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D3在一组圆圈周围画一个船体

[英]D3 drawing a hull around group of circles

I want to draw a hull around a grouped force directed graph build with d3. 我想用d3在一个分组的力导向图构建周围画一个船体。

I have build the graph with the circles. 我用圆圈构建了图表。 But I now want to join the intersections of the circles with a path(hull). 但我现在想要加入圆圈与路径(船体)的交叉点。 If not joining the intersections, Drawing a hull surrounding the group of circles is enough. 如果没有加入交叉路口,那么围绕这组圆圈绘制船体就足够了。 I tried the Force-Directed Layout with Convex Hull example. 我尝试了使用Convex Hull示例的Force-Directed Layout But I have the text and circles covering the text and links connecting the texts. 但我有文字和圆圈覆盖文本和连接文本的链接。

var vertices = new Array();
var width = 960,
    height = 500;
var color = d3.scale.category10();
var r = 6;
var force = d3.layout.force().size([width, height]);
var svg = d3.select("body").append("svg").attr("width", width).attr("height", height).attr("transform", "translate(" + width / 2 + "," + height / 2 + ")");
$(function() {

    var json = "{\"nodes\":[{\"name\":\"language\",\"group\":1,\"fontsize\":\"45px\",\"title\":null},{\"name\":\"english\",\"group\":1,\"fontsize\":\"35px\",\"title\":null},{\"name\":\"languages\",\"group\":1,\"fontsize\":\"21px\",\"title\":null},{\"name\":\"speak\",\"group\":1,\"fontsize\":\"16px\",\"title\":null},{\"name\":\"religion\",\"group\":1,\"fontsize\":\"16px\",\"title\":null},{\"name\":\"words\",\"group\":1,\"fontsize\":\"16px\",\"title\":null},{\"name\":\"living\",\"group\":1,\"fontsize\":\"16px\",\"title\":null},{\"name\":\"adobe\",\"group\":2,\"fontsize\":\"15px\",\"title\":null},{\"name\":\"malayalam\",\"group\":1,\"fontsize\":\"15px\",\"title\":null},{\"name\":\"learn\",\"group\":1,\"fontsize\":\"15px\",\"title\":null},{\"name\":\"multilanguage\",\"group\":3,\"fontsize\":\"15px\",\"title\":null},{\"name\":\"different\",\"group\":1,\"fontsize\":\"15px\",\"title\":null},{\"name\":\"sarcasm\",\"group\":1,\"fontsize\":\"15px\",\"title\":null},{\"name\":\"linkedin\",\"group\":4,\"fontsize\":\"15px\",\"title\":null},{\"name\":\"hindi\",\"group\":1,\"fontsize\":\"15px\",\"title\":null},{\"name\":\"indesign\",\"group\":5,\"fontsize\":\"15px\",\"title\":null},{\"name\":\"city\",\"group\":1,\"fontsize\":\"15px\",\"title\":null},{\"name\":\"spanish\",\"group\":1,\"fontsize\":\"15px\",\"title\":null},{\"name\":\"religious\",\"group\":1,\"fontsize\":\"15px\",\"title\":null},{\"name\":\"real\",\"group\":1,\"fontsize\":\"15px\",\"title\":null}],\"links\":[{\"source\":0,\"target\":1,\"value\":1},{\"source\":0,\"target\":2,\"value\":1},{\"source\":0,\"target\":3,\"value\":1},{\"source\":0,\"target\":4,\"value\":1},{\"source\":0,\"target\":5,\"value\":1},{\"source\":1,\"target\":2,\"value\":1},{\"source\":1,\"target\":3,\"value\":1},{\"source\":1,\"target\":5,\"value\":1},{\"source\":1,\"target\":6,\"value\":1},{\"source\":2,\"target\":3,\"value\":1},{\"source\":2,\"target\":4,\"value\":1},{\"source\":2,\"target\":5,\"value\":1},{\"source\":3,\"target\":5,\"value\":1},{\"source\":3,\"target\":8,\"value\":1},{\"source\":4,\"target\":5,\"value\":1},{\"source\":4,\"target\":6,\"value\":1},{\"source\":4,\"target\":11,\"value\":1},{\"source\":5,\"target\":6,\"value\":1},{\"source\":6,\"target\":2,\"value\":1},{\"source\":6,\"target\":11,\"value\":1},{\"source\":6,\"target\":18,\"value\":1},{\"source\":8,\"target\":0,\"value\":1},{\"source\":8,\"target\":2,\"value\":1},{\"source\":8,\"target\":14,\"value\":1},{\"source\":9,\"target\":0,\"value\":1},{\"source\":9,\"target\":1,\"value\":1},{\"source\":9,\"target\":2,\"value\":1},{\"source\":9,\"target\":3,\"value\":1},{\"source\":9,\"target\":8,\"value\":1},{\"source\":11,\"target\":0,\"value\":1},{\"source\":11,\"target\":1,\"value\":1},{\"source\":11,\"target\":2,\"value\":1},{\"source\":11,\"target\":3,\"value\":1},{\"source\":12,\"target\":0,\"value\":1},{\"source\":12,\"target\":1,\"value\":1},{\"source\":12,\"target\":2,\"value\":1},{\"source\":12,\"target\":3,\"value\":1},{\"source\":12,\"target\":14,\"value\":1},{\"source\":14,\"target\":0,\"value\":1},{\"source\":14,\"target\":1,\"value\":1},{\"source\":14,\"target\":2,\"value\":1},{\"source\":14,\"target\":3,\"value\":1},{\"source\":14,\"target\":5,\"value\":1},{\"source\":16,\"target\":0,\"value\":1},{\"source\":16,\"target\":1,\"value\":1},{\"source\":16,\"target\":2,\"value\":1},{\"source\":16,\"target\":9,\"value\":1},{\"source\":16,\"target\":11,\"value\":1},{\"source\":17,\"target\":0,\"value\":1},{\"source\":17,\"target\":1,\"value\":1},{\"source\":17,\"target\":2,\"value\":1},{\"source\":17,\"target\":3,\"value\":1},{\"source\":18,\"target\":2,\"value\":1},{\"source\":18,\"target\":4,\"value\":1},{\"source\":18,\"target\":5,\"value\":1},{\"source\":18,\"target\":11,\"value\":1},{\"source\":19,\"target\":0,\"value\":1},{\"source\":19,\"target\":1,\"value\":1},{\"source\":19,\"target\":2,\"value\":1},{\"source\":19,\"target\":3,\"value\":1},{\"source\":19,\"target\":5,\"value\":1}]}";

