chengglbdata v0.0.1

地面填图组件0.01版本

使用方式

npm install glbdata
import glbdata from 'glbdata'
import 'GlbData.css'
<glbdata :current="配置"></glbdata> 配置看下面使用配置中的（1）

使用配置

（1）组件中要传入参数 ###{ "id": "GlbData", "name": "地面填图", "title": "地面填图", "type": "GlbData", "url": "/data/20230710000000", // 数据地址 必填 "icon": "left_dimian", "elements": { "label": "24h气温", "name": "T24", "value": "TEM_ChANGE_24h", "color": "#ff4949", "disabled": false }, { "label": "高云云状", "name": "CH", "value": "CLO_Fome_High", "color": "#333333", "disabled": false }, { "label": "24h变压", "name": "P24", "value": "PRS_Change_24h", "color": "#005ddb", "disabled": false }, { "label": "", "name": "", "value": "", "color": "#333333", "disabled": true }, { "label": "气温", "name": "T", "value": "TEM", "color": "#ff4949", "disabled": false }, { "label": "中云云状", "name": "CM", "value": "CLO_FOME_MID", "color": "#333333", "disabled": false }, { "label": "气压", "name": "P", "value": "PRS", "color": "#005ddb", "disabled": false }, { "label": "海平面气压", "name": "Sp", "value": "PRS_Sea", "color": "#00b009", "disabled": false }, { "label": "天气现象", "name": "ww", "value": "WEP_Now", "color": "#333333", "disabled": false }, { "label": "总云量", "name": "N", "value": "CLO_Cov", "color": "#333333", "disabled": false }, { "label": "3h变压", "name": "P3", "value": "PRS_Change_3h", "color": "#005ddb", "disabled": false }, { "label": "露点温度", "name": "Td", "value": "DPT", "color": "#00b009", "disabled": false }, { "label": "低云云状", "name": "CL", "value": "CLO_Fome_Low", "color": "#333333", "disabled": false }, { "label": "过去天气现象1", "name": "W1", "value": "WEP_Past_1", "color": "#333333", "disabled": false }, { "label": "过去天气现象2", "name": "W2", "value": "WEP_Past_2", "color": "#333333", "disabled": false }, { "label": "能见度", "name": "VV", "value": "VIS", "color": "#ff4949", "disabled": false }, { "label": "低云云高", "name": "h", "value": "CLO_Height_LoM", "color": "#333333", "disabled": false }, { "label": "低云量", "name": "Nh", "value": "CLO_Cov_Low", "color": "#fe00f5", "disabled": false }, { "label": "过去6h降水", "name": "R6", "value": "PRE_6h", "color": "#00b009", "disabled": false }, { "label": "站号", "name": "Std", "value": "Station_Id_C", "color": "#00b009", "disabled": false } , "showHide": true, "Opacity": 1 }, （2）在publish中创建data文件夹里面放入需要的数据 （i）地址（必须）：/data/icons/Icons.json { "href": "data:image/png;base64,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" } （ii）：地址（必须）：/data/icons/winds_svg.json { "data": [ { "01": "<line x1=\"0.188405797\" y1=\"3.77777778\" x2=\"0.188405797\" y2=\"35\"><line x1=\"6.4057971\" y1=\"0\" x2=\"0\" y2=\"4\" stroke-linecap=\"round\">", "02": "<line x1=\"0.188405797\" y1=\"7.77777778\" x2=\"0.188405797\" y2=\"35\"><line x1=\"13\" y1=\"0\" x2=\"0.188405797\" y2=\"7.77777778\" stroke-linecap=\"round\" stroke-linejoin=\"round\">", "03": "<line x1=\"0.188405797\" y1=\"7.77777778\" x2=\"0.188405797\" y2=\"35\"><line x1=\"13\" y1=\"0\" x2=\"0.188405797\" y2=\"7.77777778\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><line x1=\"7.4057971\" y1=\"7\" x2=\"1\" y2=\"10.9325125\" stroke-linecap=\"round\">", "04": "<line x1=\"0.188405797\" y1=\"7.77777778\" x2=\"0.188405797\" y2=\"35\"><line