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create mode 100644 uni_modules/uview-ui/libs/util/async-validator.js create mode 100644 uni_modules/uview-ui/libs/util/calendar.js create mode 100644 uni_modules/uview-ui/libs/util/dayjs.js create mode 100644 uni_modules/uview-ui/libs/util/emitter.js create mode 100644 uni_modules/uview-ui/libs/util/route.js create mode 100644 uni_modules/uview-ui/package.json create mode 100644 uni_modules/uview-ui/theme.scss create mode 100644 utils/tools.js diff --git a/.gitignore b/.gitignore new file mode 100644 index 0000000..44e168b --- /dev/null +++ b/.gitignore @@ -0,0 +1,26 @@ +# See https://help.github.com/articles/ignoring-files/ for more about ignoring files. + +# dependencies +node_modules/ +/.pnp +.pnp.js +unpackage/ + +# testing +/coverage + +# production +/build + +# misc +.DS_Store +.env.local +.env.development.local +.env.test.local +.env.production.local + +npm-debug.log* +yarn-debug.log* +yarn-error.log* +yarn.lock +build.7z diff --git a/.hbuilderx/launch.json b/.hbuilderx/launch.json new file mode 100644 index 0000000..07d9281 --- /dev/null +++ b/.hbuilderx/launch.json @@ -0,0 +1,23 @@ +{ + // launch.json 配置了启动调试时相关设置，configurations下节点名称可为 app-plus/h5/mp-weixin/mp-baidu/mp-alipay/mp-qq/mp-toutiao/mp-360/ + // launchtype项可配置值为local或remote, local代表前端连本地云函数，remote代表前端连云端云函数 + "version" : "0.0", + "configurations" : [ + { + "app-plus" : { + "launchtype" : "local" + }, + "default" : { + "launchtype" : "local" + }, + "mp-weixin" : { + "launchtype" : "local" + }, + "type" : "uniCloud" + }, + { + "playground" : "standard", + "type" : "uni-app:app-android" + } + ] +} diff --git a/.vscode/settings.json b/.vscode/settings.json new file mode 100644 index 0000000..fe5bd20 --- /dev/null +++ b/.vscode/settings.json @@ -0,0 +1,4 @@ +{ + "editor.formatOnSave": true, + "editor.formatOnPaste": true +} \ No newline at end of file diff --git a/App.vue b/App.vue new file mode 100644 index 0000000..3069563 --- /dev/null +++ b/App.vue @@ -0,0 +1,92 @@ + + + diff --git a/compent/formZdy/index.vue b/compent/formZdy/index.vue new file mode 100644 index 0000000..b9140c7 --- /dev/null +++ b/compent/formZdy/index.vue @@ -0,0 +1,97 @@ + + + \ No newline at end of file diff --git a/index.html b/index.html new file mode 100644 index 0000000..b507463 --- /dev/null +++ b/index.html @@ -0,0 +1,26 @@ + + + + + + + + + + + + +
+ + + diff --git a/main.js b/main.js new file mode 100644 index 0000000..cc81e61 --- /dev/null +++ b/main.js @@ -0,0 +1,56 @@ +// #ifndef VUE3 +import Vue from 'vue' +import uView from '@/uni_modules/uview-ui' +Vue.use(uView) +import App from './App' +import { + $http +} from '@escook/request-miniprogram' +Vue.config.productionTip = false +uni.$http = $http +$http.baseUrl = 'http://local.gunshiiot.com:18083' +// 请求拦截器 +$http.beforeRequest = function (options) { + if (options.url.indexOf('/doLogin') == -1) { + options.header = { + 'Authorization': 'Bearer ' + uni.getStorageSync('Gs-Token') + } + } +} +// 响应拦截器 +$http.afterRequest = function (options) { + if (options.data.code == 405) { + uni.redirectTo({ + url: '/pages/login/login' + }) + } + // uni.hideLoading() +} +uni.$showMsg = function (title = '数据请求失败了', duration = 1500) { + return uni.showToast({ + title, + duration, + icon: 'none' + }) +} +Vue.config.productionTip = false +App.mpType = 'app' + +const app = new Vue({ + ...App +}) +app.$mount() +// #endif + +// #ifdef VUE3 +import { + createSSRApp +} from 'vue' +import App from './App.vue' +export function createApp() { + const app = createSSRApp(App) + return { + app + } +} +// #endif \ No newline at end of file diff --git a/manifest.json b/manifest.json new file mode 100644 index 0000000..a86662d --- /dev/null +++ b/manifest.json @@ -0,0 +1,125 @@ +{ + "name" : "小玉潭水库", + "appid" : "__UNI__7573222", + "description" : "", + "versionName" : "1.0.0", + "versionCode" : 1, + "transformPx" : false, + "app-plus" : { + /* 5+App特有相关 */ + "usingComponents" : true, + "nvueCompiler" : "uni-app", + "nvueStyleCompiler" : "uni-app", + "splashscreen" : { + "alwaysShowBeforeRender" : true, + "waiting" : true, + "autoclose" : true, + "delay" : 0 + }, + "modules" : { + "VideoPlayer" : {}, + "Messaging" : {}, + "Camera" : {}, + "Maps" : {}, + "Contacts" : {} + }, + /* 模块配置 */ + "distribute" : { + /* 应用发布信息 */ + "android" : { + /* android打包配置 */ + "permissions" : [ + "", + "", + "", + "", + "", + "", + "", + "", + "", + "", + "", + "", + "", + "", + "", + "" + ] + }, + "ios" : { + "dSYMs" : false + }, + /* ios打包配置 */ + "sdkConfigs" : { + "ad" : {}, + "maps" : { + "amap" : { + "name" : "4799ff37874e604a22b910b44ca948e5", + "appkey_ios" : "755dafdf984df7a1609fb30f6861bd17", + "appkey_android" : "755dafdf984df7a1609fb30f6861bd17" + } + } + }, + "splashscreen" : { + "androidStyle" : "common" + }, + "icons" : { + "android" : { + "hdpi" : "unpackage/res/icons/72x72.png", + "xhdpi" : "unpackage/res/icons/96x96.png", + "xxhdpi" : "unpackage/res/icons/144x144.png", + "xxxhdpi" : "unpackage/res/icons/192x192.png" + }, + "ios" : { + "appstore" : "unpackage/res/icons/1024x1024.png", + "ipad" : { + "app" : "unpackage/res/icons/76x76.png", + "app@2x" : "unpackage/res/icons/152x152.png", + "notification" : "unpackage/res/icons/20x20.png", + "notification@2x" : "unpackage/res/icons/40x40.png", + "proapp@2x" : "unpackage/res/icons/167x167.png", + "settings" : "unpackage/res/icons/29x29.png", + "settings@2x" : "unpackage/res/icons/58x58.png", + "spotlight" : "unpackage/res/icons/40x40.png", + "spotlight@2x" : "unpackage/res/icons/80x80.png" + }, + "iphone" : { + "app@2x" : "unpackage/res/icons/120x120.png", + "app@3x" : "unpackage/res/icons/180x180.png", + "notification@2x" : "unpackage/res/icons/40x40.png", + "notification@3x" : "unpackage/res/icons/60x60.png", + "settings@2x" : "unpackage/res/icons/58x58.png", + "settings@3x" : "unpackage/res/icons/87x87.png", + "spotlight@2x" : "unpackage/res/icons/80x80.png", + "spotlight@3x" : "unpackage/res/icons/120x120.png" + } + } + } + } + }, + /* SDK配置 */ + "quickapp" : {}, + /* 快应用特有相关 */ + "mp-weixin" : { + /* 小程序特有相关 */ + "appid" : "", + "setting" : { + "urlCheck" : false + }, + "usingComponents" : true + }, + "vueVersion" : "2", + "h5" : { + "template" : "template.html", + "sdkConfigs" : { + "maps" : { + "amap" : { + "key" : "4799ff37874e604a22b910b44ca948e5", + "securityJsCode" : "", + 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"webworkify-webpack": { + "version": "2.1.5", + "resolved": "https://registry.npmjs.org/webworkify-webpack/-/webworkify-webpack-2.1.5.tgz", + "integrity": "sha512-2akF8FIyUvbiBBdD+RoHpoTbHMQF2HwjcxfDvgztAX5YwbZNyrtfUMgvfgFVsgDhDPVTlkbb5vyasqDHfIDPQw==" + }, + "zrender": { + "version": "4.3.2", + "resolved": "https://registry.npmjs.org/zrender/-/zrender-4.3.2.tgz", + "integrity": "sha512-bIusJLS8c4DkIcdiK+s13HiQ/zjQQVgpNohtd8d94Y2DnJqgM1yjh/jpDb8DoL6hd7r8Awagw8e3qK/oLaWr3g==" + } + } +} diff --git a/package.json b/package.json new file mode 100644 index 0000000..547af8c --- /dev/null +++ b/package.json @@ -0,0 +1,11 @@ +{ + "dependencies": { + "@amap/amap-jsapi-loader": "^1.0.1", + "@escook/request-miniprogram": "^0.2.1", + "crypto-js": "^4.2.0", + "echarts": "^4.9.0", + "es6-promise": "^4.2.8", + "flv.js": "^1.6.2", + "moment": "^2.30.1" + } +} diff --git a/pages.json b/pages.json new file mode 100644 index 0000000..2119879 --- /dev/null +++ b/pages.json @@ -0,0 +1,253 @@ +{ + "easycom": { + "^u-(.