• Cesium添加自己的专属Logo（2023.10.22）

    Cesium添加专属Logo 2023.10.22

    引言

            相信很多小伙伴想必都喜欢为自己量身定做衣服，吃自己喜爱的食物、穿自己喜欢的衣服、看自己喜欢的电影、读自己热爱的书本、前往自己向往的旅游胜地、拜访自己崇敬的名人大师，正如世界上没有两片完全相同的叶子一样，每个人生而不同，不论是父母的期望、家族的使命，我们都应该追寻人生的理想，找到自己的目标，实现自己的价值。我们的名字或多或少都寄托着长辈们的希望，尽管名字可以重复，但性格和前途终将迥然不同。为了体现生命的意义，许多事情的完成离不开团队协作、离不开坚持和执着的努力，离不开脚踏实地的辛苦探索，最终还是要留下一些美名和感人事迹的 。

            话不多说，言归正传，本文旨在说明Cesium添加专属Logo的方法，十分简单，可行易懂！👌👌👌

    1、现有网站实例展示

            从自己所接触到的平台而言，Cesium、SuperMap、Mars3D、Xt3d、Digital Visual、AirLook等网站均提供了Demo实例代码及演示效果，当然，诸如此类的网站数不胜数，大家可以借鉴这些网站的风格，了解行业应用现状，然后从自己的实际需求出发，选择适合自己的技术路线来实现特定目的。

    1.1 Cesium官方Logo

    Cesium官方Logo
    在这里插入图片描述

    1.2 SuperMap官方Logo

    SuperMap官方Logo
    在这里插入图片描述

    1.3 Mars3D官方Logo

    Mars3D官方Logo
    在这里插入图片描述

    1.4 Xt3d个人Logo

    Xt3d个人Logo
    在这里插入图片描述

    1.5 Digital Visual官方Logo

    Digital Visual官方Logo
    在这里插入图片描述

    1.6 AirLook官方Logo

    AirLook官方Logo
    在这里插入图片描述

    2、两种常见的实现思路

            目前来看，专属Logo的实现主要有两种思路：
    （1）HTML页面采用 div 方式嵌套图片资源后展示在特定位置；
    （2）利用 Cesium 本身的API通过添加 canvas 元素，将 image 填充其中加载至三维场景的某个空间位置。

    2.1 思路1（静态或动态引入Div）

            在前端展示页面的固定位置，加入一个div元素，div元素内引入一个img标签，将图片作为img显示的来源即可。
            Div的引入可以采用静态或动态方式。静态方式会涉及html代码和css样式代码；动态方式仅使用js代码即可。

    2.1.1 静态Div（示例）

    <div class="cesium-viewer-bottom" style="left: 141px; bottom: 30px;">
	<div class="cesium-widget-credits">
		<div class="cesium-credit-logoContainer" style="display: inline;">
			<div style="display: inline;">
				<a href="https://cesium.com/" target="_blank">
					<img title="Cesium ion" src="https://sandcastle.cesium.com/CesiumUnminified/Assets/Images/ion-credit.png">
				a>
			div>
		div>
		<div class="cesium-credit-textContainer" style="display: inline;">
		div>
		<a class="cesium-credit-expand-link" style="display: inline;">
			Data attribution
		a>
	div>
div>

.cesium-viewer-bottom {
    display: block;
    position: absolute;
    bottom: 30px;
    left: 141px;
    padding-right: 5px;
}

.cesium-widget-credits {
    display: inline;
    position: static;
    bottom: auto;
    left: auto;
    padding-right: 0;
    color: #ffffff;
    font-size: 10px;
    text-shadow: 0 0 2px #000000;
}

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    2.1.2 动态Div（示例）

    function addLogoImage_Div(logoImageUrl)
{
   
	let logoDiv = document.creatElement('div');
	logoDiv.style.width = '300px';
	logoDiv.style.height= '600px';
	logoDiv.style.position= 'fixed';
	logoDiv.style.bottom= '10px';
	logoDiv.style.left= '10px';
	logoDiv.innerHTML = `${
     logoImageUrl}">`;
	document.body.appendChild(logoDiv);
}

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    2.2 思路2（静态或动态内嵌canvas）

            可利用Cesium的ViewportQuad接口，添加边界矩形BoundingRectangle到固定位置，使用logo图片作为矩形框材质。还可以新建一个canvas元素，将图片作为canvas的内容，之后将整个canvas元素作为Cesium三维场景中的材质（Material）和纹理（Texture）即可。

    在这里插入图片描述

    function addLogoImage_Canvas(logoImageUrl)
{
   
	let logoImage = {
   
       'url': 'data:image/png;base64,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',
       'rectangle': [0xa, 0x5, 0x58, 0x14]
     };
	const viewportQuad = new Cesium.ViewportQuad(new Cesium.BoundingRectangle(logoImage.rectangle[0],logoImage .rectangle[1],logoImage .rectangle[2],logoImage .rectangle[3]));
    viewportQuad.material = new Cesium.Material({
   
       'fabric': {
   
         'type': 'Image',
         'uniforms': {
   
           'color': new Cesium.Color(1.0, 1.0, 1.0, 1.0),
           'image': logoImage ['url']
         }
       }
     });
     viewer.scene.primitives.add(viewportQuad);
};

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    3、实验测试

    3.0 实验准备

    3.0.1 示例图片（可转base64）

    jing_zhong's logo

    3.1 Cesium沙盒在线测试

            为了快速直接地展现测试效果，可以在Cesium官方沙盒中进行实际测试。

    3.1.1 测试执行代码

      JavaScript Code

    const viewer = new Cesium.Viewer("cesiumContainer", {
   
  animation: false,
  orderIndependentTranslucency: false,
  timeline: false
});

let needsDrag = false;
const demos = [
  {
   
    text: "DIv方式-Logo",
    onselect: function () {
   
      addLogoByDiv();
    },
  },
  {
   
    text: "Canvas-Logo",
    onselect: function () {
   
      addLogoByCanvas();
    },
  }
];
Sandcastle.addToolbarMenu(demos);

function removeDivLogo()
{
   
  let logoDiv = document.getElementById('logo-Div');
  if(logoDiv)
  {
   
    //document.body.removeChild(logoDiv);
    viewer.cesiumWidget.container.removeChild(logoDiv);
  }
  console.log('移除Div-Logo成功');
}

function addLogoByDiv()
{
   
  removeCanvasLogo();
  let logoImage = {
   
    //'url': 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    'url': 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  • 原文地址：https://blog.csdn.net/jing_zhong/article/details/131734388