发明者APP图表测试策略

Author: 小小梦, Date: 2021-07-14 15:17:24
Tags: Chart

发明者APP图表测试策略

测试APP图表用,也可以作为画图参考代码,包含一个随机K线生成对象。


var cfgA = {
    extension: {
        layout: 'single',
        height: 300,      
        col: 4
    },
    title: {
        text: 'line'
    },
    xAxis: {
        type: 'datetime'
    },
    series: [{
        name: 'sin',
        data: []
    }, {
        name: 'cos',
        data: []
    }]
}

var cfgB = {
    __isStock: false,
    extension: {
        layout: 'single',
        height: 300, 
        col: 4
    },    
    title: {
        text: 'Pie chart'
    },
    series: [{
        type: 'pie',
        name: 'one',
        // 指定初始数据后不需要用add函数更新,直接更改图表配置就可以更新序列
        data: [                    
            ["BTC_USDT", 25],
            ["LTC_USDT", 25],
            ["ETH_USDT", 25],
            ["EOS_USDT", 25]
        ]                
    }]
}

var cfgC = {
    __isStock: false,
    extension: {
        layout: 'single',
        col: 4,
        height: '300px'
    },
    chart: {
        type: 'bar'
    },
    title: {
        text: 'Bar with negative stack'
    },
    plotOptions: {
        series: {
            stacking: 'normal'
        }
    },
    xAxis: [{
        categories: ['BTC_USDT', 'ETH_USDT', 'EOS_USDT', 'LTC_USDT'],
        reversed: false,
        labels: {
            step: 1
        },
        accessibility: {
            description: 'A'
        }
    }, { // mirror axis on right side
        opposite: true,
        reversed: false,
        categories: ['BTC_USDT', 'ETH_USDT', 'EOS_USDT', 'LTC_USDT'],
        linkedTo: 0,
        labels: {
            step: 1
        },
        accessibility: {
            description: 'B'
        }
    }],
    series: [{
        name: 'A',
        data: [
            -6, -4.3, -8, -2.4
        ]
    }, {
        name: 'B',
        data: [
            2.2, 2.1, 2.2, 2.4
        ]
    }]
}

var cfgD = {
    extension: {
        col: 12,
        height: '600px'
    },
    title: {
        text: 'K Line'
    },
    rangeSelector: {
        selected: 1
    },
    yAxis: [{
        labels: {
            align: 'right',
            x: -3
        },
        title: {
            text: 'OHLC'
        },
        height: '50%',
        lineWidth: 2,
        resize: {
            enabled: true
        }
    }, {
        labels: {
            align: 'right',
            x: -3
        },
        title: {
            text: 'Volume'
        },
        top: '55%',
        height: '25%',
        offset: 0,
        lineWidth: 2
    }],        
    tooltip: {
        split: true
    },
    series: [{
        type: 'candlestick',
        name: 'K',
        id: "k",
        data: []
    }, {
        type: 'column',
        name: 'Volume',
        data: [],
        yAxis: 1
    }, {
        type: 'line',
        data: [],
        id: 'line1',
    }, {
        type: 'flags',
        onSeries: 'k',
        data: []
    }]
}

var cfgE = {
    __isStock: false,
    extension: {
        col: 12,
        height: '300px'
    },
    chart: {
        plotBackgroundColor: null,
        plotBorderWidth: null,
        plotShadow: false,
        type: 'pie'
    },
    title: {
        text: 'pie'
    },
    tooltip: {
        pointFormat: '{series.name}: <b>{point.percentage:.1f}%</b>'
    },
    accessibility: {
        point: {
            valueSuffix: '%'
        }
    },
    plotOptions: {
        pie: {
            allowPointSelect: true,
            cursor: 'pointer',
            dataLabels: {
                enabled: true,
                format: '<b>{point.name}</b>: {point.percentage:.1f} %'
            }
        }
    },
    series: [{
        name: 'Brands',
        colorByPoint: true,
        data: [{
            name: 'BTC_USDT',
            y: 61.41,
            sliced: true,
            selected: true
        }, {
            name: 'ETH_USDT',
            y: 11.84
        }, {
            name: 'LTC_USDT',
            y: 10.85
        }]
    }]
}