*)": "@/uni_modules/uview-ui/components/u-$1/u-$1.vue" + }, + "pages": [{ + "path": "pages/login/login", + "style": { + "navigationBarTitleText": "" + } + }, + { + "path": "pages/upgrade/index", + "style": { + "navigationBarTitleText": "", + "navigationStyle": "custom", + "app-plus": { + "bounce": "none", + "animationType": "none", + "background": "transparent" + } + } + }, + + { + "path": "pages/xcrw/index", + "style": { + "navigationBarTitleText": "" + } + }, + { + "path": "pages/xcrw/detail/index", + "style": { + "navigationBarTitleText": "" + } + }, + { + "path": "pages/stlljk/index", + "style": { + "navigationBarTitleText": "" + } + }, + { + "path": "pages/spjk/index", + "style": { + "navigationBarTitleText": "" + } + }, + { + "path": "pages/spjk/spbf/index", + "style": { + "navigationBarTitleText": "" + } + }, + { + "path": "pages/aqjc/index", + "style": { + "navigationBarTitleText": "" + } + }, + { + "path": "pages/homeIndex/index", + "style": { + "navigationBarTitleText": "", + "enablePullDownRefresh": true, + "app-plus": { + "pullToRefresh": { + "support": true, + "style": "default", + "offset": "70px" + } + } + } + }, + + { + "path": "pages/mypage/mypage", + "style": { + "navigationBarTitleText": "" + } + }, + { + "path": "pages/mypage/compents/wtcl/index", + "style": { + "navigationBarTitleText": "" + } + }, + { + "path": "pages/mypage/compents/wxyh/index", + "style": { + "navigationBarTitleText": "" + } + }, + { + "path": "pages/mypage/compents/wxyh/formZdy/index", + "style": { + "navigationBarTitleText": "" + } + }, + { + "path": "pages/mypage/compents/xcrw/index", + "style": { + "navigationBarTitleText": "" + } + }, + { + "path": "pages/mypage/compents/wtcl/detail/index", + "style": { + "navigationBarTitleText": "" + } + }, + { + "path": "pages/mypage/compents/xcrw/detail/index", + "style": { + "navigationBarTitleText": "" + } + }, + { + "path": "pages/personInfo/personInfo", + "style": { + "navigationBarTitleText": "" + } + }, + { + "path": "pages/modifyPassword/modifyPassword", + "style": { + "navigationBarTitleText": "" + } + }, + + { + "path": "pages/wxyh/index", + "style": { + "navigationBarTitleText": "" + } + }, + { + "path": "pages/wtcl/index", + "style": { + "navigationBarTitleText": "" + } + }, + { + "path": "pages/wtcl/detail/index", + "style": { + "navigationBarTitleText": "" + } + }, + { + "path": "pages/yj/index", + "style": { + "navigationBarTitleText": "" + } + }, + { + "path": "pages/yj/detail/qxyj", + "style": { + "navigationBarTitleText": "" + } + }, + { + "path": "pages/yj/detail/wyyj", + "style": { + "navigationBarTitleText": "" + } + }, + { + "path": "pages/yj/detail/aiyj", + "style": { + "navigationBarTitleText": "" + } + }, + { + "path": "pages/messageList/index", + "style": { + "navigationBarTitleText": "" + } + }, + { + "path": "pages/messageList/detail/index", + "style": { + "navigationBarTitleText": "" + } + }, + { + "path": "pages/skInfo/detail/index", + "style": { + "navigationBarTitleText": "" + } + }, + { + "path": "pages/skInfo/waterDatail/index", + "style": { + "navigationBarTitleText": "" + } + }, + { + "path": "pages/ylzList/detail/index", + "style": { + "navigationBarTitleText": "" + } + } + + ], + "usingComponents": { + "map": "/uni_modules/@dcloudio/uni-map/components/uni-map/uni-map" + }, + + "tabBar": { + "color": "#333333", + "selectedColor": "#59A7FF", + "list": [{ + "pagePath": "pages/homeIndex/index", + "iconPath": "/static/tabs/home.png", + "selectedIconPath": "static/tabs/home2.png", + "text": "首页" + }, + { + "pagePath": "pages/mypage/mypage", + "iconPath": "/static/images/my2_icon@2x.png", + "selectedIconPath": "static/images/my2_icon@2x2.png", + "text": "我的" + } + ] + }, + "globalStyle": { + "navigationBarTextStyle": "black", + "navigationBarTitleText": "uni-app", + "navigationBarBackgroundColor": "#F8F8F8", + "backgroundColor": "#F8F8F8", + "backgroundColorTop": "transparent", + "navigationStyle": "custom", + "app-plus": { + "background": "#efeff4" + } + }, + "subPackages": [{ + "root": "subpkg", + "pages": [{ + "path": "rainDetail/rainDetail" + }] + }], + "globalStyle": { + "navigationBarTextStyle": "black", + "navigationBarTitleText": "uni-app", + "navigationBarBackgroundColor": "#F8F8F8", + "backgroundColor": "#F8F8F8", + "backgroundColorTop": "transparent", + "navigationStyle": "custom", + "app-plus": { + "background": "#efeff4" + } + } +} \ No newline at end of file diff --git a/pages/addressBook/addressBook.vue b/pages/addressBook/addressBook.vue new file mode 100644 index 0000000..02120d9 --- /dev/null +++ b/pages/addressBook/addressBook.vue @@ -0,0 +1,329 @@ + + + + + diff --git a/pages/addressBook/follow.vue b/pages/addressBook/follow.vue new file mode 100644 index 0000000..de2078d --- /dev/null +++ b/pages/addressBook/follow.vue @@ -0,0 +1,159 @@ + + + + + diff --git a/pages/addressBook/myDept.vue b/pages/addressBook/myDept.vue new file mode 100644 index 0000000..ea38bfd --- /dev/null +++ b/pages/addressBook/myDept.vue @@ -0,0 +1,189 @@ + + + + + diff --git a/pages/aqjc/dataUrl/index.js b/pages/aqjc/dataUrl/index.js new file mode 100644 index 0000000..ab1b093 --- /dev/null +++ b/pages/aqjc/dataUrl/index.js @@ -0,0 +1,3 @@ +export const imageUrl060 = 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+export const imageUrl090 = 'data:image/png;base64,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'; +export const rule = 'data:image/png;base64,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' \ No newline at end of file diff --git a/pages/aqjc/index.vue b/pages/aqjc/index.vue new file mode 100644 index 0000000..86f66eb --- /dev/null +++ b/pages/aqjc/index.vue @@ -0,0 +1,444 @@ + + + + + \ No newline at end of file diff --git a/pages/aqjc/jcsjTable.vue b/pages/aqjc/jcsjTable.vue new file mode 100644 index 0000000..b112041 --- /dev/null +++ b/pages/aqjc/jcsjTable.vue @@ -0,0 +1,120 @@ + + + + + \ No newline at end of file diff --git a/pages/aqjc/jrxOptions.js b/pages/aqjc/jrxOptions.js new file mode 100644 index 0000000..c5d588b --- /dev/null +++ b/pages/aqjc/jrxOptions.js @@ -0,0 +1,321 @@ + +import { imageUrl060,imageUrl090,rule } from './dataUrl' + +export default function jrxOptions(data = {}, type = "1") { + const yMin = type == "1" ? 147 : type == "2" ? 146 : 146; + const yMax = type == "1" ? 209 : type == "2" ? 210 : 210; + const type1 = ["SY05", "SY06", "SY07", "SY08"] + const type2 = ["SY09","SY10","SY11","SY12"] + const alltype = type == "1" ? type1 : type == "2" ? type2 : type2; + // 字体颜色 + const textColor = '#666' + const imageUrl = type == "1" ? imageUrl060: + type == "2" ? imageUrl090 : imageUrl090; + const xValue = type == "1" ? (((data?.rz - 169) + 0.65 * 14) / 0.65): + type == "2" ?(((data?.rz - 169) + 0.85 * 14) / 0.84) :(((data?.rz - 169) + 0.84 * 14) / 0.84) + const rz = data?.rz ? + [[xValue, data?.rz], [0, data?.rz], ] : + [] + const rz1 = data?.rz ? + [[0,169],[14, 169], [xValue, data?.rz]] : + [] + const gz1 = data[alltype[0]] ? + type == "1" ? [[57.6, 158], [57.6, data[alltype[0]]]] : + type == "2" ? [[52.6, 158], [52.6, data[alltype[0]]]] : + [[52.6, 158], [52.6, data[alltype[0]]]] + : []; + + const gz2 = data[alltype[1]] ? + type == "1" ? [[60.6, 158], [60.6, data[alltype[1]]]] : + type == "2" ? [[55.6, 158], [55.6, data[alltype[1]]]] : + [[53.6, 158], [53.6, data[alltype[1]]]] : + []; + const gz3 = data[alltype[2]] ? + type == "1" ? [[82, 161], [82, data[alltype[2]]]] : + type == "2" ? [[66.5, 162], [66.5, data[alltype[2]]]] : + [[73, 161], [73, data[alltype[2]]]] : []; + + const gz4 = data[alltype[3]] ? + type == "1" ? [[96.6, 166], [96.6, data[alltype[3]]]] : + type == "2" ? [[77, 161], [77, data[alltype[3]]]] : + [[85, 166], [85, data[alltype[3]]]] : []; + + const line = data?.rz ? + type == "1" ? + [ + [xValue, data?.rz], + [57.6, data[alltype[0]]], + [60.6, data[alltype[1]]], + [82, data[alltype[2]]], + [96.6, data[alltype[3]]] + ] : + type == "2" ? + [ + [xValue, data?.rz], + [52.6, data[alltype[0]]], + [55.6, data[alltype[1]]], + [66.5, data[alltype[2]]], + [77, data[alltype[3]]] + ] : + [ + [xValue, data?.rz], + [52.6, data[alltype[0]]], + [55.6, data[alltype[1]]], + [73, data[alltype[2]]], + [85, data[alltype[3]]] + ] + : [] + + let eopts = { + toolbox: { + show: true, + feature: { + saveAsImage: { + show: true, + excludeComponents: ['toolbox'], + pixelRatio: 2, + name:"测值图" + }, + }, + right: "10%", + top:"4%" + }, + graphic: [ + { + type: 'image', + left: '5%', + top: 0, + bottom:0, + z: 1, + bounding: 'raw', + style: { + image: imageUrl, + width: 1310, + height: 380 + } + }, + { + type: 'image', + // id: 'background', + left: '5%', + bottom:"5%", + z: 1, + bounding: 'all', + style: { + image: rule, + width: 10, + height: 450 + } + } + ], + grid: { + top: '0%', + left: '2%', + right: '5%', + bottom: '0%', + containLabel: true + }, + xAxis: { + min: 0, + max:100, + axisLabel: { + show:false, + // 坐标轴字体颜色 + color: textColor, + fontSize: 18 + }, + axisLine: { + show:false, + lineStyle: { + color: textColor + } + }, + axisTick: { + // y轴刻度线 + show: false + }, + splitLine: { + // 网格 + show: false + }, + boundaryGap: false + }, + yAxis: { + type: 'value', + min: yMin, + max: yMax, + interval:5, + // data:[155,160,180,190,210], + nameTextStyle: { + color: '#333', + fontSize: 18, + padding: [0, 0, 0, 80] + }, + axisLabel: { + // 坐标轴字体颜色 + color: textColor, + fontSize: 18, + showMinLabel: false, + showMaxLabel: false + }, + axisLine: { + show: false + }, + axisTick: { + // y轴刻度线 + show: false + }, + splitLine: { + // 网格 + show: false, + lineStyle: { + color: '#CCCCCC', + type: 'dashed' + } + } + }, + } + let chartData = { + series: [ + // 和大坝坡面重合的线 斜率为0.75 + { + + type: 'line', + symbol: 'none', + symbolSize: 10, + z: 1, + itemStyle: { + color: '#fff' + }, + lineStyle: { + color: '#fff' + }, + areaStyle: { + origin: "end", + color: 'rgba(0, 128, 255, 0.3)' // 设置区域填充颜色 + }, + data:[...rz,...rz1] + + }, + { + + type: 'line', + symbol: 'none', + symbolSize: 10, + z: 1, + itemStyle: { + color: '#5487FF' + }, + lineStyle: { + color: '#5487FF' + }, + markPoint: { + data: [{ type: 'max',x:"20%", coord: [xValue, data?.rz] }], + symbol: 'pin', + symbolSize: [30, 10], + itemStyle: { + color: '#fff', // 标注点颜色 + borderColor: '#ffa500', // 标注点边框颜色 + borderWidth: 0 // 标注点边框宽度 + }, + label: { + show: true, // 是否显示标签 + formatter: "库水位" +data?.rz + "m", // 标签格式 + color: '#5487FF', // 标签文字颜色 + fontSize: 12, // 标签文字大小 + } + }, + data:rz + }, + { + + type: 'line', + symbol: 'none', + symbolSize: 10, + z: 1, + itemStyle: { + color: '#5487FF' + }, + lineStyle: { + color: '#5487FF' + }, + data:rz1 + }, + // 管位 + { + type: 'line', + symbol: 'none', + symbolSize: 10, + z: 1, + itemStyle: { + color: '#5487FF' + }, + lineStyle: { + color: '#5487FF', + width:6 + }, + data: gz1 + }, + { + type: 'line', + symbol: 'none', + symbolSize: 10, + z: 1, + itemStyle: { + color: '#5487FF' + }, + lineStyle: { + color: '#5487FF', + width:6 + }, + data: gz2 + }, + { + type: 'line', + symbol: 'none', + symbolSize: 10, + z: 1, + itemStyle: { + color: '#5487FF' + }, + lineStyle: { + color: '#5487FF', + width:6 + }, + data: gz3 + }, + { + type: 'line', + symbol: 'none', + symbolSize: 10, + z: 1, + itemStyle: { + color: '#5487FF' + }, + lineStyle: { + color: '#5487FF', + width:6 + }, + data: gz4 + }, + // 管位连接线 + { + type: 'line', + symbol: 'none', + symbolSize: 10, + z: 1, + itemStyle: { + color: '#5487FF' + }, + lineStyle: { + color: '#5487FF', + }, + data: line + }, + ] + } + return { + eopts, + chartData + } +} \ No newline at end of file diff --git a/pages/forewarning/forewarning.vue b/pages/forewarning/forewarning.vue new file mode 100644 index 0000000..4024425 --- /dev/null +++ b/pages/forewarning/forewarning.vue @@ -0,0 +1,82 @@ + + + + + diff --git a/pages/forewarning/hd.vue b/pages/forewarning/hd.vue new file mode 100644 index 0000000..c74d60c --- /dev/null +++ b/pages/forewarning/hd.vue @@ -0,0 +1,259 @@ + + + + + diff --git a/pages/forewarning/sh.vue b/pages/forewarning/sh.vue new file mode 100644 index 0000000..f1661fa --- /dev/null +++ b/pages/forewarning/sh.vue @@ -0,0 +1,328 @@ + + + + + diff --git a/pages/forewarning/shInformation/shInformation.vue b/pages/forewarning/shInformation/shInformation.vue new file mode 100644 index 0000000..0903de9 --- /dev/null +++ b/pages/forewarning/shInformation/shInformation.vue @@ -0,0 +1,119 @@ + + + + + diff --git a/pages/forewarning/sk.vue b/pages/forewarning/sk.vue new file mode 100644 index 0000000..cc8fb2f --- /dev/null +++ b/pages/forewarning/sk.vue @@ -0,0 +1,262 @@ + + + + + diff --git a/pages/gqzq/detail/index.vue b/pages/gqzq/detail/index.vue new file mode 100644 index 0000000..7d355e1 --- /dev/null +++ b/pages/gqzq/detail/index.vue @@ -0,0 +1,306 @@ + + + diff --git a/pages/gqzq/gqxx.vue b/pages/gqzq/gqxx.vue new file mode 100644 index 0000000..72feaa2 --- /dev/null +++ b/pages/gqzq/gqxx.vue @@ -0,0 +1,521 @@ + + + diff --git a/pages/gqzq/gqxx/gqxx.vue b/pages/gqzq/gqxx/gqxx.vue new file mode 100644 index 0000000..4de06cb --- /dev/null +++ b/pages/gqzq/gqxx/gqxx.vue @@ -0,0 +1,87 @@ + + + + + diff --git a/pages/gqzq/gqxx/qk.vue b/pages/gqzq/gqxx/qk.vue new file mode 100644 index 0000000..d9ef469 --- /dev/null +++ b/pages/gqzq/gqxx/qk.vue @@ -0,0 +1,316 @@ + + + + + diff --git a/pages/gqzq/gqxx/qkForm.vue b/pages/gqzq/gqxx/qkForm.vue new file mode 100644 index 0000000..f8e22d9 --- /dev/null +++ b/pages/gqzq/gqxx/qkForm.vue @@ -0,0 +1,301 @@ + + + + + diff --git a/pages/gqzq/gqxx/xq.vue b/pages/gqzq/gqxx/xq.vue new file mode 100644 index 0000000..37be643 --- /dev/null +++ b/pages/gqzq/gqxx/xq.vue @@ -0,0 +1,332 @@ + + + + + diff --git a/pages/gqzq/gqxx/xqForm.vue b/pages/gqzq/gqxx/xqForm.vue new file mode 100644 index 0000000..ad6ad37 --- /dev/null +++ b/pages/gqzq/gqxx/xqForm.vue @@ -0,0 +1,311 @@ + + + + + diff --git a/pages/gqzq/index.vue b/pages/gqzq/index.vue new file mode 100644 index 0000000..055146e --- /dev/null +++ b/pages/gqzq/index.vue @@ -0,0 +1,122 @@ + + + diff --git a/pages/gqzq/zqxx.vue b/pages/gqzq/zqxx.vue new file mode 100644 index 0000000..1521c89 --- /dev/null +++ b/pages/gqzq/zqxx.vue @@ -0,0 +1,392 @@ + + + diff --git a/pages/gqzq/zqxx/form.vue b/pages/gqzq/zqxx/form.vue new file mode 100644 index 0000000..37a5224 --- /dev/null +++ b/pages/gqzq/zqxx/form.vue @@ -0,0 +1,352 @@ + + + + + diff --git a/pages/gqzq/zqxx/table.vue b/pages/gqzq/zqxx/table.vue new file mode 100644 index 0000000..fabd5cb --- /dev/null +++ b/pages/gqzq/zqxx/table.vue @@ -0,0 +1,320 @@ + + + + + diff --git a/pages/gqzq/zqxx/zqxx.vue b/pages/gqzq/zqxx/zqxx.vue new file mode 100644 index 0000000..ffa87b0 --- /dev/null +++ b/pages/gqzq/zqxx/zqxx.vue @@ -0,0 +1,51 @@ + + + + + diff --git a/pages/hdDetail/hdDetail.vue b/pages/hdDetail/hdDetail.vue new file mode 100644 index 0000000..a3b2240 --- /dev/null +++ b/pages/hdDetail/hdDetail.vue @@ -0,0 +1,113 @@ + + + + + \ No newline at end of file diff --git a/pages/hdDetail/jcsj/chartOption.js b/pages/hdDetail/jcsj/chartOption.js new file mode 100644 index 0000000..1407b80 --- /dev/null +++ b/pages/hdDetail/jcsj/chartOption.js @@ -0,0 +1,242 @@ + +import echarts from 'echarts/lib/echarts'; + +export default function DrpOption(data=[],wrz,grz) { + const maxVal = Math.max(...data.map(obj => obj.drp)) + const maxSw = Math.max(...data.map(obj => obj.z)) + const minSw = Math.min(...data.map(obj => obj.z)) + const maxLl = Math.max(...data.map(obj => obj.tq)) + const minLl = Math.min(...data.map(obj => obj.tq)) + console.log("maxLl",wrz,grz); + let eopts = { + tooltip: { + trigger: 'axis', + }, + grid: [ + { + top: "13%", + left: "10%", + right: "8%", + width: '80%', + height: '35%' + }, + { + bottom: "5%", + left: "10%", + right: "8%", + width: '80%', + height: '35%' + }, + ], + legend: { + // 显示图例 + show: true, + // 图例的位置 + data: ['警戒水位', '危险水位', "降雨量", "水位", "转换流量"], + left:3, + right:0, + itemWidth:16, + }, + xAxis: [ + { + gridIndex: 0, + type: 'category', + data: data.map(o => o.tm).reverse(), + splitLine: { + show: false + }, + axisLabel: { + color: '#333', + fontSize: 12, + show:false, + }, + axisLine: { + lineStyle: { + color: '#07a6ff', + width: 0.5, + } + }, + axisTick: { + show: false, + }, + }, + { + gridIndex: 1, + type: 'category', + data: data.map(o => o.tm.substr("2020-".length,11)), + inverse: true, + splitLine: { + show: false + }, + axisLabel: { + color: '#333', + fontSize: 12, + formatter: val => val.substr('2020-'.length, 11) + }, + axisLine: { + lineStyle: { + color: '#07a6ff', + width: 0.5, + } + }, + axisTick: { + show: false, + }, + } + ], + yAxis: [ + { + inverse: true, + gridIndex: 0, + type: 'value', + position: 'left', + name: "降雨量(mm)", + nameLocation: "start", + axisLabel: { + color: '#333', + fontSize: 12, + }, + splitLine: { + show: true, + lineStyle: { + color: '#07a6ff', + width: 0.25, + type: 'dotted' + } + }, + axisLine: { + show: false + }, + axisTick: { + show: false, + }, + min: 0, + max: maxVal + }, + { + gridIndex: 1, + type: 'value', + position: 'left', + name: "水位(m)", + splitLine: { + show: true, + lineStyle: { + color: '#07a6ff', + width: 0.25, + type: 'dotted' + } + }, + axisLabel: { + color: '#333', + fontSize: 12, + }, + axisLine: { + show: false + }, + axisTick: { + show: false, + }, + min: minSw, + max: maxSw + }, + { + gridIndex: 1, + type: 'value', + position: 'right', + name: "流量(m³/s)", + splitLine: { + show: false, + lineStyle: { + color: '#07a6ff', + width: 0.25, + type: 'dotted' + } + }, + axisLabel: { + color: '#333', + fontSize: 12, + }, + axisLine: { + show: false + }, + axisTick: { + show: false, + }, + min: minLl, + max: maxLl + } + ], + } + let chartData = { + series: [ + + { + xAxisIndex: 1, + yAxisIndex: 1, + name: '危险水位', + type: 'line', + color: "#D9001B", + lineStyle: { + type: "dashed" + }, + data: data.map(o => grz), + symbol: 'none' // 设置标记点为'none'，即去掉圆点 + }, + { + xAxisIndex: 1, + yAxisIndex: 1, + name: '警戒水位', + type: 'line', + color: "#F59A23", + barWidth: '60%', + data: data.map(o => wrz), + lineStyle: { + type: "dashed" + }, + symbol: 'none' // 设置标记点为'none'，即去掉圆点 + }, + { + name: '降雨量', + type: 'bar', + barWidth: '60%', + data: data.map(o => o.drp).reverse(), + itemStyle: { + color: "#007AFD", + }, + label: { + show: false, + }, + + }, + { + xAxisIndex: 1, + yAxisIndex: 1, + name: '水位', + type: 'line', + symbol: 'none', + color: "#0AE0B5", + label: { + show: false, + }, + data: data.map(o => o.z ? o.z.toFixed(2) : null), + }, + { + xAxisIndex: 1, + yAxisIndex: 2, + name: '转换流量', + type: 'line', + color: "#007AFD", + symbol: 'none', + showSymbol: false, + label: { + show: false, + }, + data: data.map(o => o.tq), + } + ] + } + return { + eopts, + chartData + } +} diff --git a/pages/hdDetail/jcsj/jcsj.vue b/pages/hdDetail/jcsj/jcsj.vue new file mode 100644 index 0000000..71eacbc --- /dev/null +++ b/pages/hdDetail/jcsj/jcsj.vue @@ -0,0 +1,151 @@ + + + + + diff --git a/pages/hdDetail/jcsj/jcsjTable.vue b/pages/hdDetail/jcsj/jcsjTable.vue new file mode 100644 index 0000000..7dc4abb --- /dev/null +++ b/pages/hdDetail/jcsj/jcsjTable.vue @@ -0,0 +1,110 @@ + + + + + \ No newline at end of file diff --git a/pages/hdDetail/spjk/spjk.vue b/pages/hdDetail/spjk/spjk.vue new file mode 100644 index 0000000..49ce5bf --- /dev/null +++ b/pages/hdDetail/spjk/spjk.vue @@ -0,0 +1,127 @@ + + + + + + diff --git a/pages/hdDetail/tjsj/tjsj.vue b/pages/hdDetail/tjsj/tjsj.vue new file mode 100644 index 0000000..67fbd81 --- /dev/null +++ b/pages/hdDetail/tjsj/tjsj.vue @@ -0,0 +1,161 @@ + + + + + diff --git a/pages/hdDetail/zbyq/resList.vue b/pages/hdDetail/zbyq/resList.vue new file mode 100644 index 0000000..d40603e --- /dev/null +++ b/pages/hdDetail/zbyq/resList.vue @@ -0,0 +1,87 @@ + + + + + diff --git a/pages/hdDetail/zbyq/zbyq.vue b/pages/hdDetail/zbyq/zbyq.vue new file mode 100644 index 0000000..c137a05 --- /dev/null +++ b/pages/hdDetail/zbyq/zbyq.vue @@ -0,0 +1,166 @@ + + + + + diff --git a/pages/homeIndex/chartOption.js b/pages/homeIndex/chartOption.js new file mode 100644 index 0000000..4016e27 --- /dev/null +++ b/pages/homeIndex/chartOption.js @@ -0,0 +1,100 @@ + +import echarts from 'echarts/lib/echarts'; +import moment from 'moment'; + +export default function DrpOption(data=[]) { + const maxY = Math.max(...data.map(item => item.sumDrp)) + let eopts = { + tooltip: { + trigger: 'axis', + }, + grid: { + x: 18, + y: 24, + x2: 28, + y2: 36, + borderWidth: 0, + bottom: '10%', + left: '8%', + width: '90%', + }, + calculable: true, + xAxis: [ + { + type: 'category', + data: data.map(o => moment(o.time).format("HH:mm")), + splitLine: { + show: false + }, + axisLabel: { + color: '#bbb', + fontSize: 14, + overflow: 'truncate', + }, + axisLine: { + lineStyle: { + color: '#dfdfdf', + width: 0.5 + } + }, + axisTick: { + show: false + } + } + ], + yAxis: [ + { + type: 'value', + position: 'left', + splitLine: { + show: true, + lineStyle: { + color: '#07a6ff', + width: 0.25, + type: 'dashed' + } + }, + axisLabel: { + color: '#bbb', + fontSize: 10, + }, + axisLine: { + show: false + }, + axisTick: { + show: false + }, + min: 0, + max:maxY + } + ], + // dataZoom: [ + // { + // type: 'slider', // 设置为滑动条类型 + // xAxisIndex: 0, // 指定控制第一个 x 轴 + // start: 0, // 初始窗口的起始位置（百分比） + // end: 100, // 初始窗口的结束位置（百分比） + + // } + // ], + } + let chartData = { + series: [ + { + name: '面雨量(mm)', + type: 'bar', + barWidth: '60%', + data: data.map(o => o.sumDrp), + itemStyle: { + normal: { + color: "#6395f9" + } + } + } + ] + } + return { + eopts, + chartData + } +} diff --git a/pages/homeIndex/index.vue b/pages/homeIndex/index.vue new file mode 100644 index 0000000..f948f63 --- /dev/null +++ b/pages/homeIndex/index.vue @@ -0,0 +1,484 @@ + + + + + \ No newline at end of file diff --git a/pages/login/login.vue b/pages/login/login.vue new file mode 100644 index 0000000..0f44295 --- /dev/null +++ b/pages/login/login.vue @@ -0,0 +1,229 @@ + + + + + \ No newline at end of file diff --git a/pages/messageList/detail/index.vue b/pages/messageList/detail/index.vue new file mode 100644 index 0000000..d39c3a3 --- /dev/null +++ b/pages/messageList/detail/index.vue @@ -0,0 +1,146 @@ + + + + + \ No newline at end of file diff --git a/pages/messageList/index.vue b/pages/messageList/index.vue new file mode 100644 index 0000000..6ee0630 --- /dev/null +++ b/pages/messageList/index.vue @@ -0,0 +1,215 @@ + + + + + \ No newline at end of file diff --git a/pages/modifyPassword/modifyPassword.vue b/pages/modifyPassword/modifyPassword.vue new file mode 100644 index 0000000..2d87199 --- /dev/null +++ b/pages/modifyPassword/modifyPassword.vue @@ -0,0 +1,148 @@ + + + + + diff --git a/pages/mypage/compents/wtcl/detail/index.vue b/pages/mypage/compents/wtcl/detail/index.vue new file mode 100644 index 0000000..0dae1a9 --- /dev/null +++ b/pages/mypage/compents/wtcl/detail/index.vue @@ -0,0 +1,231 @@ + + + + + \ No newline at end of file diff --git a/pages/mypage/compents/wtcl/index.vue b/pages/mypage/compents/wtcl/index.vue new file mode 100644 index 0000000..c1f1f83 --- /dev/null +++ b/pages/mypage/compents/wtcl/index.vue @@ -0,0 +1,201 @@ + + + + + \ No newline at end of file diff --git a/pages/mypage/compents/wxyh/formZdy/formBottom.vue b/pages/mypage/compents/wxyh/formZdy/formBottom.vue new file mode 100644 index 0000000..fa5d820 --- /dev/null +++ b/pages/mypage/compents/wxyh/formZdy/formBottom.vue @@ -0,0 +1,95 @@ + + + \ No newline at end of file diff --git a/pages/mypage/compents/wxyh/formZdy/formTop.vue b/pages/mypage/compents/wxyh/formZdy/formTop.vue new file mode 100644 index 0000000..5a1a4d8 --- /dev/null +++ b/pages/mypage/compents/wxyh/formZdy/formTop.vue @@ -0,0 +1,38 @@ + + + \ No newline at end of file diff --git a/pages/mypage/compents/wxyh/formZdy/index.vue b/pages/mypage/compents/wxyh/formZdy/index.vue new file mode 100644 index 0000000..4ae3913 --- /dev/null +++ b/pages/mypage/compents/wxyh/formZdy/index.vue @@ -0,0 +1,75 @@ + + + + + \ No newline at end of file diff --git a/pages/mypage/compents/wxyh/index.vue b/pages/mypage/compents/wxyh/index.vue new file mode 100644 index 0000000..b474225 --- /dev/null +++ b/pages/mypage/compents/wxyh/index.vue @@ -0,0 +1,178 @@ + + + + + \ No newline at end of file diff --git a/pages/mypage/compents/xcrw/detail/dbForm.vue b/pages/mypage/compents/xcrw/detail/dbForm.vue new file mode 100644 index 0000000..b79fc9e --- /dev/null +++ b/pages/mypage/compents/xcrw/detail/dbForm.vue @@ -0,0 +1,305 @@ + + + + + \ No newline at end of file diff --git a/pages/mypage/compents/xcrw/detail/formZdy.vue b/pages/mypage/compents/xcrw/detail/formZdy.vue new file mode 100644 index 0000000..91575f0 --- /dev/null +++ b/pages/mypage/compents/xcrw/detail/formZdy.vue @@ -0,0 +1,147 @@ + + + \ No newline at end of file diff --git a/pages/mypage/compents/xcrw/detail/index.vue b/pages/mypage/compents/xcrw/detail/index.vue new file mode 100644 index 0000000..f6f37af --- /dev/null +++ b/pages/mypage/compents/xcrw/detail/index.vue @@ -0,0 +1,231 @@ + + + + + \ No newline at end of file diff --git a/pages/mypage/compents/xcrw/index.vue b/pages/mypage/compents/xcrw/index.vue new file mode 100644 index 0000000..75de26a --- /dev/null +++ b/pages/mypage/compents/xcrw/index.vue @@ -0,0 +1,199 @@ + + + + + \ No newline at end of file diff --git a/pages/mypage/mypage.vue b/pages/mypage/mypage.vue new file mode 100644 index 0000000..5fd0de5 --- /dev/null +++ b/pages/mypage/mypage.vue @@ -0,0 +1,263 @@ + + + + + diff --git a/pages/orderFeedback/fk.vue b/pages/orderFeedback/fk.vue new file mode 100644 index 0000000..7d508ec --- /dev/null +++ b/pages/orderFeedback/fk.vue @@ -0,0 +1,175 @@ + + + + + diff --git a/pages/orderFeedback/orderFeedback.vue b/pages/orderFeedback/orderFeedback.vue new file mode 100644 index 0000000..3149db9 --- /dev/null +++ b/pages/orderFeedback/orderFeedback.vue @@ -0,0 +1,314 @@ + + + + + diff --git a/pages/orderFeedback/orderInformation.vue b/pages/orderFeedback/orderInformation.vue new file mode 100644 index 0000000..508ea12 --- /dev/null +++ b/pages/orderFeedback/orderInformation.vue @@ -0,0 +1,146 @@ + + + + + diff --git a/pages/orderFeedback/zl.vue b/pages/orderFeedback/zl.vue new file mode 100644 index 0000000..fb52b3c --- /dev/null +++ b/pages/orderFeedback/zl.vue @@ -0,0 +1,151 @@ + + + + + diff --git a/pages/personInfo/personInfo.vue b/pages/personInfo/personInfo.vue new file mode 100644 index 0000000..33b5b03 --- /dev/null +++ b/pages/personInfo/personInfo.vue @@ -0,0 +1,235 @@ + + + + + \ No newline at end of file diff --git a/pages/rain/Table.vue b/pages/rain/Table.vue new file mode 100644 index 0000000..ca3af03 --- /dev/null +++ b/pages/rain/Table.vue @@ -0,0 +1,114 @@ + + + + + \ No newline at end of file diff --git a/pages/rain/rain.vue b/pages/rain/rain.vue