    json = htmlDecode(json);

    json = $.parseJSON(json);

    svg.append("svg:rect").attr("width", width).attr("height", height).style("stroke", "#fff").style("fill", "#fff");

    force.nodes(json.nodes).links(json.links).gravity(0.05).linkDistance(120).charge(-200).start();

    var node = svg.selectAll(".node").data(json.nodes).enter().append("g").attr("class", "node");
    var link = svg.selectAll(".link").data(json.links).enter().append("line").attr("class", "link").style("stroke-opacity", "0.2");

    node.append('circle').attr('r', function(d) {
        var tmprad = parseInt(d.fontsize.replace('px', '')) * (d.name.length / 3);
        if (tmprad > r) r = tmprad;
        return tmprad;
    }).style('fill', '#ffffff').style('stroke', function(d) {
        return color(d.group)
    });

    node.selectAll('text').data(json.nodes).enter().append("text").attr("text-anchor", "middle").attr("dx", 2).attr("dy", ".35em").attr('original-title', function(d) {
        return d.title
    }).attr("style", function(d) {
        return "font-size:" + d.fontsize
    }).text(function(d) {
        return d.name
    }).attr("style", function(d) {
        return "font-size:" + d.fontsize
    }).style('fill', function(d) {
        return color(d.group)
    }).style("cursor", "pointer").call(force.drag);

    var cx = new Array();
    var cy = new Array();

    node.attr("cx", function(d) {
        cx.push(d.x);
    }).attr("cy", function(d) {
        cy.push(d.y);
    });

    cx.forEach(function(o, i) {
        vertices.push(new Array(cx[i], cy[i]));
    });

    var nodes = vertices.map(Object);

    var groups = d3.nest().key(function(d) {
        return d;
    }).entries(nodes);

    var groupPath = function(d) {
        return "M" + d3.geom.hull(d.values.map(function(i) {
            return [i.x, i.y];
        })).join("L") + "Z";
    };

    var groupFill = function(d, i) {
        return color(i & 3);
    };

    svg.style("opacity", 1e-6).transition().duration(1000).style("opacity", 1);

    force.on("tick", function() {    
        link.attr("x1", function(d) {
            return d.source.x;
        }).attr("y1", function(d) {
            return d.source.y;
        }).attr("x2", function(d) {
            return d.target.x;
        }).attr("y2", function(d) {
            return d.target.y;
        });

        node.attr("cx", function(d) {
            return d.x = Math.max(r, Math.min(width - r, d.x));
        }).attr("cy", function(d) {
            return d.y = Math.max(r, Math.min(height - r, d.y));
        });

        node.selectAll('circle').attr("transform", function(d) {
            return "translate(" + d.x + "," + d.y + ")"
        });