var cfgF = {
    __isStock: false,
    extension: {
        layout: 'single',
        col: 6,
        height: '300px'
    },
    chart: {
        type: 'area',
        zoomType: 'xy'
    },
    title: {
        text: 'ETH_USDT Market Depth'
    },
    xAxis: {
        minPadding: 0,
        maxPadding: 0,
        plotLines: [{
            color: '#888',
            value: 0.1523,
            width: 1,
            label: {
                text: 'Actual price',
                rotation: 90
            }
        }],
        title: {
            text: 'Price'
        }
    },
    yAxis: [{
        lineWidth: 1,
        gridLineWidth: 1,
        title: null,
        tickWidth: 1,
        tickLength: 5,
        tickPosition: 'inside',
        labels: {
            align: 'left',
            x: 8
        }
    }, {
        opposite: true,
        linkedTo: 0,
        lineWidth: 1,
        gridLineWidth: 0,
        title: null,
        tickWidth: 1,
        tickLength: 5,
        tickPosition: 'inside',
        labels: {
            align: 'right',
            x: -8
        }
    }],
    legend: {
        enabled: false
    },
    plotOptions: {
        area: {
            fillOpacity: 0.2,
            lineWidth: 1,
            step: 'center'
        }
    },
    tooltip: {
        headerFormat: '<span style="font-size=10px;">Price: {point.key}</span><br/>',
        valueDecimals: 2
    },
    series: [{
        name: 'Bids',
        data: [[99, 0.562], [89, 1.856]],
        color: '#03a7a8'
    }, {
        name: 'Asks',
        data: [[100, 0.12], [120, 0.52]],
        color: '#fc5857'
    }]
}

var cfgG = {
    __isStock: false,
    extension: {
        layout: 'single',
        col: 6,
        height: '300px'
    },    
    data: {
        table: 'datatable'
    },
    chart: {
        type: 'column'
    },
    title: {
        text: 'column'
    },
    yAxis: {
        allowDecimals: false,
        title: {
            text: 'Units'
        }
    },
    tooltip: {
        formatter: function () {
            return '<b>' + this.series.name + '</b><br/>' +
                this.point.y + ' ' + this.point.name.toLowerCase();
        }
    },
    series: [{
        name: 'Asks',
        data: []

    }, {
        name: 'Bids',
        data: []
    }]
}

function candlestickDataMaker(n, period, pricePrecision, amountPrecision) {
    var self = {}
    self.lastBar = {}
    self.pricePrecision = pricePrecision
    self.amountPrecision = amountPrecision
    self.mapPeriod = {
        "1" : PERIOD_M1, 
        "5" : PERIOD_M5
    }
    self.period = 0
    self.init = function(n, period) {
        var valueOfMapPeriod = self.mapPeriod[period]
        if (!valueOfMapPeriod) {
            throw "period 不支持"
        }
        self.period = valueOfMapPeriod
        var ts = new Date().getTime()
        self.lastBar.Time = ts - ts % (valueOfMapPeriod * 1000)
        self.lastBar.Open = n
        self.lastBar.Close = n
        self.lastBar.High = n
        self.lastBar.Low = n
        self.lastBar.Volume = n
    }
    self.makeData = function(n, y) {
        var ts = new Date().getTime()
        ts = ts - ts % (self.period * 1000)
        if (self.lastBar.Time != ts) {
            self.lastBar.Time = ts
            self.lastBar.Open = _N(self.lastBar.Close, self.pricePrecision)
            self.lastBar.Close = _N(self.lastBar.Close, self.pricePrecision)
            self.lastBar.High = _N(self.lastBar.Close, self.pricePrecision)
            self.lastBar.Low = _N(self.lastBar.Close, self.pricePrecision)
            self.lastBar.Volume = n
        } else {
            // 产生新价格
            var price = Math.round((self.lastBar.Close + (n > 50 ? 1 : -1) * Math.random() * 0.003 * y * self.lastBar.Close) * 100) / 100
            self.lastBar.Close = _N(price, self.pricePrecision)
            self.lastBar.High = _N(price > self.lastBar.High ? price : self.lastBar.High, self.pricePrecision)
            self.lastBar.Low = _N(price < self.lastBar.Low ? price : self.lastBar.Low, self.pricePrecision)
            self.lastBar.Volume += n
        }
        return self.lastBar 
    }
    self.makeDepth = function(price, n, y) {
        var depth = {}
        depth.Asks = []
        depth.Bids = []
        var absY = Math.abs(y)
        for(var i = 0 ; i < 50 ; i++) {
            var num = Math.random()
            var num2 = Math.random()
            var lastAsksPrice = i == 0 || depth.Asks.length - 1 <= 0 ? price : depth.Asks[Math.max(depth.Asks.length - 1, 0)][0]
            var lastAsksAmount = i == 0 || depth.Asks.length - 1 <= 0 ? (n / 1000 + (1 + num / 5) * absY) : depth.Asks[depth.Asks.length - 1][1]
            var lastBidsPrice = i == 0 || depth.Bids.length - 1 <= 0 ? price : depth.Bids[Math.max(depth.Bids.length - 1, 0)][0]
            var lastBidsAmount = i == 0 || depth.Bids.length - 1 <= 0 ? (n / 1000 + (1 + num2 / 5) * absY) : depth.Bids[depth.Bids.length - 1][1]
            var askPrice = _N(lastAsksPrice + 0.002 * lastAsksPrice * num * absY, self.pricePrecision)
            var bidPrice = _N(Math.max(lastBidsPrice - 0.002 * lastBidsPrice * num * absY, 0), self.pricePrecision)
            var askAmount = _N(lastAsksAmount + (1 + num / 10) * absY * (1 + i / 100 + n / 1000), self.amountPrecision)
            var bidAmount = _N(lastBidsAmount + (1 + num2 / 10) * absY * (1 + i / 100 + n / 1000), self.amountPrecision)
            if (Math.random() < 0.85) {
                depth.Asks.push([askPrice, askAmount])
            }
            if (Math.random() < 0.85) {
                depth.Bids.push([bidPrice, bidAmount])
            }                        
        }
        return depth
    }
    