new file mode 100644 index 0000000..ac2e2e4 --- /dev/null +++ b/pages/rain/rain.vue @@ -0,0 +1,550 @@ + + + + + \ No newline at end of file diff --git a/pages/rainDetail/jcsj/chartOption.js b/pages/rainDetail/jcsj/chartOption.js new file mode 100644 index 0000000..de204d9 --- /dev/null +++ b/pages/rainDetail/jcsj/chartOption.js @@ -0,0 +1,181 @@ + +import echarts from 'echarts/lib/echarts'; + +export default function DrpOption(echartData) { + let totalDrp = 0; + const DRPLEVEL = [10, 20, 50, 100, 250]; + const maxVal = DRPLEVEL.find(o => o > totalDrp); + const xMaxVal = echartData?.actual ? DRPLEVEL.find(o => { + let max = Math.max(...echartData?.actual || []) + return o > max + }):maxVal + // const xMaxVal = Math.ceil(Math.max(...echartData.actual)) + 2 + const yMaxVal = echartData?.actual ? DRPLEVEL.find(o => { + let max = Math.max(...echartData?.total) + return o > max + }): maxVal + let eopts = { + tooltip: { + trigger: 'axis' + }, + grid:{ + x: 40, + y: 30, + x2: 30, + y2: 28, + borderWidth: 0 + }, + legend: { + // 显示图例 + show: true, + // 图例的位置 + data: ['实测', '累计'] + }, + calculable: true, + xAxis: [ + { + type: 'category', + // data: echartData?.time.map(item => item.substr('2020--'.length)), + data: echartData?.time, + splitLine: { + show: false + }, + axisLabel: { + color: '#333', + fontSize: 12, + format: 'xAxisFormat' + }, + axisLine: { + lineStyle: { + color: '#07a6ff', + width: 0.5, + } + }, + axisTick: { + show: false, + }, + } + ], + yAxis: [ + { + type: 'value', + position: 'left', + name:"雨量mm", + splitLine: { + show: true, + lineStyle: { + color: '#07a6ff', + width: 0.25, + type: 'dashed' + } + }, + axisLabel: { + color: '#333', + fontSize: 12, + }, + axisLine: { + show: false + }, + axisTick: { + show: false, + }, + min: 0, + max: xMaxVal + }, + { + type: 'value', + position: 'right', + name:"累计mm", + splitLine: { + show: true, + lineStyle: { + color: '#07a6ff', + width: 0.25, + type: 'dashed' + } + }, + axisLabel: { + color: '#333', + fontSize: 12, + }, + axisLine: { + show: false + }, + axisTick: { + show: false, + }, + min: 0, + max: yMaxVal + } + ] + } + let chartData = { + series: [ + { + name: '实测', + type: 'bar', + barWidth: '60%', + data: echartData?.actual, + itemStyle: { + normal: { + barBorderRadius: [3, 3, 0, 0], + color: new echarts.graphic.LinearGradient( + 0, 0, 0, 1, + [ + { offset: 0, color: '#3876cd' }, + { offset: 0.5, color: '#45b4e7' }, + { offset: 1, color: '#54ffff' } + ] + ), + }, + }, + label: { + show: false, + }, + markPoint: { + data: [ + { type: 'max', name: '最大值', symbol: 'circle', symbolSize: 1, symbolOffset: [0, -12] }, + ] + }, + }, + { + yAxisIndex: 1, + name: '累计', + type: 'line', + showSymbol: false, + label: { + show: false, + }, + data: echartData?.total, + lineStyle: { + normal: { + width: 1, + } + }, + areaStyle: { + normal: { + color: new echarts.graphic.LinearGradient(0, 0, 0, 1, [{ + offset: 0, + color: 'rgba(3, 194, 236, 0.3)' + }, { + offset: 0.8, + color: 'rgba(3, 194, 236, 0)' + } + ], false), + shadowColor: 'rgba(0, 0, 0, 0.1)', + shadowBlur: 10 + } + }, + itemStyle: { + normal: { + color: '#03C2EC' + } + }, + } + ] + } + return { + eopts, + chartData + } +} diff --git a/pages/rainDetail/jcsj/jcsj.vue b/pages/rainDetail/jcsj/jcsj.vue new file mode 100644 index 0000000..e94d4ed --- /dev/null +++ b/pages/rainDetail/jcsj/jcsj.vue @@ -0,0 +1,156 @@ + + + + + diff --git a/pages/rainDetail/jcsj/jcsjTable.vue b/pages/rainDetail/jcsj/jcsjTable.vue new file mode 100644 index 0000000..eec7c05 --- /dev/null +++ b/pages/rainDetail/jcsj/jcsjTable.vue @@ -0,0 +1,91 @@ + + + + + \ No newline at end of file diff --git a/pages/rainDetail/rainDetail.vue b/pages/rainDetail/rainDetail.vue new file mode 100644 index 0000000..5fc5ccc --- /dev/null +++ b/pages/rainDetail/rainDetail.vue @@ -0,0 +1,102 @@ + + + + + \ No newline at end of file diff --git a/pages/rainDetail/tjsj/tjsj.vue b/pages/rainDetail/tjsj/tjsj.vue new file mode 100644 index 0000000..0773cae --- /dev/null +++ b/pages/rainDetail/tjsj/tjsj.vue @@ -0,0 +1,144 @@ + + + + + diff --git a/pages/rainDetail/zbyq/resList.vue b/pages/rainDetail/zbyq/resList.vue new file mode 100644 index 0000000..d40603e --- /dev/null +++ b/pages/rainDetail/zbyq/resList.vue @@ -0,0 +1,87 @@ + + + + + diff --git a/pages/rainDetail/zbyq/zbyq.vue b/pages/rainDetail/zbyq/zbyq.vue new file mode 100644 index 0000000..16567ee --- /dev/null +++ b/pages/rainDetail/zbyq/zbyq.vue @@ -0,0 +1,166 @@ + + + + + diff --git a/pages/skDetail/jcsj/chartOption.js b/pages/skDetail/jcsj/chartOption.js new file mode 100644 index 0000000..55836f0 --- /dev/null +++ b/pages/skDetail/jcsj/chartOption.js @@ -0,0 +1,261 @@ + +import echarts from 'echarts/lib/echarts'; + +export default function DrpOption( + data, + afsltdz, + flLowLimLev, + desFloodLev, + calFloodLev) { + const maxVal = Math.max(...data.map(obj => obj.drp)) + const maxSw = Math.ceil(Math.max(...data.map(obj => obj.rz))) + const minSw = Math.floor(Math.min(...data.map(obj => obj.rz))) + const maxKr = Math.max(...data.map(obj => obj.w)) + const minKr = Math.min(...data.map(obj => obj.w)) + console.log('desFloodLev',desFloodLev); + let eopts = { + tooltip: { + trigger: 'axis', + }, + grid: [ + { + top: "13%", + left: "10%", + right: "8%", + width: '80%', + height: '35%' + }, + { + bottom: "5%", + left: "10%", + right: "8%", + width: '80%', + height: '35%' + }, + ], + legend: { + // 显示图例 + show: true, + // 图例的位置 + data: ["校核水位", '设计水位', '汛限水位', '降雨量', '水位', '库容'], + left:0, + right:0, + itemWidth:10, + padding:0 + }, + xAxis: [ + { + gridIndex: 0, + type: 'category', + data: data.map(o => o.tm).reverse(), + + splitLine: { + show: false + }, + axisLabel: { + color: '#333', + fontSize: 12, + show: false + }, + axisLine: { + lineStyle: { + color: '#07a6ff', + width: 0.5 + } + }, + axisTick: { + show: false + } + }, + { + gridIndex: 1, + type: 'category', + data: data.map(o => o.tm.substr("2020-".length,11)), + inverse: true, + splitLine: { + show: false + }, + axisLabel: { + color: '#333', + fontSize: 12, + formatter: val => val.substr('2020-'.length, 11) + }, + axisLine: { + lineStyle: { + color: '#07a6ff', + width: 0.5 + } + }, + axisTick: { + show: false + } + } + ], + yAxis: [ + { + inverse: true, + gridIndex: 0, + type: 'value', + position: 'left', + name: '降雨量(mm)', + nameLocation: 'start', + axisLabel: { + color: '#333', + fontSize: 12 + }, + splitLine: { + show: true, + lineStyle: { + color: '#07a6ff', + width: 0.25, + type: 'dotted' + } + }, + axisLine: { + show: false + }, + axisTick: { + show: false + }, + min: 0, + max: maxVal + }, + { + gridIndex: 1, + type: 'value', + position: 'left', + name: '水位(m)', + splitLine: { + show: true, + lineStyle: { + color: '#07a6ff', + width: 0.25, + type: 'dotted' + } + }, + axisLabel: { + color: '#333', + fontSize: 12 + }, + axisLine: { + show: false + }, + axisTick: { + show: false + }, + min: minSw, + max: maxSw + }, + { + gridIndex: 1, + type: 'value', + position: 'right', + name: '库容(万m³)', + splitLine: { + show: false, + lineStyle: { + color: '#07a6ff', + width: 0.25, + type: 'dotted' + } + }, + axisLabel: { + color: '#333', + fontSize: 12 + }, + axisLine: { + show: false + }, + axisTick: { + show: false + }, + min: minKr, + max: maxKr + } + ], + } + let chartData = { + series: [ + { + xAxisIndex: 1, + yAxisIndex: 1, + name: '校核水位', + type: 'line', + color: '#D9001B', + lineStyle: { + type: 'dashed' + }, + data: data.map(o => calFloodLev), + symbol: 'none' // 设置标记点为'none'，即去掉圆点 + }, + { + xAxisIndex: 1, + yAxisIndex: 1, + name: '设计水位', + type: 'line', + color: '#F59A23', + data: data.map(o => desFloodLev), + lineStyle: { + type: 'dashed' + }, + symbol: 'none' // 设置标记点为'none'，即去掉圆点 + }, + { + xAxisIndex: 1, + yAxisIndex: 1, + name: '汛限水位', + type: 'line', + color: '#FDDC9F', + data: data.map(o => { + return flLowLimLev + }), + lineStyle: { + type: 'dashed' + }, + symbol: 'none' // 设置标记点为'none'，即去掉圆点 + }, + { + name: '降雨量', + type: 'bar', + barWidth: '60%', + data: data.map(o => o.drp).reverse(), + itemStyle: { + color: '#007AFD' + }, + label: { + show: false + } + }, + { + xAxisIndex: 1, + yAxisIndex: 1, + name: '水位', + type: 'line', + symbol: 'none', + color: '#0AE0B5', + label: { + show: false + }, + data: data.map(o => o.rz ? o.rz.toFixed(2):null ) + }, + { + xAxisIndex: 1, + yAxisIndex: 2, + name: '库容', + type: 'line', + color: '#007AFD', + symbol: 'none', + showSymbol: false, + label: { + show: false + }, + data: data.map(o => o.w) + } + ], + } + return { + eopts, + chartData + } +} + diff --git