/// <summary>
/// Saves the contours and hatches in layers corresponding to its tile
/// </summary>
/// <param name="outputDirectory"></param>
/// <param name="outputName"></param>
/// <returns></returns>
public bool ExportAsDXF(string outputDirectory, string outputName)
{
var outputFilePath = Path.Combine(outputDirectory, outputName);
var document = new DxfDocument(new HeaderVariables());
// combine geometries
var geometries = HatchLines.Concat(ContourLines).ToArray();
// clip geometries in tiles and results to dxf layer
for (int i = 0; i < Tiles.Count; i++)
{
for (int j = 0; j < geometries.Length; j++)
{
var results = GeometricArithmeticModule.ClipGeometry(
geometries[j],
Tiles[i]
);
for (int k = 0; k < results?.Count; k++)
{
document.AddEntity(
results[k].GetAsDXFEntity(
$"Tile {i}"
)
);
}
}
}
document.Save(outputFilePath);
return(File.Exists(outputFilePath));
}
public bool SaveAsDXF(string outputFilePath)
{
var document = new DxfDocument(new HeaderVariables());
// combine contour and hatches
foreach (var geometry in HatchLines.Concat(ContourLines))
{
document.AddEntity(
geometry.GetAsDXFEntity()
);
}
document.Save(outputFilePath);
return(File.Exists(outputFilePath));
}
public bool GenerateHatches(MHatchSettings settings)
{
HatchLines.Clear();
_totalHatchesJumpDistance = 0;
_totalHatchesMarkDistance = 0;
var lines = new List <MarkGeometryLine>();
var angleRad = GeometricArithmeticModule.ToRadians(settings.Angle);
var size = Extents.Hypotenuse;
var howmany = (int)Math.Ceiling(size / settings.Pitch);
var yStart = Extents.Centre.Y - (0.5 * size);
// generate lines to calculate intersections for hatch
if (settings.Style == HatchStyle.RASTER || settings.Style == HatchStyle.RASTER_GRID)
{
for (int i = 0; i < howmany; i++)
{
double y = yStart + (i * settings.Pitch);
var line = new MarkGeometryLine(
new MarkGeometryPoint(
-size + Extents.Centre.X, y
),
new MarkGeometryPoint(
size + Extents.Centre.X, y
)
);
// apply angular rotation
GeometricArithmeticModule.Rotate(line, 0, 0, angleRad, Extents.Centre.X, Extents.Centre.Y, Extents.Centre.Z);
lines.Add(line);
}
}
else if (settings.Style == HatchStyle.SERPENTINE || settings.Style == HatchStyle.SERPENTINE_GRID)
{
for (int i = 0; i < howmany; i++)
{
double y = yStart + (i * settings.Pitch);
if (i % 2 == 0)
{
var line = new MarkGeometryLine(
new MarkGeometryPoint(
-size + Extents.Centre.X, y
),
new MarkGeometryPoint(
size + Extents.Centre.X, y
)
);
// apply angular rotation
GeometricArithmeticModule.Rotate(line, 0, 0, angleRad, Extents.Centre.X, Extents.Centre.Y, Extents.Centre.Z);
lines.Add(line);
}
else
{
var line = new MarkGeometryLine(
new MarkGeometryPoint(
size + Extents.Centre.X, y
),
new MarkGeometryPoint(
-size + Extents.Centre.X, y
)
);
// apply angular rotation
GeometricArithmeticModule.Rotate(line, 0, 0, angleRad, Extents.Centre.X, Extents.Centre.Y, Extents.Centre.Z);
lines.Add(line);
}
}
}
// duplicate lines if using grid
var perpendicularAngleForGridLines = GeometricArithmeticModule.ToRadians(90);
if (settings.Style == HatchStyle.RASTER_GRID || settings.Style == HatchStyle.SERPENTINE_GRID)
{
int startIndex = lines.Count - 1;
for (int i = startIndex; i >= 0; i--)
{
var ln = (MarkGeometryLine)lines[i].Clone();
GeometricArithmeticModule.Rotate(ln, 0, 0, perpendicularAngleForGridLines, Extents.Centre.X, Extents.Centre.Y, Extents.Centre.Z);
lines.Add(ln);
}
}
// used to track jumps
MarkGeometryPoint lastPoint = null;
// generate hatch lines with extension
for (int i = 0; i < lines.Count; i++)
{
List <MarkGeometryPoint> intersections = _contourQuadTree.Intersect(lines[i])?.ToList();
if (intersections == null)
{
continue;
}
int startIndex = (settings.Invert) ? 1 : 0;
int endIndex = intersections.Count - 1;
while (startIndex < endIndex)
{
var hatch = new MarkGeometryLine(
intersections[startIndex], intersections[startIndex + 1]
);
HatchLines.Add(hatch);
// increase mark and jump distance
if (lastPoint != null)
{
_totalHatchesJumpDistance += GeometricArithmeticModule.ABSMeasure2D(
lastPoint, hatch.StartPoint
);
}
_totalHatchesMarkDistance += hatch.Length;
lastPoint = hatch.EndPoint;
startIndex += 2;
}
}
return(true);
}