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Python SVGdraw.pathdata方法代码示例

本文整理汇总了Python中SVGdraw.pathdata方法的典型用法代码示例。如果您正苦于以下问题:Python SVGdraw.pathdata方法的具体用法?Python SVGdraw.pathdata怎么用?Python SVGdraw.pathdata使用的例子?那么恭喜您, 这里精选的方法代码示例或许可以为您提供帮助。您也可以进一步了解该方法所在SVGdraw的用法示例。


在下文中一共展示了SVGdraw.pathdata方法的4个代码示例,这些例子默认根据受欢迎程度排序。您可以为喜欢或者感觉有用的代码点赞,您的评价将有助于系统推荐出更棒的Python代码示例。

示例1: build

# 需要导入模块: import SVGdraw [as 别名]
# 或者: from SVGdraw import pathdata [as 别名]
 def build(self):
     (x0,y0) = self._source.position('se')
     (x5,y5) = self._dest.position('ne')
     pd = SVG.pathdata()
     pd.move(x0,y0)
     (x1,y1) = (x0+UNIT,y0+UNIT)
     (x2,y2) = (x0+UNIT,y0+2*UNIT)
     (x3,y3) = (x5+UNIT,y5-2*UNIT)
     (x4,y4) = (x5+UNIT,y5-UNIT)
     if x2 < x4:
         pd.qbezier(x1,y1,x2,y2)
         pd.line(x3,y3)
         pd.qbezier(x4,y4,x5,y5)
     else:
         pd.qbezier(x0+UNIT,(y5+y0)/2,x5,y5)
     self._extent = (abs(x5-x0),abs(y5-y0))
     self._widget = SVG.path(pd, 'none', self._color, 
                             self._parent.strokewidth())
     self._widget.attributes['stroke-dasharray']='5, 5'
开发者ID:nyuhuhuu,项目名称:trachacks,代码行数:21,代码来源:svgview.py

示例2: addDuplication

# 需要导入模块: import SVGdraw [as 别名]
# 或者: from SVGdraw import pathdata [as 别名]

#.........这里部分代码省略.........

            if gene in self.mPreviousPoints:
                continue
            
            new_points[gene] = (x, y, angle, quality, chr)
            
            if symbol == "circle":
                ee = SVGdraw.circle( x, y, self.mLinkSymbolSize,
                                     fill = "rgb(%i,%i,%i)" % colour,
                                     stroke="black",
                                     stroke_width = self.mLinkStrokeWidthSymbol )
            elif symbol == "rect":
                ee =  SVGdraw.rect( x-self.mLinkSymbolSize/2, y-self.mLinkSymbolSize/2,
                                    self.mLinkSymbolSize, self.mLinkSymbolSize,
                                    fill = "rgb(%i,%i,%i)" % colour,
                                    stroke="black",
                                    stroke_width = self.mLinkStrokeWidthSymbol )

            if url:
                e = SVGdraw.link( url % gene )
                e.addElement( ee )
            else:
                e = ee
                
            self.addWheelElement( e )                
            
        ########################################################
        ########################################################
        ########################################################
        ## write all arcs in between old points and new points
        ## cis:   circular arc
        ## trans: radial arc
        ########################################################   

        angles = []
        
        for x1,y1,angle1,quality1,chr1 in new_points.values():

            ## reduce clutter by not writing arc to the same angle
            for x2,y2,angle2,quality2,chr2 in self.mPreviousPoints.values():

                for a in angles:
                    if a - self.mAngleResolution < angle2 < a + self.mAngleResolution:
                        break
                else:
                    angles.append( angle2 )

                    d = SVGdraw.pathdata( x1, y1 )

                    if chr1 == chr2:
                        d.relellarc( self.mRadius, self.mRadius, 0, 0, 1, x2-x1, y2-y1 )
                        link_width = link_rad_width
                    else:
                        d.relellarc( self.mRadius * 2, self.mRadius * 2, 0, 0, 0, x2-x1, y2-y1 )
                        link_width = link_arc_width
                        
                    e = SVGdraw.path( d,
                                      fill = "none",
                                      stroke = "rgb(%i,%i,%i)" % link_colour,
                                      stroke_width = link_width )

                    self.addWheelElement(e, self.mPlaneLinks)