a/pages/skDetail/jcsj/jcsj.vue b/pages/skDetail/jcsj/jcsj.vue new file mode 100644 index 0000000..06d7087 --- /dev/null +++ b/pages/skDetail/jcsj/jcsj.vue @@ -0,0 +1,157 @@ + + + + + diff --git a/pages/skDetail/jcsj/jcsjTable.vue b/pages/skDetail/jcsj/jcsjTable.vue new file mode 100644 index 0000000..edd234d --- /dev/null +++ b/pages/skDetail/jcsj/jcsjTable.vue @@ -0,0 +1,110 @@ + + + + + \ No newline at end of file diff --git a/pages/skDetail/skDetail.vue b/pages/skDetail/skDetail.vue new file mode 100644 index 0000000..9bb17ea --- /dev/null +++ b/pages/skDetail/skDetail.vue @@ -0,0 +1,161 @@ + + + + + \ No newline at end of file diff --git a/pages/skDetail/spjk/spjk.vue b/pages/skDetail/spjk/spjk.vue new file mode 100644 index 0000000..4489113 --- /dev/null +++ b/pages/skDetail/spjk/spjk.vue @@ -0,0 +1,131 @@ + + + + + + + diff --git a/pages/skDetail/tjsj/tjsj.vue b/pages/skDetail/tjsj/tjsj.vue new file mode 100644 index 0000000..f7a4880 --- /dev/null +++ b/pages/skDetail/tjsj/tjsj.vue @@ -0,0 +1,149 @@ + + + + + diff --git a/pages/skDetail/txjc/txjc.vue b/pages/skDetail/txjc/txjc.vue new file mode 100644 index 0000000..a0ba14e --- /dev/null +++ b/pages/skDetail/txjc/txjc.vue @@ -0,0 +1,120 @@ + + + + + diff --git a/pages/skDetail/zbyq/resList.vue b/pages/skDetail/zbyq/resList.vue new file mode 100644 index 0000000..d40603e --- /dev/null +++ b/pages/skDetail/zbyq/resList.vue @@ -0,0 +1,87 @@ + + + + + diff --git a/pages/skDetail/zbyq/zbyq.vue b/pages/skDetail/zbyq/zbyq.vue new file mode 100644 index 0000000..c137a05 --- /dev/null +++ b/pages/skDetail/zbyq/zbyq.vue @@ -0,0 +1,166 @@ + + + + + diff --git a/pages/skDetail/zrtx/card.vue b/pages/skDetail/zrtx/card.vue new file mode 100644 index 0000000..7a1e407 --- /dev/null +++ b/pages/skDetail/zrtx/card.vue @@ -0,0 +1,156 @@ + + + + + diff --git a/pages/skDetail/zrtx/zrtx.vue b/pages/skDetail/zrtx/zrtx.vue new file mode 100644 index 0000000..88e2ba0 --- /dev/null +++ b/pages/skDetail/zrtx/zrtx.vue @@ -0,0 +1,51 @@ + + + + + diff --git a/pages/skInfo/detail/basicInfo.vue b/pages/skInfo/detail/basicInfo.vue new file mode 100644 index 0000000..e47c78a --- /dev/null +++ b/pages/skInfo/detail/basicInfo.vue @@ -0,0 +1,148 @@ + + + \ No newline at end of file diff --git a/pages/skInfo/detail/index.vue b/pages/skInfo/detail/index.vue new file mode 100644 index 0000000..1e2cba2 --- /dev/null +++ b/pages/skInfo/detail/index.vue @@ -0,0 +1,102 @@ + + + + + \ No newline at end of file diff --git a/pages/skInfo/detail/jcxx.vue b/pages/skInfo/detail/jcxx.vue new file mode 100644 index 0000000..1c8c48a --- /dev/null +++ b/pages/skInfo/detail/jcxx.vue @@ -0,0 +1,330 @@ + + + \ No newline at end of file diff --git a/pages/skInfo/detail/krqx/chartOptions.js b/pages/skInfo/detail/krqx/chartOptions.js new file mode 100644 index 0000000..76efa7e --- /dev/null +++ b/pages/skInfo/detail/krqx/chartOptions.js @@ -0,0 +1,80 @@ +import {GetInterval} from "../../../../utils/tools" +export default function DrpOption(data) { + const maxVal = Math.ceil(Math.max(...data.map(obj => obj.rz))) + const minVal = Math.floor(Math.min(...data.map(obj => obj.rz))) + const maxValX = Math.max(...data.map(obj => obj.w)) + const minValX = Math.min(...data.map(obj => obj.w)) + let arr = [] + + data.forEach(item=>{ + arr.push([item.w,item.rz]) + }) + let eopts = { + tooltip: { + trigger: 'axis', + }, + grid: [ + { + top: "12%", + left: "12%", + right: "18%", + bottom: "8%" + }, + ], + xAxis: [ + { + name: "库容(万m³)", + nameGap: 5, + type: 'value', + min:Math.floor(minValX / 5) *5, + max:Math.ceil(maxValX / 5) *5, + interval:GetInterval(minValX,maxValX), + data: data.map(o => o.w), + splitLine: { + show: false + }, + } + ], + yAxis: [ + { + type: 'value', + name: "库水位(m)", + minInterval:1, + splitLine: { + show: true, + lineStyle: { + color: '#07a6ff', + width: 0.25, + type: 'dotted' + } + }, + axisLabel: { + color: '#333', + fontSize: 12, + }, + axisLine: { + show: true + }, + axisTick: { + show: true, + }, + min: minVal, + max: maxVal + } + ], + }; + let chartData = { + series: [ + { + type: 'line', + color: "#007AFD", + data: arr, + smooth: true + }, + ] + }; + return { + eopts, + chartData + } +} \ No newline at end of file diff --git a/pages/skInfo/detail/krqx/index.vue b/pages/skInfo/detail/krqx/index.vue new file mode 100644 index 0000000..c9955a2 --- /dev/null +++ b/pages/skInfo/detail/krqx/index.vue @@ -0,0 +1,56 @@ + + + \ No newline at end of file diff --git a/pages/skInfo/detail/krqx/jcsjTable.vue b/pages/skInfo/detail/krqx/jcsjTable.vue new file mode 100644 index 0000000..dd7a4bd --- /dev/null +++ b/pages/skInfo/detail/krqx/jcsjTable.vue @@ -0,0 +1,85 @@ + + + + + \ No newline at end of file diff --git a/pages/skInfo/detail/tzcs.vue b/pages/skInfo/detail/tzcs.vue new file mode 100644 index 0000000..fe4f9e5 --- /dev/null +++ b/pages/skInfo/detail/tzcs.vue @@ -0,0 +1,119 @@ + + + \ No newline at end of file diff --git a/pages/skInfo/index.vue b/pages/skInfo/index.vue new file mode 100644 index 0000000..2c003e8 --- /dev/null +++ b/pages/skInfo/index.vue @@ -0,0 +1,184 @@ + + + + + \ No newline at end of file diff --git a/pages/skInfo/waterDatail/index.vue b/pages/skInfo/waterDatail/index.vue new file mode 100644 index 0000000..28cf75a --- /dev/null +++ b/pages/skInfo/waterDatail/index.vue @@ -0,0 +1,138 @@ + + + \ No newline at end of file diff --git a/pages/skInfo/waterDatail/jcOptions.js b/pages/skInfo/waterDatail/jcOptions.js new file mode 100644 index 0000000..76980ac --- /dev/null +++ b/pages/skInfo/waterDatail/jcOptions.js @@ -0,0 +1,166 @@ + +import echarts from 'echarts/lib/echarts'; +import { format } from 'echarts/lib/export'; +export default function DrpOption(data,num) { + const minL = Math.floor(Math.min(...data?.map(s => s.q))); + const maxL = Math.ceil(Math.max(...data?.map(s => s.q))); + const minS = Math.floor(Math.min(...data?.map(s => s.v))); + const maxS = Math.ceil(Math.max(...data?.map(s => s.v))); + let eopts = { + title: { + text: `时段总水量:${num.value}${num.unit}m³`, + top: "0%", + right: "12%", + textStyle: { + fontWeight: "normal", + fontSize:14 + } + }, + tooltip: { + trigger: 'axis', + }, + grid: { + top: '20%', + left: '7%', + right: '11%', + bottom: '10%', + borderWidth: 0 + }, + legend: { + show: true, + top: "8%", + }, + calculable: true, + xAxis: [ + { + type: 'category', + data: data?.map(item => item.tm), + splitLine: { + show: false + }, + axisLabel: { + color: '#333', + fontSize: 14, + // formatter: val => val.substr(0,'2020-11-11 11:11'.length) + format:"waterXaxis" + }, + axisLine: { + lineStyle: { + color: '#07a6ff', + width: 0.5, + } + }, + axisTick: { + show: false, + }, + } + ], + yAxis: [ + { + type: 'value', + position: 'left', + name: "流量(m³/s)", + nameTextStyle: { + padding: [0, 0, 0, 30] + }, + splitLine: { + show: true, + lineStyle: { + color: '#07a6ff', + width: 0.25, + type: 'dashed' + } + }, + axisLabel: { + color: '#333', + fontSize: 12, + }, + axisLine: { + show: false + }, + axisTick: { + show: false, + }, + min: minL, + max: maxL + // max: xMaxVal + }, + { + type: 'value', + position: 'right', + name:"水量(m³)", + splitLine: { + show: true, + lineStyle: { + color: '#07a6ff', + width: 0.25, + type: 'dashed' + } + }, + axisLabel: { + color: '#333', + fontSize: 12, + }, + axisLine: { + show: false + }, + axisTick: { + show: false, + }, + min: minS - 1, + max: maxS + } + ], + }; + let chartData = { + series: [ + + { + name:'流量', + type:'line', + smooth: true, + showSymbol: false, + symbol: false, + itemStyle: { + normal: { + color: "#FAC858", + } + }, + lineStyle: { + normal: { + width: 3, + shadowColor: 'rgba(0,0,0,0.4)', + shadowBlur: 10, + shadowOffsetY: 10 + } + }, + markPoint: { + data: [{ + name: '最大值', + type: 'max', + }], + }, + data: data?.map(s => s.q), + }, + { + name: '水量', + type: 'bar', + yAxisIndex:1, + barWidth: '10%', + data: data?.map(s => s.v), + itemStyle: { + normal: { + color:"#5773c7" + }, + }, + label: { + show: false, + }, + }, + ] + }; + return { + eopts, + chartData + } +} \ No newline at end of file diff --git a/pages/skInfo/waterDatail/jcTable.vue b/pages/skInfo/waterDatail/jcTable.vue new file mode 100644 index 0000000..9e5fa96 --- /dev/null +++ b/pages/skInfo/waterDatail/jcTable.vue @@ -0,0 +1,97 @@ + + + + + \ No newline at end of file diff --git a/pages/spjk/index.vue b/pages/spjk/index.vue new file mode 100644 index 0000000..56eabe8 --- /dev/null +++ b/pages/spjk/index.vue @@ -0,0 +1,121 @@ + + + + \ No newline at end of file diff --git a/pages/spjk/spbf/index.vue