        // reposition text
        node.selectAll('text').attr("transform", function(d) {
            return "translate(" + d.x + "," + d.y + ")"
        });
    });
});

function htmlEncode(value) {
    return $('<div/>').text(value).html();
}

function htmlDecode(value) {
    return $('<div/>').html(value).text();
}

function move() {
    vertices[0] = d3.svg.mouse(this);
    update();
}

function click() {
    vertices.push(d3.svg.mouse(this));
    update();
}

function update() {
    svg.selectAll("path")
        .data([d3.geom.hull(vertices)])
        .attr("d", function(d) {
            return "M" + d.join("L") + "Z";
        })
       .enter()
        .append("svg:path")
        .attr("d", function(d) {
            return "M" + d.join("L") + "Z";
        });
    svg.selectAll("nodes")
        .data(vertices.slice(1))
       .enter()
        .append("svg:circle")
        .attr("transform", function(d) {
             return "translate(" + d + ")";
        });
}​

You can view an example of this code on JsFiddle : 您可以在JsFiddle上查看此代码的示例

在此输入图像描述

I played a little with your JsFiddle, and ended up with this : JsFiddle Example . 我和你的JsFiddle玩了一点,最后得到了这个: JsFiddle示例

I just added 我刚才补充道

svg.selectAll("path")
        .data(groups)
        .attr("d", groupPath)
        .enter().insert("path", "g")
        .style("fill", groupFill)
        .style("stroke", groupFill)
        .style("stroke-width", 100)
        .style("stroke-linejoin", "round")
        .style("opacity", .2)
        .attr("d", groupPath);

to draw the hull, and twicked a bit the functions you defined (groupPath, groupFill). 绘制船体,并略微改变你定义的功能(groupPath,groupFill)。 Also, I defined groups to identify the differents groups of the graph. 此外,我定义了组以识别图的不同组。

It is a dirty port of the other link you posted, and the hull do not completely cover the larger circles. 它是您发布的另一个链接的脏端口,并且船体不会完全覆盖较大的圆圈。 You would have to get a path with variable stroke-width depending on the size of the circles. 您必须获得具有可变笔画宽度的路径,具体取决于圆的大小。 No idea how to do it. 不知道怎么做。

Still, you can play a bit with the stroke-width of the path to make the hull bigger/smaller. 不过,您可以使用路径的行程宽度来调整,以使船体更大/更小。

I hope it helped. 我希望它有所帮助。

Edit: I improved my example with a bit of math. 编辑:我通过一些数学改进了我的例子。 It works with a small number of bubbles as you can see Here . 它适用于少量气泡,你可以在这里看到。 It is still crappy/buggy code (I only did it for fun), but you can find the trigonometry functions I used. 它仍然是糟糕/错误的代码(我只是为了好玩而做),但你可以找到我使用的三角函数。 The trick is to ask d3 to compute the hull of a group, with d3.geom.hull , which will return the list of the coordinates of the interesting nodes. 诀窍是让d3d3.geom.hull计算一个组的外壳 ,它将返回有趣节点坐标的列表。 You can imagine drawing a circle of the right size at each of the corner nodes. 您可以想象在每个角节点处绘制一个正确大小的圆。 You then have to find the points of intersection between these circles and the segments that join them. 然后,您必须找到这些圆圈与连接它们的线段之间的交点。 I used a piece of paper, thales theorem and a bit of trigonometry to figure out the coordinates of such points. 我使用了一张纸,泰勒斯定理和一些三角函数来计算出这些点的坐标。 The computation is a bit off on specific cases, but I don't know how d3.geom.hull really works, nor d3 in general, so I can't help you much more. 在特定情况下计算有点偏,但我不知道d3.geom.hull是如何工作的,一般也不是d3,所以我无法帮助你。

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