x1=\"13\" y1=\"0\" x2=\"0.188405797\" y2=\"7.77777778\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><line x1=\"13\" y1=\"3.88888889\" x2=\"0.188405797\" y2=\"11.6666667\" stroke-linecap=\"round\" stroke-linejoin=\"round\">", "05": "<line x1=\"0.188405797\" y1=\"7.77777778\" x2=\"0.188405797\" y2=\"35\"><line x1=\"13\" y1=\"0\" x2=\"0.188405797\" y2=\"7.77777778\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><line x1=\"13\" y1=\"3.88888889\" x2=\"0.188405797\" y2=\"11.6666667\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><line x1=\"7.4057971\" y1=\"11\" x2=\"1\" y2=\"14.9325125\" stroke-linecap=\"round\">", "06": "<g transform=\"translate(-17, 0)\" stroke=\"#000000\" stroke-width=\"2\"><line x1=\"17.1884058\" y1=\"7.77777778\" x2=\"17.1884058\" y2=\"35\" stroke=\"#000000\" stroke-width=\"2\"><line x1=\"30\" y1=\"0\" x2=\"17.1884058\" y2=\"7.77777778\" stroke=\"#000000\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><line x1=\"30\" y1=\"3.88888889\" x2=\"17.1884058\" y2=\"11.6666667\" stroke=\"#000000\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><line x1=\"30\" y1=\"7.77777778\" x2=\"17.1884058\" y2=\"15.5555556\" stroke=\"#000000\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\">", "07": "<g transform=\"translate(-17, 0)\" stroke=\"#000000\" stroke-width=\"2\"><line x1=\"17.1884058\" y1=\"7.77777778\" x2=\"17.1884058\" y2=\"35\" stroke=\"#000000\" stroke-width=\"2\"><line x1=\"30\" y1=\"0\" x2=\"17.1884058\" y2=\"7.77777778\" stroke=\"#000000\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><line x1=\"30\" y1=\"3.88888889\" x2=\"17.1884058\" y2=\"11.6666667\" stroke=\"#000000\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><line x1=\"30\" y1=\"7.77777778\" x2=\"17.1884058\" y2=\"15.5555556\" stroke=\"#000000\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><line x1=\"24.4057971\" y1=\"15\" x2=\"18\" y2=\"18.9325125\" stroke=\"#000000\" stroke-width=\"2\" stroke-linecap=\"round\">", "08": "<g transform=\"translate(-17, 0)\" stroke=\"#000000\" stroke-width=\"2\"><line x1=\"17.1884058\" y1=\"7.77777778\" x2=\"17.1884058\" y2=\"35\" stroke=\"#000000\" stroke-width=\"2\"><line x1=\"30\" y1=\"0\" x2=\"17.1884058\" y2=\"7.77777778\" stroke=\"#000000\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><line x1=\"30\" y1=\"3.88888889\" x2=\"17.1884058\" y2=\"11.6666667\" stroke=\"#000000\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><line x1=\"30\" y1=\"7.77777778\" x2=\"17.1884058\" y2=\"15.5555556\" stroke=\"#000000\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><line x1=\"30\" y1=\"11.6666667\" x2=\"17.1884058\" y2=\"19.4444444\" stroke=\"#000000\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\">", "09": "<g transform=\"translate(-17, 0)\" stroke=\"#000000\" stroke-width=\"2\"><line x1=\"17.1884058\" y1=\"7.77777778\" x2=\"17.1884058\" y2=\"35\" stroke=\"#000000\" stroke-width=\"2\"><line x1=\"30\" y1=\"0\" x2=\"17.1884058\" y2=\"7.77777778\" stroke=\"#000000\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><line x1=\"30\" y1=\"3.88888889\" x2=\"17.1884058\" y2=\"11.6666667\" stroke=\"#000000\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><line x1=\"30\" y1=\"7.77777778\" x2=\"17.1884058\" y2=\"15.5555556\" stroke=\"#000000\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><line x1=\"30\" y1=\"11.6666667\" x2=\"17.1884058\" y2=\"19.4444444\" stroke=\"#000000\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><line x1=\"24.4057971\" y1=\"19.2024624\" x2=\"18\" y2=\"23.1349749\" stroke=\"#000000\" stroke-width=\"2\" stroke-linecap=\"round\">", "10": "<g transform=\"translate(-17, 0)\" stroke=\"#000000\" stroke-width=\"2\"> <line x1=\"17.1884058\" y1=\"7.77777778\" x2=\"17.1884058\" y2=\"35\" stroke=\"#000000\" stroke-width=\"2\"><line x1=\"17.1884058\" y1=\"7.77777778\" x2=\"17.1884058\" y2=\"35\" stroke=\"#000000\" stroke-width=\"2\"><line x1=\"30\" y1=\"0\" x2=\"17.1884058\" y2=\"7.77777778\" stroke=\"#000000\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><line x1=\"30\" y1=\"3.88888889\" x2=\"17.1884058\" y2=\"11.6666667\" stroke=\"#000000\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><line x1=\"30\" y1=\"7.77777778\" x2=\"17.1884058\" y2=\"15.5555556\" stroke=\"#000000\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><line x1=\"30\" y1=\"11.6666667\" x2=\"17.1884058\" y2=\"19.4444444\" stroke=\"#000000\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><line x1=\"30\" y1=\"15.5555556\" x2=\"17.1884058\" y2=\"23.3333333\" stroke=\"#000000\" stroke-width=\"2\" stroke-linecap=\"round\" stroke-linejoin=\"round\">", "11": "<line x1=\"0.188405797\" y1=\"7.47241225\" x2=\"0.188405797\" y2=\"35\"><path d=\"M0.188405797,7.11455361 L0.214782609,1.0860119 C0.211890536,0.880052912 0.297049276,0.683451383 0.447109366,0.549651262 C0.597169455,0.41585114 0.796536398,0.35875716 0.991014493,0.393889689 L12.5855072,0.000638435254 C12.6895609,-0.00804902703 12.7806612,0.0729406804 12.7889855,0.181534013 C12.7973098,0.290127345 12.7197058,0.385202218 12.6156522,0.393889689 L0.188405797,7.11455361 Z\" stroke-linecap=\"round\"><line x1=\"7.39017082\" y1=\"7\" x2=\"0.933696806\" y2=\"10.8554304\" stroke-linecap=\"round\" transform=\"translate(4.1619, 8.9277) rotate(-1) translate(-4.1619, -8.9277)\">", "12": "<line x1=\"0.221653879\" y1=\"7.47241225\" x2=\"0.221653879\" y2=\"35\"><path d=\"M0.188405797,7.11455361 L0.214782609,1.0860119 C0.211890536,0.880052912 0.297049276,0.683451383 0.447109366,0.549651262 C0.597169455,0.41585114 0.796536398,0.35875716 0.991014493,0.393889689 L12.5855072,0.000638435254 C12.6895609,-0.00804902703 12.7806612,0.0729406804 12.7889855,0.181534013 C12.7973098,0.290127345 12.7197058,0.385202218 12.6156522,0.393889689 L0.188405797,7.11455361 Z\" stroke-linecap=\"round\"><line x1=\"13\" y1=\"3.53989972\" x2=\"0.188405797\" y2=\"11.4049248\" stroke-linecap=\"round\">", "13": "<line x1=\"0.221653879\" y1=\"7.47241225\" x2=\"0.221653879\" y2=\"35\"><path d=\"M0.188405797,7.11455361 L0.214782609,1.0860119 C0.211890536,0.880052912 0.297049276,0.683451383 0.447109366,0.549651262 C0.597169455,0.41585114 0.796536398,0.35875716 0.991014493,0.393889689 L12.5855072,0.000638435254 C12.6895609,-0.00804902703 12.7806612,0.0729406804 12.7889855,0.181534013 C12.7973098,0.290127345 12.7197058,0.385202218 12.6156522,0.393889689 L0.188405797,7.11455361 Z\" stroke-linecap=\"round\"><line x1=\"13\" y1=\"3.53989972\" x2=\"0.188405797\" y2=\"11.4049248\" stroke-linecap=\"round\"><line x1=\"7.4057971\" y1=\"11\" x2=\"1\" y2=\"14.9325125\" stroke-linecap=\"round\">", "14": "<line x1=\"0.221653879\" y1=\"7.47241225\" x2=\"0.221653879\" y2=\"35\"><path d=\"M0.188405797,7.11455361 L0.214782609,1.0860119 C0.211890536,0.880052912 0.297049276,0.683451383 0.447109366,0.549651262 C0.597169455,0.41585114 0.796536398,0.35875716 0.991014493,0.393889689 L12.5855072,0.000638435254 C12.6895609,-0.00804902703 12.7806612,0.0729406804 12.7889855,0.181534013 C12.7973098,0.290127345 12.7197058,0.385202218 12.6156522,0.393889689 L0.188405797,7.11455361 Z\" stroke-linecap=\"round\"><line x1=\"13\" y1=\"3.53989972\" x2=\"0.188405797\" y2=\"11.4049248\" stroke-linecap=\"round\"><line x1=\"13\" y1=\"7.47241225\" x2=\"0.188405797\" y2=\"15.3374373\" stroke-linecap=\"round\">", "15": "<line x1=\"0.221653879\" y1=\"7.47241225\" x2=\"0.221653879\" y2=\"35\"><path d=\"M0.188405797,7.11455361 L0.214782609,1.0860119 C0.211890536,0.880052912 0.297049276,0.683451383 0.447109366,0.549651262 C0.597169455,0.41585114 0.796536398,0.35875716 0.991014493,0.393889689 L12.5855072,0.000638435254 C12.6895609,-0.00804902703 12.7806612,0.0729406804 12.7889855,0.181534013 C12.7973098,0.290127345 12.7197058,0.385202218 12.6156522,0.393889689 L0.188405797,7.11455361 Z\" stroke-linecap=\"round\"><line x1=\"13\" y1=\"3.53989972\" x2=\"0.188405797\" y2=\"11.4049248\" stroke-linecap=\"round\"><line x1=\"13\" y1=\"7.47241225\" x2=\"0.188405797\" y2=\"15.3374373\" stroke-linecap=\"round\"><line x1=\"7.4057971\" y1=\"15\" x2=\"1\" y2=\"18.9325125\" stroke-linecap=\"round\">", "16": "<line x1=\"0.221653879\" y1=\"7.47241225\" x2=\"0.221653879\" y2=\"35\"><path d=\"M0.188405797,7.11455361 L0.214782609,1.0860119 C0.211890536,0.880052912 0.297049276,0.683451383 0.447109366,0.549651262 C0.597169455,0.41585114 0.796536398,0.35875716 0.991014493,0.393889689 L12.5855072,0.000638435254 C12.6895609,-0.00804902703 12.7806612,0.0729406804 12.7889855,0.181534013 C12.7973098,0.290127345 12.7197058,0.385202218 12.6156522,0.393889689 L0.188405797,7.11455361 Z\" stroke-linecap=\"round\"><line x1=\"13\" y1=\"3.53989972\" x2=\"0.188405797\" y2=\"11.4049248\" stroke-linecap=\"round\"><line x1=\"13\" y1=\"7.47241225\" x2=\"0.188405797\" y2=\"15.3374373\" stroke-linecap=\"round\"><line x1=\"13\" y1=\"11.4049248\" x2=\"0.188405797\" y2=\"19.2699499\" stroke-linecap=\"round\">", "17": "<line x1=\"0.221653879\" y1=\"7.47241225\" x2=\"0.221653879\" y2=\"35\"><path d=\"M0.188405797,7.11455361 L0.214782609,1.0860119 C0.211890536,0.880052912 0.297049276,0.683451383 0.447109366,0.549651262 C0.597169455,0.41585114 0.796536398,0.35875716 0.991014493,0.393889689 L12.5855072,0.000638435254 C12.6895609,-0.00804902703 12.7806612,0.0729406804 12.7889855,0.181534013 C12.7973098,0.290127345 12.7197058,0.385202218 12.6156522,0.393889689 L0.188405797,7.11455361 Z\" stroke-linecap=\"round\"><line x1=\"13\" y1=\"3.53989972\" x2=\"0.188405797\" y2=\"11.4049248\" stroke-linecap=\"round\"><line x1=\"13\" y1=\"7.47241225\" x2=\"0.188405797\" y2=\"15.3374373\" stroke-linecap=\"round\"><line x1=\"13\" y1=\"11.4049248\" x2=\"0.188405797\" y2=\"19.2699499\" stroke-linecap=\"round\"><line x1=\"7.4057971\" y1=\"19\" x2=\"1\" y2=\"22.9325125\" stroke-linecap=\"round\">", "18": "<line x1=\"0.221653879\" y1=\"7.47241225\"