b/pages/spjk/spbf/index.vue new file mode 100644 index 0000000..0ed128d --- /dev/null +++ b/pages/spjk/spbf/index.vue @@ -0,0 +1,222 @@ + + + + + + + diff --git a/pages/stlljk/chartOption.js b/pages/stlljk/chartOption.js new file mode 100644 index 0000000..cb7f9fe --- /dev/null +++ b/pages/stlljk/chartOption.js @@ -0,0 +1,145 @@ +import "echarts/extension/bmap/bmap" + + +export default function drpOption (obj) { + const data = obj.list; + const monthsData = obj.chart + console.log(data,monthsData); + const maxQ = Math.ceil(Math.max(...data.map(obj => { + return obj?.q ? obj?.q:0 + }))) + const minQ = Math.floor(Math.min(...data.map(obj => { + return obj?.q? obj?.q :300 + }))) + const monthsX = Object.keys(monthsData); + const res = monthsX.map(item => { + const result = data?.map(s => { + const momth = s.tm.substr("2024-0".length, "2024-0".length - 5); + if (momth == String(item)) { + return [s.tm,monthsData[item]] + } else { + return [] + } + }) + return result + }) + const data1 = res.map(s => s.filter(o => o.length > 0)).filter(o => o.length > 0) + const lines = data1.map((item, index, c) => ({ + type: 'line', + markLine: { + symbol:"none", + lineStyle: { + type: "dotted", + color: "#47daff", + width: 3 + }, + label: { + show: true, + position:"middle", + color: "#47daff", + distance: 5, + format: "stMonth" + }, + data: [ + [{ coord: [item[0][0], item[0][1]] },{coord:[item[item.length - 1][0],item[item.length - 1][1]]}] + ] + } + })) + + let eopts = { + tooltip: { + trigger: 'axis' + }, + grid: [ + { + top: '10%', + left: '11%', + right: '5%', + bottom:"12%" + // width: '80%', + // height: '35%' + }, + ], + legend: { + // 显示图例 + show: true, + top: '-1%', + }, + + xAxis: [ + { + type: 'category', + data: data.map(o => o.tm), + // inverse: true, + splitLine: { + show: false + }, + axisLabel: { + color: '#333', + fontSize: 12, + format:"stList" + }, + axisLine: { + lineStyle: { + color: '#000', + width: 0.5 + } + }, + axisTick: { + show: false + } + } + ], + yAxis: [ + { + type: 'value', + // gridIndex:0, + position: 'left', + name: '生态流量(m³/s)', + splitLine: { + show: true, + lineStyle: { + color: '#000', + width: 0.25, + type: 'dotted' + } + }, + axisLabel: { + color: '#333', + fontSize: 12 + }, + axisLine: { + show: false + }, + axisTick: { + show: false + }, + min: minQ, + max: maxQ + }, + ], + } + let chartData = { + series: [ + { + name: '生态流量(m³/s)', + type: 'line', + symbol: 'none', + color: '#4fa2ea', + smooth:true, + label: { + show: false + }, + data: data.map(o => o.q) + }, + ...lines + ] + } + return { + eopts, + chartData + } +} + + + diff --git a/pages/stlljk/index.vue b/pages/stlljk/index.vue new file mode 100644 index 0000000..db604dc --- /dev/null +++ b/pages/stlljk/index.vue @@ -0,0 +1,209 @@ + + + + + + diff --git a/pages/stlljk/index1.vue b/pages/stlljk/index1.vue new file mode 100644 index 0000000..d056301 --- /dev/null +++ b/pages/stlljk/index1.vue @@ -0,0 +1,57 @@ + + \ No newline at end of file diff --git a/pages/stlljk/jcsjTable.vue b/pages/stlljk/jcsjTable.vue new file mode 100644 index 0000000..743368d --- /dev/null +++ b/pages/stlljk/jcsjTable.vue @@ -0,0 +1,111 @@ + + + + + \ No newline at end of file diff --git a/pages/upgrade/index.vue b/pages/upgrade/index.vue new file mode 100644 index 0000000..0b1d25a --- /dev/null +++ b/pages/upgrade/index.vue @@ -0,0 +1,276 @@ + + + + + + \ No newline at end of file diff --git a/pages/utils/dicType.js b/pages/utils/dicType.js new file mode 100644 index 0000000..7c98997 --- /dev/null +++ b/pages/utils/dicType.js @@ -0,0 +1,43 @@ + +export function repDict(e) { + let name="" + if(e=="1"){ + name="行政责任人" + }else if(e=="2"){ + name="技术责任人" + }else if(e=="3"){ + name="巡查责任人" + }else if(e=="4"){ + name="主管部门责任人" + }else if(e=="5"){ + name="管理单位责任人" + } + return name +} + +// 县，乡镇判断 +export function disType(e) { + let type; + if (e.endsWith('000000000')) { + type = 1; + } else{ + type = 0; + } + return type; +} + +// 响应等级判断 +// 县，乡镇判断 +export function level(e) { + let name; + if (e == 1) { + name = "Ⅰ级"; + } else if (e == 2) { + name = "Ⅱ级"; + } else if (e == 3) { + name = "Ⅲ级"; + } else if (e == 4) { + name = "Ⅳ级"; + } + return name +} diff --git a/pages/utils/tool.js b/pages/utils/tool.js new file mode 100644 index 0000000..15f69a0 --- /dev/null +++ b/pages/utils/tool.js @@ -0,0 +1,89 @@ +export function restm (e) { + let index = '' + if (e == '8') { + index = 0 + } else if (e == '9') { + index = 1 + } else if (e == '10') { + index = 2 + } else if (e == '11') { + index = 3 + } else if (e == '12') { + index = 4 + } else if (e == '13') { + index = 5 + } else if (e == '14') { + index = 6 + } else if (e == '15') { + index = 7 + } else if (e == '16') { + index = 8 + } else if (e == '17') { + index = 9 + } else if (e == '18') { + index = 10 + } else if (e == '19') { + index = 11 + } else if (e == '20') { + index = 12 + } else if (e == '21') { + index = 13 + } else if (e == '22') { + index = 14 + } else if (e == '23') { + index = 15 + } else if (e == '0') { + index = 16 + } else if (e == '1') { + index = 17 + } else if (e == '2') { + index = 18 + } else if (e == '3') { + index = 19 + } else if (e == '4') { + index = 20 + } else if (e == '5') { + index = 21 + } else if (e == '6') { + index = 22 + } else if (e == '7') { + index = 23 + } + return index +} +export const adnmZhen = adcd => { + if (!adcd || !nameMap) { + return undefined + } + if (adcd.endsWith('000000000')) { + return undefined + } else if (adcd.endsWith('000000')) { + return nameMap[adcd] + } + return nameMap[`${adcd.substr(0, 9)}000000`] +} + +export const fileChange = (file) => { + let blob = new Blob([file]); + let url = window.URL.createObjectURL(blob); + console.log("url",url); + + return url +} + +export function numberFormat(value) { + let param = {} + let k = 10000 + let sizes = ['', '万', '亿', '万亿'] + let i + if (value < k) { + param.value = value + param.unit = '' + } else { + i = Math.floor(Math.log(value) / Math.log(k)); + param.value = ((value / Math.pow(k, i))).toFixed(2); + param.unit = sizes[i]; + } + console.log(param) + return param; +} diff --git a/pages/utils/upgrade.js b/pages/utils/upgrade.js new file mode 100644 index 0000000..a226c70 --- /dev/null +++ b/pages/utils/upgrade.js @@ -0,0 +1,90 @@ +/** + * @description H5+下载App + * @param downloadUrl:App下载链接 + * @param progressCallBack:下载进度回调 + */ +export const downloadApp = (downloadUrl, progressCallBack = () => { },) => { + return new Promise((resolve, reject) => { + //创建下载任务 + const downloadTask = plus.downloader.createDownload(downloadUrl, { + method: "GET" + }, (task, status) => { + if (status == 200) { //下载成功 + resolve(task.filename) + + } else { + reject('fail') + uni.showToast({ + title: '下载失败', + duration: 1500, + icon: "none" + }); + } + }) + //监听下载过程 + downloadTask.addEventListener("statechanged", (task, status) => { + switch (task.state) { + case 1: // 开始 + break; + case 2: //已连接到服务器 + break; + case 3: // 已接收到数据 + let hasProgress = task.totalSize && task.totalSize > 0 //是否能获取到App大小 + if (hasProgress) { + let current = parseInt(100 * task.downloadedSize / task.totalSize); //获取下载进度百分比 + progressCallBack(current) + } + break; + case 4: // 下载完成 + break; + } + }); + //开始执行下载 + downloadTask.start(); + }) + + +} +/** + * @description H5+安装APP + * @param fileName:app文件名 + * @param callBack:安装成功回调 + */ +export const installApp = (fileName, callBack = () => {}) => { + //注册广播监听app安装情况 + onInstallListening(callBack); + //开始安装 + plus.runtime.install(plus.io.convertLocalFileSystemURL(fileName), {}, () => { + //成功跳转到安装界面 + }, function(error) { + uni.showToast({ + title: '安装失败', + duration: 1500, + icon: "none" + }); + }) + +} +/** + * @description 注册广播监听APP是否安装成功 + * @param callBack:安装成功回调函数 + */ +const onInstallListening = (callBack = () => {}) => { + + let mainActivity = plus.android.runtimeMainActivity(); //获取activity + //生成广播接收器 + let receiver = plus.android.implements('io.dcloud.android.content.BroadcastReceiver', { + onReceive: (context, intent) => { //接收广播回调 + plus.android.importClass(intent); + mainActivity.unregisterReceiver(receiver); //取消监听 + callBack() + } + }); + let IntentFilter = plus.android.importClass('android.content.IntentFilter'); + let Intent = plus.android.importClass('android.content.Intent'); + let filter = new IntentFilter(); + filter.addAction(Intent.ACTION_PACKAGE_ADDED); //监听APP安装 + filter.addDataScheme("package"); + mainActivity.registerReceiver(receiver, filter); //注册广播 + +} \ No newline at end of file diff --git a/pages/water/hdWater/hdWater.vue