(Visual)C ++世界。我有一个树形结构,想要想象它。更具体地说:
我有树数据。我想要处理这些数据的库并为每个节点计算坐标(在任何逻辑坐标空间中,比如2000x2000逻辑像素),并为连接它们的每一行计算。连接两个节点的线可能不是简单的直线,它可能是曲线或某种由直线段组成的路径。理想情况下,我希望为给定树节点的坐标计算路径定义路径,以防用户拖动和重新排列节点。
很快,对于给定的图形,我需要为我计算所有必要几何坐标的库。然后我将使用这些坐标使用GDI绘制图形。
我听说过Graphviz,dot-language等。但我不确定它(或其替代品,如OGDF或igraph)是否可以做我想要的。我想要完成的想法是自己渲染图形,但需要帮助生成坐标。用户也必须能够重新定位节点,因此必须能够重新计算连接重新排列的节点的线路径,以便例如线不会穿过任何现有节点。
答案 0 :(得分:3)
是,graphviz可以做到这一点。
假设您在tree.gv
中有以下图表:
digraph g{
a[label="I"];
b[label="am"];
c[label="a"];
d[label="tree"];
e[label="with"];
f[label="7"];
g[label="nodes"];
a -> b -> c;
b -> d -> e;
d -> f;
d -> g;
}
dot
可以列出此图表:dot tree.gv
,结果为
digraph g {
node [label="\N"];
graph [bb="0,0,208,252"];
a [label=I, pos="63,234", width="0.75", height="0.5"];
b [label=am, pos="63,162", width="0.75", height="0.5"];
c [label=a, pos="27,90", width="0.75", height="0.5"];
d [label=tree, pos="99,90", width="0.75", height="0.5"];
e [label=with, pos="27,18", width="0.75", height="0.5"];
f [label=7, pos="99,18", width="0.75", height="0.5"];
g [label=nodes, pos="176,18", width="0.89579", height="0.5"];
a -> b [pos="e,63,180.1 63,215.7 63,207.98 63,198.71 63,190.11"];
b -> c [pos="e,35.304,107.15 54.65,144.76 50.288,136.28 44.853,125.71 39.959,116.2"];
b -> d [pos="e,90.696,107.15 71.35,144.76 75.712,136.28 81.147,125.71 86.041,116.2"];
d -> e [pos="e,41.796,33.385 84.43,74.834 74.25,64.938 60.476,51.546 48.969,40.359"];
d -> f [pos="e,99,36.104 99,71.697 99,63.983 99,54.712 99,46.112"];
d -> g [pos="e,159.91,33.626 114.58,74.834 125.4,65.003 140,51.723 152.26,40.582"];
}
可以在输出中找到所有坐标。如果您需要有关如何绘制图表的更多详细信息,可以尝试使用xdot
格式:dot -Txdot tree.gv
digraph g {
node [label="\N"];
graph [bb="0,0,208,252",
_draw_="c 9 -#ffffffff C 9 -#ffffffff P 4 0 -1 0 252 209 252 209 -1 ",
xdotversion="1.2"];
a [label=I, pos="63,234", width="0.75", height="0.5", _draw_="c 9 -#000000ff e 63 234 27 18 ", _ldraw_="F 14.000000 11 -Times-Roman c 9 -#000000ff T 63 228 0 5 1 -I "];
b [label=am, pos="63,162", width="0.75", height="0.5", _draw_="c 9 -#000000ff e 63 162 27 18 ", _ldraw_="F 14.000000 11 -Times-Roman c 9 -#000000ff T 63 156 0 17 2 -am "];
c [label=a, pos="27,90", width="0.75", height="0.5", _draw_="c 9 -#000000ff e 27 90 27 18 ", _ldraw_="F 14.000000 11 -Times-Roman c 9 -#000000ff T 27 84 0 7 1 -a "];
d [label=tree, pos="99,90", width="0.75", height="0.5", _draw_="c 9 -#000000ff e 99 90 27 18 ", _ldraw_="F 14.000000 11 -Times-Roman c 9 -#000000ff T 99 84 0 21 4 -tree "];
e [label=with, pos="27,18", width="0.75", height="0.5", _draw_="c 9 -#000000ff e 27 18 27 18 ", _ldraw_="F 14.000000 11 -Times-Roman c 9 -#000000ff T 27 12 0 24 4 -with "];
f [label=7, pos="99,18", width="0.75", height="0.5", _draw_="c 9 -#000000ff e 99 18 27 18 ", _ldraw_="F 14.000000 11 -Times-Roman c 9 -#000000ff T 99 12 0 7 1 -7 "];
g [label=nodes, pos="176,18", width="0.89579", height="0.5", _draw_="c 9 -#000000ff e 176 18 32 18 ", _ldraw_="F 14.000000 11 -Times-Roman c 9 -#000000ff T 176 12 0 34 5 -nodes "];
a -> b [pos="e,63,180.1 63,215.7 63,207.98 63,198.71 63,190.11", _draw_="c 9 -#000000ff B 4 63 216 63 208 63 199 63 190 ", _hdraw_="S 5 -solid c 9 -#000000ff C 9 -#000000ff P 3 67 190 63 180 60 190 "];
b -> c [pos="e,35.304,107.15 54.65,144.76 50.288,136.28 44.853,125.71 39.959,116.2", _draw_="c 9 -#000000ff B 4 55 145 50 136 45 126 40 116 ", _hdraw_="S 5 -solid c 9 -#000000ff C 9 -#000000ff P 3 43 114 35 107 37 118 "];
b -> d [pos="e,90.696,107.15 71.35,144.76 75.712,136.28 81.147,125.71 86.041,116.2", _draw_="c 9 -#000000ff B 4 71 145 76 136 81 126 86 116 ", _hdraw_="S 5 -solid c 9 -#000000ff C 9 -#000000ff P 3 89 118 91 107 83 114 "];
d -> e [pos="e,41.796,33.385 84.43,74.834 74.25,64.938 60.476,51.546 48.969,40.359", _draw_="c 9 -#000000ff B 4 84 75 74 65 60 52 49 40 ", _hdraw_="S 5 -solid c 9 -#000000ff C 9 -#000000ff P 3 51 38 42 33 47 43 "];
d -> f [pos="e,99,36.104 99,71.697 99,63.983 99,54.712 99,46.112", _draw_="c 9 -#000000ff B 4 99 72 99 64 99 55 99 46 ", _hdraw_="S 5 -solid c 9 -#000000ff C 9 -#000000ff P 3 103 46 99 36 96 46 "];
d -> g [pos="e,159.91,33.626 114.58,74.834 125.4,65.003 140,51.723 152.26,40.582", _draw_="c 9 -#000000ff B 4 115 75 125 65 140 52 152 41 ", _hdraw_="S 5 -solid c 9 -#000000ff C 9 -#000000ff P 3 155 43 160 34 150 38 "];
}
Detailed information about this format can be found on the graphviz web site.
您可以使用上述输出之一,修改任何节点的位置,并将其用作以下命令的输入:
neato -n tree.modified.gv
这将仅重新计算边缘(有关neato dot和neato选项的更多信息可以在manual pages上找到)。
下面您可以看到未经修改和修改过的布局示例 - 我更改了 b 和 g 节点的位置。
自动布局:
修改后的布局: