From ea82eb02963b3661078ab5cae870e8ddc0051888 Mon Sep 17 00:00:00 2001 From: lishenfeng Date: Mon, 30 Dec 2024 13:46:25 +0800 Subject: [PATCH] =?UTF-8?q?init():=20=E5=88=9D=E5=A7=8B=E5=8C=96?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- .gitignore | 26 + .hbuilderx/launch.json | 23 + .vscode/settings.json | 4 + App.vue | 117 + compent/formZdy/index.vue | 97 + index.html | 26 + main.js | 56 + manifest.json | 127 + package-lock.json | 428 + package.json | 12 + pages.json | 284 + pages/addressBook/addressBook.vue | 329 + pages/addressBook/follow.vue | 159 + pages/addressBook/myDept.vue | 189 + pages/aqjc/dataUrl/index.js | 3 + pages/aqjc/index.vue | 421 + pages/aqjc/jcsjTable.vue | 120 + pages/aqjc/jrxOptions.js | 325 + pages/forewarning/forewarning.vue | 82 + pages/forewarning/hd.vue | 259 + pages/forewarning/sh.vue | 328 + .../shInformation/shInformation.vue | 119 + pages/forewarning/sk.vue | 262 + pages/gqzq/detail/index.vue | 306 + 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uni_modules/uview-ui/libs/mixin/mixin.js create mode 100644 uni_modules/uview-ui/libs/mixin/mpMixin.js create mode 100644 uni_modules/uview-ui/libs/mixin/mpShare.js create mode 100644 uni_modules/uview-ui/libs/mixin/openType.js create mode 100644 uni_modules/uview-ui/libs/mixin/style.js create mode 100644 uni_modules/uview-ui/libs/mixin/touch.js 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..1f25d15 --- /dev/null +++ b/App.vue @@ -0,0 +1,117 @@ + + + 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..49baf01 --- /dev/null +++ b/manifest.json @@ -0,0 +1,127 @@ +{ + "name" : "檀树岗水库", + "appid" : "__UNI__33ED56F", + "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", + "runmode" : "liberate", + "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 */ + "packagename" : "com.gunshi.tsg", + "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" : "", + "serviceHost" : "" + } + } + } + } +} diff --git a/package-lock.json b/package-lock.json new file mode 100644 index 0000000..2ec47bb --- /dev/null +++ b/package-lock.json @@ -0,0 +1,428 @@ +{ + "name": "tsg-app", + "version": "1.0.1", + "lockfileVersion": 2, + "requires": true, + "packages": { + "": { + "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", + "ol": "^10.2.1" + } + }, + "node_modules/@amap/amap-jsapi-loader": { + "version": "1.0.1", + "resolved": "https://registry.npmmirror.com/@amap/amap-jsapi-loader/-/amap-jsapi-loader-1.0.1.tgz", + "integrity": "sha512-nPyLKt7Ow/ThHLkSvn2etQlUzqxmTVgK7bIgwdBRTg2HK5668oN7xVxkaiRe3YZEzGzfV2XgH5Jmu2T73ljejw==" + }, + "node_modules/@escook/request-miniprogram": { + "version": "0.2.1", + "resolved": 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--- /dev/null +++ b/package.json @@ -0,0 +1,12 @@ +{ + "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", + "ol": "^10.2.1" + } +} diff --git a/pages.json b/pages.json new file mode 100644 index 0000000..05fad4b --- /dev/null +++ b/pages.json @@ -0,0 +1,284 @@ +{ + "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/zhjs/index", + "style": { + "navigationBarTitleText": "", + "app-plus": { + "titleNView": false, + "subNVues": [ + { + "id": "drawer", + "path": "pages/zhjs/subnvue/index.nvue", + "style": { + "position": "absolute", + "width": "100%", + "height": "100%" + } + } + ] + } + } + }, + { + "path": "pages/sjc/index", + "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": "" + } + }, + { + "path": "pages/sws/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..4a8df17 --- /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..9c97c48 --- /dev/null +++ b/pages/aqjc/index.vue @@ -0,0 +1,421 @@ + + + + + \ No newline at end of file diff --git a/pages/aqjc/jcsjTable.vue b/pages/aqjc/jcsjTable.vue new file mode 100644 index 0000000..63d5954 --- /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..d7d8216 --- /dev/null +++ b/pages/aqjc/jrxOptions.js @@ -0,0 +1,325 @@ + +import { imageUrl060,imageUrl090,rule } from './dataUrl' + +export default function jrxOptions(data = {}, type = "1") { + const yMin = type == "1" ? 70 : type == "2" ? 70 : 70; + const yMax = type == "1" ? 154 : type == "2" ? 150 : 150; + 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 - 99) + 1.1 * 13) / 1.1): + type == "2" ? (((data?.rz - 99) + 1 * 14) / 1) : (((data?.rz - 99) + 1 * 14) / 1) + const rz = data?.rz ? + [[xValue, data?.rz], [0, data?.rz], ] : + [] + const rz1 = data?.rz ? + type == "1" ? + [[0, 99], [13, 99], [xValue, data?.rz]]: + type == "2" ? + [[0, 99], [14, 99], [xValue, data?.rz]] + : [[0, 99], [14, 99], [xValue, data?.rz]] + : + [] + const gz1 = data[alltype[0]] ? + type == "1" ? [[51.6, 85], [51.6, data[alltype[0]]]] : + type == "2" ? [[47.5, 85], [47.5, data[alltype[0]]]] : + [[47.5, 158], [85, data[alltype[0]]]] + : []; + const gz2 = data[alltype[1]] ? + type == "1" ? [[53.6, 85], [53.6, data[alltype[1]]]] : + type == "2" ? [[49.5, 85], [49.5, data[alltype[1]]]] : + [[53.6, 158], [53.6, data[alltype[1]]]] : + []; + + const gz3 = data[alltype[2]] ? + type == "1" ? [[72.5, 90], [72.5, data[alltype[2]]]] : + type == "2" ? [[66.5, 90], [66.5, data[alltype[2]]]] : + [[73, 161], [73, data[alltype[2]]]] : []; + + const gz4 = data[alltype[3]] ? + type == "1" ? [[84.5, 96], [84.5, data[alltype[3]]]] : + type == "2" ? [[77, 96], [77, data[alltype[3]]]] : + [[85, 166], [85, data[alltype[3]]]] : []; + + const line = data?.rz ? + type == "1" ? + [ + [xValue, data?.rz], + [51.6, data[alltype[0]]], + [53.6, data[alltype[1]]], + [72.5, data[alltype[2]]], + [84.5, data[alltype[3]]] + ] : + type == "2" ? + [ + [xValue, data?.rz], + [47.5, data[alltype[0]]], + [49.5, data[alltype[1]]], + [66.5, data[alltype[2]]], + [77, data[alltype[3]]] + ] : + [ + [xValue, data?.rz], + [51.6, data[alltype[0]]], + [53.6, 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..9c91d98 --- /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..5645265 --- /dev/null +++ b/pages/homeIndex/index.vue @@ -0,0 +1,424 @@ + + + + + \ No newline at end of file diff --git a/pages/login/login.vue b/pages/login/login.vue new file mode 100644 index 0000000..23f0da3 --- /dev/null +++ b/pages/login/login.vue @@ -0,0 +1,231 @@ + + + + + \ 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..be33575 --- /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..fb8880e --- /dev/null +++ b/pages/messageList/index.vue @@ -0,0 +1,219 @@ + + + + + \ No newline at end of file diff --git a/pages/modifyPassword/modifyPassword.vue b/pages/modifyPassword/modifyPassword.vue new file mode 100644 index 0000000..27aa503 --- /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..60a87c2 --- /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..00218b8 --- /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..7bcb8f9 --- /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..1b49a2a --- /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..052fae1 --- /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..c98ae60 --- /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..0c5bfee --- /dev/null +++ b/pages/mypage/mypage.vue @@ -0,0 +1,230 @@ + + + + + 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..867cc1d --- /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..f3383de --- /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/sjc/index.vue b/pages/sjc/index.vue new file mode 100644 index 0000000..c3618c4 --- /dev/null +++ b/pages/sjc/index.vue @@ -0,0 +1,80 @@ + + + \ No newline at end of file diff --git a/pages/sjc/slTable.vue b/pages/sjc/slTable.vue new file mode 100644 index 0000000..2aab934 --- /dev/null +++ b/pages/sjc/slTable.vue @@ -0,0 +1,94 @@ + + + + + \ No newline at end of file diff --git a/pages/sjc/zsyTable.vue b/pages/sjc/zsyTable.vue new file mode 100644 index 0000000..2498672 --- /dev/null +++ b/pages/sjc/zsyTable.vue @@ -0,0 +1,97 @@ + + + + + \ No newline at end of file diff --git a/pages/sjc/zwyTable.vue b/pages/sjc/zwyTable.vue new file mode 100644 index 0000000..4200d3b --- /dev/null +++ b/pages/sjc/zwyTable.vue @@ -0,0 +1,98 @@ + + + + + \ No newline at end of file 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..516c11b --- /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..618abca --- /dev/null +++ b/pages/skDetail/jcsj/jcsjTable.vue @@ -0,0 +1,126 @@ + + + + + \ 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..421b451 --- /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..70237b9 --- /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..ed57b85 --- /dev/null +++ b/pages/skDetail/zrtx/zrtx.vue @@ -0,0 +1,59 @@ + + + + + \ No newline at end of file diff --git a/pages/skInfo/detail/basicInfo.vue b/pages/skInfo/detail/basicInfo.vue new file mode 100644 index 0000000..acac657 --- /dev/null +++ b/pages/skInfo/detail/basicInfo.vue @@ -0,0 +1,111 @@ + + + \ 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..414cf59 --- /dev/null +++ b/pages/skInfo/detail/index.vue @@ -0,0 +1,106 @@ + + + + + \ 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..376d888 --- /dev/null +++ b/pages/skInfo/detail/jcxx.vue @@ -0,0 +1,373 @@ + + + \ 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..77a2c1c --- /dev/null +++ b/pages/skInfo/detail/krqx/index.vue @@ -0,0 +1,68 @@ + + + \ 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/myMap.vue b/pages/skInfo/detail/myMap.vue new file mode 100644 index 0000000..dbfe3db --- /dev/null +++ b/pages/skInfo/detail/myMap.vue @@ -0,0 +1,31 @@ +//MyVideo组件 +//自行封装一个组件，利用iframe实现 + + + \ 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..a94ade0 --- /dev/null +++ b/pages/skInfo/detail/tzcs.vue @@ -0,0 +1,232 @@ + + + \ No newline at end of file diff --git a/pages/skInfo/index.vue b/pages/skInfo/index.vue new file mode 100644 index 0000000..a2a802b --- /dev/null +++ b/pages/skInfo/index.vue @@ -0,0 +1,188 @@ + + + + + \ 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..74c59cb --- /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..9df3a0b --- /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..204f36c --- /dev/null +++ b/pages/spjk/spbf/index.vue @@ -0,0 +1,222 @@ + + + + + + + diff --git a/pages/staticData.js b/pages/staticData.js new file mode 100644 index 0000000..927690a --- /dev/null +++ b/pages/staticData.js @@ -0,0 +1,270 @@ + + +export default { + 0:[{ + name: "所在河流(水系)名称", + key: "rvName" + }, + { + name: "倒水全流域面积(km²)", + key: "basArea" + }, + + { + name: "坝址以上流域面积(km²)", + key: "watShedArea" + }, + { + name: "坝址以上主河床长度(km)", + key: "watRiverLen" + }, + { + name: "坝址以上主河床平均坡降(‰)", + key: "watRiverSlope" + }, + { + name: "多处平均降雨量(mm)", + key: "annualAvgDrp" + }, + { + name: "设计洪水标准及洪峰流量(m³/s)", + key: "desFloodPeakFlow" + }, + { + name: "校核洪水标准及洪峰流量(m³/s)", + key: "calFloodPeakFlow" + }, + { + name: "校核洪水位(m)", + key: "calFloodLev" + }, + { + name: "设计洪水位(m)", + key: "desFloodLev" + }, + { + name: "正常蓄水位(m)", + key: "normWatLev" + }, + { + name: "死水位(m)", + key: "deadLev" + }, + { + name: "汛期限制水位(m)", + key: "flLowLimLev" + }, + { + name: "总库容(万m³)", + key: "totCap" + }, + + { + name: "调洪库容(万m³)", + key: "storFlCap" + }, + + { + name: "兴利库容(万m³)", + key: "benResCap" + }, + { + name: "死库容(万m³)", + key: "deadCap" + }, + + { + name: "工程规模", + key: "engScal" + }, + { + name: "设计灌溉面积(亩)", + key: 'designIrrArea' + }, + { + name: "保护人口(人)", + key: 'protectPopulation' + }, + { + name: "保护农田(亩)", + key: 'protectFarmland' + }, + { + name: "地震基本烈度", + key: 'seismicIntensity' + }, + { + name: "地震动参数设计值", + key: 'seismicParm' + }, + ], + 1: [ + { + name: "坝顶高程(m)", + key:"damTopElev" + }, + { + name: "坝顶长度(m)", + key:"damTopLen" + }, + { + name: "坝顶宽度(m)", + key:"damTopWid" + }, + { + name: "最大坝高(m)", + key:"damMaxHeig" + } + ], + 2: [ + { + name: "坝顶高程(m)", + key:"damTopElev" + }, + { + name: "坝顶长度(m)", + key:"damTopLen" + }, + { + name: "坝顶宽度(m)", + key:"damTopWid" + }, + { + name: "最大坝高(m)", + key:"damMaxHeig" + } + ], + 3: [ + { + name: "堰鼎样式", + key:"crestType" + }, + { + name: "地基特性", + key:"foundCharacter" + }, + { + name: "溢流堰顶高程(m)", + key:"crestEle" + }, + { + name: "溢流堰净宽(m)", + key:"netWidth" + }, + { + name: "消能形式", + key:"elimMethod" + }, + { + name: "校验洪水下泄流量(m³/s)", + key:"caliQ" + }, + { + name: "设计洪水下泄流量(m³/s)", + key:"desQ" + }, + { + name: "消能防冲下泄流量(m³/s)", + key:"elimQ" + } + ], + 4: [ + { + name: "型式", + key:"buildType" + }, + { + name: "地基特性", + key:"foundCharacter" + }, + { + name: "进口地板高程(m)", + key:"inletEle" + }, + { + name: "断面尺寸(m)", + key:"sectionSize" + }, + { + name: "洞长(m)", + key:"tunnelLen" + }, + { + name: "设计流量(m³/s)", + key:"desQ" + }, + { + name: "进口闸门型式", + key:"valveType" + }, + { + name: "进口启闭机型式", + key:"ocType" + } + ], + 5: [ + { + name: "型式", + key:"buildType" + }, + { + name: "衬砌型式", + key:"liningType" + }, + { + name: "地基特性", + key:"foundCharacter" + }, + { + name: "进口地板高程(m)", + key:"inletEle" + }, + { + name: "断面尺寸(m)", + key:"sectionSize" + }, + { + name: "洞长(m)", + key:"tunnelLen" + }, + { + name: "设计流量(m³/s)", + key:"desQ" + }, + { + name: "进口闸门型式", + key:"valveType" + }, + { + name: "进口启闭机型式", + key:"ocType" + } + ], + 6: [ + { + name: "坝顶高程(m)", + key:"damTopElev" + }, + { + name: "坝顶长度(m)", + key:"damTopLen" + }, + { + name: "坝顶宽度(m)", + key:"damTopWid" + }, + { + name: "最大坝高(m)", + key:"damMaxHeig" + } + ],7: [ + { + name: "防汛路长度(m)", + key:"floodRoadLen" + }, + { + name: "路面宽度(m)", + key:"roadWidth" + }, + ], +} \ No newline at end of file diff --git a/pages/stlljk/chartOption.js b/pages/stlljk/chartOption.js new file mode 100644 index 0000000..9f08ce0 --- /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..5556c97 --- /dev/null +++ b/pages/stlljk/index.vue @@ -0,0 +1,214 @@ + + + + + + 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/sws/detail/chartOption.js b/pages/sws/detail/chartOption.js new file mode 100644 index 0000000..2025991 --- /dev/null +++ b/pages/sws/detail/chartOption.js @@ -0,0 +1,139 @@ + +import echarts from 'echarts/lib/echarts'; + +export default function DrpOption( + data, +) { + 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)) + let eopts = { + tooltip: { + trigger: 'axis', + }, + grid: { + bottom: "8%", + left: "10%", + right: "8%", + width: '80%', + height: '80%' + }, + legend: { + // 显示图例 + show: false, + }, + xAxis: [ + { + 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: [ + { + 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 + }, + { + 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: [ + { + + // yAxisIndex: 0, + name: '水位', + type: 'line', + symbol: 'none', + color: '#0AE0B5', + label: { + show: false + }, + data: data.map(o => o.rz ? o.rz.toFixed(2):null ) + }, + { + yAxisIndex: 1, + 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/sws/detail/index.vue b/pages/sws/detail/index.vue new file mode 100644 index 0000000..063e93d --- /dev/null +++ b/pages/sws/detail/index.vue @@ -0,0 +1,140 @@ + + + + + \ No newline at end of file diff --git a/pages/sws/detail/jcTable.vue b/pages/sws/detail/jcTable.vue new file mode 100644 index 0000000..a6237de --- /dev/null +++ b/pages/sws/detail/jcTable.vue @@ -0,0 +1,97 @@ + + + + + \ No newline at end of file diff --git a/pages/sws/index.vue b/pages/sws/index.vue new file mode 100644 index 0000000..94c53f1 --- /dev/null +++ b/pages/sws/index.vue @@ -0,0 +1,96 @@ + + + + + \ No newline at end of file diff --git a/pages/upgrade/index.vue b/pages/upgrade/index.vue new file mode 100644 index 0000000..d65f800 --- /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..2652216 --- /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..14059cd --- /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..7106c7f --- /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..942246d --- /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..421a94e --- /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..1b49a2a --- /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..c5992da --- /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..f3e0aa0 --- /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..26fa544 --- /dev/null +++ b/pages/yj/index.vue @@ -0,0 +1,152 @@ + + + + + \ No newline at end of file diff --git a/pages/ylzList/detail/barOptions.js b/pages/ylzList/detail/barOptions.js new file mode 100644 index 0000000..bb17ecf --- /dev/null +++ b/pages/ylzList/detail/barOptions.js @@ -0,0 +1,48 @@ +import echarts from 'echarts/lib/echarts'; +export default function DrpOption(data) { + let eopts = { + tooltip: { + trigger: 'axis', + }, + grid: { + x: 40, + y: 30, + x2: 30, + y2: 28, + // borderWidth: 0 + }, + legend: { + // 显示图例 + show: true, + + }, + xAxis: [ + { + type: 'category', + data: ["1h","2h"], + } + ], + yAxis: { + type: 'value', + axisLabel: { + // format: 'projectFormat' + formatter:'{value} mm' + } + }, + }; + let chartData = { + series: [{ + name: '降雨量', + type: 'bar', + barWidth: '60%', + data: [6, 8], + itemStyle: { + color:"#6395fa" + } + }, ] + }; + return { + eopts, + chartData + } +} \ 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..91a3041 --- /dev/null +++ b/pages/ylzList/detail/index.vue @@ -0,0 +1,274 @@ + + + + \ 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..571b918 --- /dev/null +++ b/pages/ylzList/detail/jcOptions.js @@ -0,0 +1,186 @@ +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, + 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 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