b/pages/water/hdWater/hdWater.vue new file mode 100644 index 0000000..8709808 --- /dev/null +++ b/pages/water/hdWater/hdWater.vue @@ -0,0 +1,156 @@ + + + + + diff --git a/pages/water/hdWater/table.vue b/pages/water/hdWater/table.vue new file mode 100644 index 0000000..0fc00c7 --- /dev/null +++ b/pages/water/hdWater/table.vue @@ -0,0 +1,125 @@ + + + + + \ No newline at end of file diff --git a/pages/water/skWater/skWater.vue b/pages/water/skWater/skWater.vue new file mode 100644 index 0000000..74eaa5b --- /dev/null +++ b/pages/water/skWater/skWater.vue @@ -0,0 +1,155 @@ + + + + + diff --git a/pages/water/skWater/table.vue b/pages/water/skWater/table.vue new file mode 100644 index 0000000..6305936 --- /dev/null +++ b/pages/water/skWater/table.vue @@ -0,0 +1,135 @@ + + + + + \ No newline at end of file diff --git a/pages/water/water.vue b/pages/water/water.vue new file mode 100644 index 0000000..72e49ec --- /dev/null +++ b/pages/water/water.vue @@ -0,0 +1,93 @@ + + + + + diff --git a/pages/wtcl/detail/index.vue b/pages/wtcl/detail/index.vue new file mode 100644 index 0000000..a348c99 --- /dev/null +++ b/pages/wtcl/detail/index.vue @@ -0,0 +1,308 @@ + + + + + \ No newline at end of file diff --git a/pages/wtcl/index.vue b/pages/wtcl/index.vue new file mode 100644 index 0000000..b02e63e --- /dev/null +++ b/pages/wtcl/index.vue @@ -0,0 +1,198 @@ + + + + + \ No newline at end of file diff --git a/pages/wxyh/formZdy/formBottom.vue b/pages/wxyh/formZdy/formBottom.vue new file mode 100644 index 0000000..cbdea3f --- /dev/null +++ b/pages/wxyh/formZdy/formBottom.vue @@ -0,0 +1,174 @@ + + + \ No newline at end of file diff --git a/pages/wxyh/formZdy/formTop.vue b/pages/wxyh/formZdy/formTop.vue new file mode 100644 index 0000000..9c32fd5 --- /dev/null +++ b/pages/wxyh/formZdy/formTop.vue @@ -0,0 +1,34 @@ + + + \ No newline at end of file diff --git a/pages/wxyh/index.vue b/pages/wxyh/index.vue new file mode 100644 index 0000000..cfb5a89 --- /dev/null +++ b/pages/wxyh/index.vue @@ -0,0 +1,82 @@ + + + + + \ No newline at end of file diff --git a/pages/xcrw/detail/dbForm.vue b/pages/xcrw/detail/dbForm.vue new file mode 100644 index 0000000..14e2caf --- /dev/null +++ b/pages/xcrw/detail/dbForm.vue @@ -0,0 +1,460 @@ + + + + + \ No newline at end of file diff --git a/pages/xcrw/detail/formZdy.vue b/pages/xcrw/detail/formZdy.vue new file mode 100644 index 0000000..91575f0 --- /dev/null +++ b/pages/xcrw/detail/formZdy.vue @@ -0,0 +1,147 @@ + + + \ No newline at end of file diff --git a/pages/xcrw/detail/index.vue b/pages/xcrw/detail/index.vue new file mode 100644 index 0000000..df7e771 --- /dev/null +++ b/pages/xcrw/detail/index.vue @@ -0,0 +1,264 @@ + + + + + \ No newline at end of file diff --git a/pages/xcrw/index.vue b/pages/xcrw/index.vue new file mode 100644 index 0000000..fdd2553 --- /dev/null +++ b/pages/xcrw/index.vue @@ -0,0 +1,204 @@ + + + + + \ No newline at end of file diff --git a/pages/xxsb/dsfrom.vue b/pages/xxsb/dsfrom.vue new file mode 100644 index 0000000..c9f69da --- /dev/null +++ b/pages/xxsb/dsfrom.vue @@ -0,0 +1,762 @@ + + + + + diff --git a/pages/xxsb/from.vue b/pages/xxsb/from.vue new file mode 100644 index 0000000..2d6d68a --- /dev/null +++ b/pages/xxsb/from.vue @@ -0,0 +1,682 @@ + + + + + diff --git a/pages/xxsb/fromSeverity.vue b/pages/xxsb/fromSeverity.vue new file mode 100644 index 0000000..fc62a53 --- /dev/null +++ b/pages/xxsb/fromSeverity.vue @@ -0,0 +1,656 @@ + + + + + diff --git a/pages/xxsb/index.vue b/pages/xxsb/index.vue new file mode 100644 index 0000000..77e6ed1 --- /dev/null +++ b/pages/xxsb/index.vue @@ -0,0 +1,91 @@ + + + diff --git a/pages/xxsb/map.vue b/pages/xxsb/map.vue new file mode 100644 index 0000000..7ca83e4 --- /dev/null +++ b/pages/xxsb/map.vue @@ -0,0 +1,124 @@ + + + diff --git a/pages/yj/detail/aiyj.vue b/pages/yj/detail/aiyj.vue new file mode 100644 index 0000000..ab638f3 --- /dev/null +++ b/pages/yj/detail/aiyj.vue @@ -0,0 +1,129 @@ + + + + + \ No newline at end of file diff --git a/pages/yj/detail/qxyj.vue b/pages/yj/detail/qxyj.vue new file mode 100644 index 0000000..e55d4d9 --- /dev/null +++ b/pages/yj/detail/qxyj.vue @@ -0,0 +1,125 @@ + + + + + \ No newline at end of file diff --git a/pages/yj/detail/wyyj.vue b/pages/yj/detail/wyyj.vue new file mode 100644 index 0000000..b84badb --- /dev/null +++ b/pages/yj/detail/wyyj.vue @@ -0,0 +1,140 @@ + + + + + \ No newline at end of file diff --git a/pages/yj/index.vue b/pages/yj/index.vue new file mode 100644 index 0000000..900be00 --- /dev/null +++ b/pages/yj/index.vue @@ -0,0 +1,152 @@ + + + + + \ No newline at end of file diff --git a/pages/ylzList/detail/index.vue b/pages/ylzList/detail/index.vue new file mode 100644 index 0000000..931cefd --- /dev/null +++ b/pages/ylzList/detail/index.vue @@ -0,0 +1,176 @@ + + + + \ No newline at end of file diff --git a/pages/ylzList/detail/jcOptions.js b/pages/ylzList/detail/jcOptions.js new file mode 100644 index 0000000..fbdbf4b --- /dev/null +++ b/pages/ylzList/detail/jcOptions.js @@ -0,0 +1,181 @@ + +import echarts from 'echarts/lib/echarts'; +export default function DrpOption(echartData) { + console.log("echartData",echartData); + + let totalDrp = 0; + const DRPLEVEL = [10, 20, 50, 100, 250]; + const maxVal = DRPLEVEL.find(o => o > totalDrp); + const xMaxVal = echartData?.actual ? DRPLEVEL.find(o => { + let max = Math.max(...echartData?.actual || []) + return o > max + }):maxVal + // const xMaxVal = Math.ceil(Math.max(...echartData.actual)) + 2 + const yMaxVal = echartData?.actual ? DRPLEVEL.find(o => { + let max = Math.max(...echartData?.total) + return o > max + }): maxVal + let eopts = { + tooltip: { + trigger: 'axis', + }, + grid: { + x: 40, + y: 30, + x2: 30, + y2: 28, + borderWidth: 0 + }, + legend: { + // 显示图例 + show: true, + // 图例的位置 + data: ['实测', '累计'] + }, + calculable: true, + xAxis: [ + { + type: 'category', + data: echartData.time, + splitLine: { + show: false + }, + axisLabel: { + color: '#333', + fontSize: 12, + format:"jcDataFormat" + }, + axisLine: { + lineStyle: { + color: '#07a6ff', + width: 0.5, + } + }, + axisTick: { + show: false, + }, + } + ], + yAxis: [ + { + type: 'value', + position: 'left', + name:"雨量mm", + splitLine: { + show: true, + lineStyle: { + color: '#07a6ff', + width: 0.25, + type: 'dashed' + } + }, + axisLabel: { + color: '#333', + fontSize: 12, + }, + axisLine: { + show: false + }, + axisTick: { + show: false, + }, + min: 0, + max: xMaxVal + }, + { + type: 'value', + position: 'right', + name:"累计mm", + splitLine: { + show: true, + lineStyle: { + color: '#07a6ff', + width: 0.25, + type: 'dashed' + } + }, + axisLabel: { + color: '#333', + fontSize: 12, + }, + axisLine: { + show: false + }, + axisTick: { + show: false, + }, + min: 0, + max: yMaxVal + } + ], + }; + let chartData = { + series: [ + { + name: '实测', + type: 'bar', + barWidth: '60%', + data: echartData.actual, + itemStyle: { + normal: { + barBorderRadius: [3, 3, 0, 0], + color: new echarts.graphic.LinearGradient( + 0, 0, 0, 1, + [ + { offset: 0, color: '#3876cd' }, + { offset: 0.5, color: '#45b4e7' }, + { offset: 1, color: '#54ffff' } + ] + ), + }, + }, + label: { + show: false, + }, + markPoint: { + data: [ + { type: 'max', name: '最大值', symbol: 'circle', symbolSize: 1, symbolOffset: [0, -12] }, + ] + }, + }, + { + yAxisIndex: 1, + name: '累计', + type: 'line', + showSymbol: false, + label: { + show: false, + }, + data: echartData.total, + lineStyle: { + normal: { + width: 1, + } + }, + areaStyle: { + normal: { + color: new echarts.graphic.LinearGradient(0, 0, 0, 1, [{ + offset: 0, + color: 'rgba(3, 194, 236, 0.3)' + }, { + offset: 0.8, + color: 'rgba(3, 194, 236, 0)' + } + ], false), + shadowColor: 'rgba(0, 0, 0, 0.1)', + shadowBlur: 10 + } + }, + itemStyle: { + normal: { + color: '#03C2EC' + } + }, + } + ] + }; + return { + eopts, + chartData + } +} \ No newline at end of file diff --git a/pages/ylzList/detail/jcTable.vue b/pages/ylzList/detail/jcTable.vue new file mode 100644 index 0000000..6687c1b --- /dev/null +++ b/pages/ylzList/detail/jcTable.vue @@ -0,0 +1,89 @@ + + + + + \ No newline at end of file diff --git a/pages/ylzList/detail/tjsjTable.vue b/pages/ylzList/detail/tjsjTable.vue new file mode 100644 index 0000000..527de70 --- /dev/null +++ b/pages/ylzList/detail/tjsjTable.vue @@ -0,0 +1,139 @@ + + + + + diff --git a/pages/ylzList/index.vue b/pages/ylzList/index.vue new file mode 100644 index 0000000..3088436 --- /dev/null +++ b/pages/ylzList/index.vue @@ -0,0 +1,113 @@ + + + + + \ No newline 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