        ## plot lines between new points
        new_genes = new_points.keys()

        for g1 in range(len(new_genes)-1):
            
            x1,y1,angle1,quality1,chr1 = new_points[new_genes[g1]]
            
            for g2 in range(g1+1, len(new_genes)):
                
                x2,y2,angle2,quality2,chr2 = new_points[new_genes[g2]]

                for a in angles:
                    if a - self.mAngleResolution < angle2 < a + self.mAngleResolution:
                        break
                else:
                    angles.append( angle2 )

                    d = SVGdraw.pathdata( x1, y1 )

                    if chr1 == chr2:
                        d.relellarc( self.mRadius, self.mRadius, 0, 0, 1, x2-x1, y2-y1 )
                        link_width = link_rad_width                        
                    else:
                        d.relellarc( self.mRadius * 2, self.mRadius * 2, 0, 0, 0, x2-x1, y2-y1 )
                        link_width = link_arc_width                        

                    e = SVGdraw.path( d,
                                      fill = "none",
                                      stroke = "rgb(%i,%i,%i)" % link_colour,
                                      stroke_width = link_width )

                    self.addWheelElement(e, self.mPlaneLinks)
                
        ## add new points to old points
        for k, v in new_points.items():
            self.mPreviousPoints[k] = v
开发者ID:BioinformaticsArchive,项目名称:cgat,代码行数:104,代码来源:SVGDuplicationsWheel.py

示例3: build

# 需要导入模块: import SVGdraw [as 别名]
# 或者: from SVGdraw import pathdata [as 别名]
 def build(self):
     if self._source.branch() == self._dest.branch():
         self._widget = None
         self._parent.env.log.warn("Invalid operation")
         return 
     # get the position of the changeset to tie
     (xs,ys) = self._source.position()
     (xe,ye) = self._dest.position()
     # swap start and end points so that xs < xe
     if xs > xe:
         head = True
         (self._source, self._dest) = (self._dest, self._source)
         (xs,ys) = self._source.position()
         (xe,ye) = self._dest.position()
     else:
         head = False
     xbranches = self._parent.xsvgbranches(self._source, self._dest)        
     # find which points on the changeset widget are used for connections
     if xs < xe:
         ss = 'e'
         se = 'w'
     else:
         ss = 'w'
         se = 'e'
     ps = self._source.position(ss)
     pe = self._dest.position(se)
     # compute the straight line from start to end widgets
     a = (ye-ys)/(xe-xs)
     b = ys-(a*xs)
     bz = []
     # compute the points through which the 'operation' curve should go 
     (xct,yct) = (ps[0],ps[1])
     points = [(xct,yct)]
     for br in xbranches:
         x = br.vaxis()
         y = (a*x)+b
         ycu = ycd = None
         schangesets = br.svgchangesets()
         schangesets.sort()
         # add an invisible changeset in place of the branch header to avoid
         # special case for the first changeset
         hpos = br.header().position()
         hchg = SvgBaseChangeset(br, 0, (hpos[0], hpos[1]+3*UNIT/2))
         schangesets.append(hchg)
         schangesets.reverse()
         pc = None
         for c in schangesets:
             # find the changesets which are right above and under the 
             # selected point, and store their vertical position
             yc = c.position()[1]
             if yc < y:
                 ycu = yc
             if yc >= y:
                 ycd = yc
                 if not ycu:
                     if pc:
                         ycu = pc.position()[1]
                     elif c != schangesets[-1]:
                         ycu = schangesets[-1].position()[1]
                 break
             pc = c
         if not ycu or not ycd:
             pass
             # in this case, we need to create a virtual point (TODO)
         else:
             xt = x
             yt = (ycu+ycd)/2
             if a != 0:
                 a2 = -1/a
                 b2 = yt - a2*xt
                 xl = (b2-b)/(a-a2)
                 yl = a2*xl + b2
                 nx = xt-xl
                 ny = yt-yl
                 dist = sqrt(nx*nx+ny*ny)
                 radius = (3*c.extent()[1])/2
                 add_point = dist < radius
             else:
                 add_point = True
             # do not insert a point if the ideal curve is far enough from
             # an existing changeset
             if add_point:
                 # update the vertical position for the bezier control 
                 # point with the point that stands between both closest 
                 # changesets
                 (xt,yt) = self._parent.fixup_point((xt,yt))
                 points.append((xt,yt))
     if head:
         points.append(pe)
     else:
         points.append((pe[0]-UNIT,pe[1]))
     # now compute the qbezier curve
     pd = SVG.pathdata()
     pd.move(points[0][0],points[0][1])
     if head:
         pd.line(points[0][0]+UNIT,points[0][1])
     for i in range(len(points)-1):
         (xl,yl) = points[i]
         (xr,yr) = points[i+1]
         (xi,yi) = ((xl+xr)/2,(yl+yr)/2)
#.........这里部分代码省略.........
开发者ID:nyuhuhuu,项目名称:trachacks,代码行数:103,代码来源:svgview.py