    self.init(n, period)
    return self
}

function main() {
    LogReset(1)
    // 三角函数
    var pi = 3.1415926535897   // 派
    var time = 0               // 用于记录时间戳的变量
    var angle = 0              // 角度
    var y = 0                  // 坐标y值,用于接收正弦值、余弦值
    
    // 创建Bar数据随机生成对象
    var maker = candlestickDataMaker(100, "1", 2, 3)    
    var lastBarTS = 0
    
    var chart = Chart([cfgA, cfgB, cfgC, cfgD, cfgE, cfgF, cfgG])
    chart.reset()
    
    while(true) {
        // 随机数
        var n = _N(Math.random() * 100, 0)
        
        // 计算三角函数
        time = new Date().getTime()           // 当前时间
        y = Math.sin(angle * 2 * pi / 360)    // 每500ms角度angle增加5度,计算正弦值        
        chart.add(0, [time, y])               // 写入数据
        y = Math.cos(angle * 2 * pi / 360)    // 计算余弦值
        chart.add(1, [time, y])               // 写入数据
        angle += 1                            // 增加5度
        
        // 随机构造饼图数据
        cfgB.series[0].data[0][1] = 50 - n / 2
        cfgB.series[0].data[1][1] = n / 2
        cfgB.series[0].data[2][1] = 50 - n / 4
        cfgB.series[0].data[3][1] = n / 4
        
        // 修改Bar with negative stack数据
        for (var i = 0 ; i < 4 ; i++) {
            cfgC.series[0].data[i] = n / y * Math.random()
            cfgC.series[1].data[i] = -(n / y * Math.random())
        }
        
        // K线数据
        var bar = maker.makeData(n, y)
        if (lastBarTS != bar.Time) {
            chart.add(5, [bar.Time, bar.Open, bar.High, bar.Low, bar.Close])
            chart.add(6, [bar.Time, bar.Volume])
            chart.add(7, [bar.Time, bar.Open])
            lastBarTS = bar.Time
        } else {
            chart.add(5, [bar.Time, bar.Open, bar.High, bar.Low, bar.Close], -1)
            chart.add(6, [bar.Time, bar.Volume], -1)
            chart.add(7, [bar.Time, bar.Open], -1)
        }
        
        // variablepie
        cfgE.series[0].data[0].y = Math.random() * n * 0.3
        cfgE.series[0].data[1].y = Math.random() * n * 0.3
        cfgE.series[0].data[2].y = Math.random() * n * 0.3
        
        // depth
        var depth = maker.makeDepth(bar.Close, n, y)
        cfgF.series[0].data = depth.Bids
        cfgF.series[1].data = depth.Asks
        
        // column
        var arrAskAmount = []
        var arrBidAmount = []
        _.each(depth.Asks, function(ask) {
            arrAskAmount.push(ask[1])
        })
        _.each(depth.Bids, function(bid) {
            arrBidAmount.push(bid[1])
        })
        cfgG.series[0].data = arrAskAmount
        cfgG.series[1].data = arrBidAmount
        
        // 交互测试实时添加图表数据
        var cmd = GetCommand()
        if (cmd) {
            Log("接收到命令:", cmd)
            var arr = cmd.split(":")
            if (arr[0] == "buy") {
                chart.add(8, {x: time, color: "red", shape: "circlepin", title: "买", text: bar.Close + " 买入 " + arr[1]})
            } else if (arr[0] == "sell") {
                chart.add(8, {x: time, color: "green", shape: "circlepin", title: "卖出", text: bar.Close + " 卖出 " + arr[1]})
            }
        }
        
        chart.update([cfgA, cfgB, cfgC, cfgD, cfgE, cfgF, cfgG])
        var picture = "`data:image/png;base64,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`"
        var tbl = {type : "table", title : "test", cols : ["test"], rows : []}
        tbl.rows.push([picture])
        LogStatus(_D(), "\n", "`" + JSON.stringify(tbl) + "`")
        Sleep(1000 * 2)
    }
}

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