case "Z":
{
x = x0;
y = y0;
break;
}
}
// Record the start of a subpath
if (command == "M" || command == "m")
{
x0 = x;
y0 = y;
}
}
// 判断最后一个点是不是和第一个点一样，如果一样，就去除最后一个点
while (pathPloy.getSegments().Count > 0 && GeometryUtil.almostEqual(pathPloy.getSegments()[0].x, pathPloy.getSegments()[pathPloy.getSegments().Count - 1].x, ToleranceConfig.toleranceSvg) && GeometryUtil.almostEqual(pathPloy.getSegments()[0].y, pathPloy.getSegments()[pathPloy.getSegments().Count - 1].y, ToleranceConfig.toleranceSvg))
{
pathPloy.getSegments().RemoveAt(pathPloy.getSegments().Count - 1);
}
nestPaths.Add(pathPloy);
break;
}
}
}
return(nestPaths);
}