示例4: getElements

# 需要导入模块: import SVGdraw [as 别名]
# 或者: from SVGdraw import pathdata [as 别名]
    def getElements(self, x, y, map_node2height ):

        t = self.mTree.get_terminals()
        
        elements = []

        ## print locations
        if self.mPrintLocation:
            for i in range(len(t)):
                node_id1 = t[i]
                taxon1 = self.mTree.node(node_id1).data.taxon
                y1 = map_node2height[node_id1] + y

                elements.append( SVGdraw.text( x, y1,
                                               str(self.mMapId2Location[taxon1]),
                                               self.mFontSize,
                                               self.mFont,
                                               stroke = "rgb(%i,%i,%i)" % BLACK,
                                               text_anchor = "left" ))

        
        ## print connectors
        for i in range(len(t)-1):
            node_id1 = t[i]
            taxon1 = self.mTree.node(node_id1).data.taxon
            y1 = map_node2height[node_id1] + y

            for j in range(i+1, len(t)):
                node_id2 = t[j]

                taxon2 = self.mTree.node(node_id2).data.taxon                

                if self.mExtractSpecies:
                    species1 = self.mExtractSpecies(taxon1)
                    species2 = self.mExtractSpecies(taxon2)

                    if species1 != species2: continue

                    if species1 not in self.mMapSpecies2Colour:
                        self.mMapSpecies2Colour[species1] = COLOURS[len(self.mMapSpecies2Colour) % len(COLOURS) ]

                    colour = self.mMapSpecies2Colour[species1]
                    
                else:
                    colour = self.mDefaultColour
                    
                l1 = self.mMapId2Location[taxon1]
                l2 = self.mMapId2Location[taxon2]                
                if l1.contig != l2.contig:
                    continue

                if self.mMaxSeparation:
                    s = min( abs(l1.mFrom - l2.mTo), abs(l1.mTo - l2.mFrom))
                    if s >= self.mMaxSeparation: continue
                    
                y2 = map_node2height[node_id2] + y

                distance = y2 - y1

                d = SVGdraw.pathdata( x, y1 )

                d.line( x + self.mTickWidth, y1 )
                d.ellarc( distance, distance, 0, 0, 1, x + self.mTickWidth, y2 )
                d.line( x, y2 )                

                
                e = SVGdraw.path( d,
                                  fill = "none",
                                  stroke = "rgb(%i,%i,%i)" % colour,
                                  stroke_width = 1 )

                elements.append( e )

        return elements
开发者ID:BioinformaticsArchive,项目名称:cgat,代码行数:76,代码来源:SVGTree.py


注:本文中的SVGdraw.pathdata方法示例由纯净天空整理自Github/MSDocs等开源代码及文档管理平台,相关代码片段筛选自各路编程大神贡献的开源项目,源码版权归原作者所有,传播和使用请参考对应项目的License;未经允许,请勿转载。