HTML5 特效集合[2]

liusoft 2012-07-11 06:22:28
2、HTML5 拖放上传图片,在线演示地址: http://t.cn/zWfhal2

HTML

<div class="container">
<div class="contr"><h2>Drag and Drop your images to 'Drop Area' (up to 5 files at a time, size - under 256kb)</h2></div>
<div class="upload_form_cont">
<div id="dropArea">Drop Area</div>

<div class="info">
<div>Files left: <span id="count">0</span></div>
<div>Destination url: <input id="url" value="http://www.script-tutorials.com/demos/257/upload.php"/></div>
<h2>Result:</h2>
<div id="result"></div>
<canvas width="500" height="20"></canvas>
</div>
</div>
</div>
<script src="js/script.js"></script>

CSS:

.container {
overflow:hidden;
width:960px;
margin:20px auto;
}
.contr {
background-color: #212121;
color: #FFFFFF;
padding: 10px 0;
text-align: center;

border-radius:10px 10px 0 0;
-moz-border-radius:10px 10px 0 0;
-webkit-border-radius:10px 10px 0 0;
}
.upload_form_cont {
background: -moz-linear-gradient(#ffffff, #f2f2f2);
background: -ms-linear-gradient(#ffffff, #f2f2f2);
background: -webkit-gradient(linear, left top, left bottom, color-stop(0%, #ffffff), color-stop(100%, #f2f2f2));
background: -webkit-linear-gradient(#ffffff, #f2f2f2);
background: -o-linear-gradient(#ffffff, #f2f2f2);
filter: progid:DXImageTransform.Microsoft.gradient(startColorstr='#ffffff', endColorstr='#f2f2f2');
-ms-filter: "progid:DXImageTransform.Microsoft.gradient(startColorstr='#ffffff', endColorstr='#f2f2f2')";
background: linear-gradient(#ffffff, #f2f2f2);

color: #000;
overflow: hidden;
}
.info {
background-color: #EEEEEE;
border: 1px solid #DDDDDD;
float: left;
font-weight: bold;
height: 530px;
margin: 20px;
position: relative;
width: 560px;
}
.info > div {
font-size: 14px;
font-weight: bold;
padding: 10px 15px 5px;
}
.info > h2 {
padding: 0 15px;
}
.info > canvas {
margin-left: 15px;
margin-bottom: 10px;
}
.info #url {
width: 400px;
}
#dropArea {
background-color: #DDDDDD;
border: 3px dashed #000000;
float: left;
font-size: 48px;
font-weight: bold;
height: 530px;
line-height: 530px;
margin: 20px;
position: relative;
text-align: center;
width: 300px;
}
#dropArea.hover {
background-color: #CCCCCC;
}
#dropArea.uploading {
background: #EEEEEE url(loading.gif) center 30% no-repeat;
}
#result .s, #result .f {
font-size: 12px;
margin-bottom: 10px;
padding: 10px;

border-radius:10px;
-moz-border-radius:10px;
-webkit-border-radius:10px;
}
#result .s {
background-color: #77fc9f;
}
#result .f {
background-color: #fcc577;
}

JavaScript:

// variables
var dropArea = document.getElementById('dropArea');
var canvas = document.querySelector('canvas');
var context = canvas.getContext('2d');
var count = document.getElementById('count');
var destinationUrl = document.getElementById('url');
var result = document.getElementById('result');
var list = [];
var totalSize = 0;
var totalProgress = 0;

// main initialization
(function(){

// init handlers
function initHandlers() {
dropArea.addEventListener('drop', handleDrop, false);
dropArea.addEventListener('dragover', handleDragOver, false);
}

// draw progress
function drawProgress(progress) {
context.clearRect(0, 0, canvas.width, canvas.height); // clear context

context.beginPath();
context.strokeStyle = '#4B9500';
context.fillStyle = '#4B9500';
context.fillRect(0, 0, progress * 500, 20);
context.closePath();

// draw progress (as text)
context.font = '16px Verdana';
context.fillStyle = '#000';
context.fillText('Progress: ' + Math.floor(progress*100) + '%', 50, 15);
}

// drag over
function handleDragOver(event) {
event.stopPropagation();
event.preventDefault();

dropArea.className = 'hover';
}

// drag drop
function handleDrop(event) {
event.stopPropagation();
event.preventDefault();

processFiles(event.dataTransfer.files);
}

// process bunch of files
function processFiles(filelist) {
if (!filelist || !filelist.length || list.length) return;

totalSize = 0;
totalProgress = 0;
result.textContent = '';

for (var i = 0; i < filelist.length && i < 5; i++) {
list.push(filelist[i]);
totalSize += filelist[i].size;
}
uploadNext();
}

// on complete - start next file
function handleComplete(size) {
totalProgress += size;
drawProgress(totalProgress / totalSize);
uploadNext();
}

// update progress
function handleProgress(event) {
var progress = totalProgress + event.loaded;
drawProgress(progress / totalSize);
}

// upload file
function uploadFile(file, status) {

// prepare XMLHttpRequest
var xhr = new XMLHttpRequest();
xhr.open('POST', destinationUrl.value);
xhr.onload = function() {
result.innerHTML += this.responseText;
handleComplete(file.size);
};
xhr.onerror = function() {
result.textContent = this.responseText;
handleComplete(file.size);
};
xhr.upload.onprogress = function(event) {
handleProgress(event);
}
xhr.upload.onloadstart = function(event) {
}

// prepare FormData
var formData = new FormData();
formData.append('myfile', file);
xhr.send(formData);
}

// upload next file
function uploadNext() {
if (list.length) {
count.textContent = list.length - 1;
dropArea.className = 'uploading';

var nextFile = list.shift();
if (nextFile.size >= 262144) { // 256kb
result.innerHTML += '<div class="f">Too big file (max filesize exceeded)</div>';
handleComplete(nextFile.size);
} else {
uploadFile(nextFile, status);
}
} else {
dropArea.className = '';
}
}

initHandlers();
})();

PHP:

<?php

// set error reporting level
if (version_compare(phpversion(), '5.3.0', '>=') == 1)
error_reporting(E_ALL & ~E_NOTICE & ~E_DEPRECATED);
else
error_reporting(E_ALL & ~E_NOTICE);

function bytesToSize1024($bytes, $precision = 2) {
$unit = array('B','KB','MB');
return @round($bytes / pow(1024, ($i = floor(log($bytes, 1024)))), $precision).' '.$unit[$i];
}

if (isset($_FILES['myfile'])) {
$sFileName = $_FILES['myfile']['name'];
$sFileType = $_FILES['myfile']['type'];
$sFileSize = bytesToSize1024($_FILES['myfile']['size'], 1);

echo <<<EOF
<div class="s">
<p>Your file: {$sFileName} has been successfully received.</p>
<p>Type: {$sFileType}</p>
<p>Size: {$sFileSize}</p>
</div>
EOF;
} else {
echo '<div class="f">An error occurred</div>';
}
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muyitianmo 2012-07-15
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不错,感觉有点大。。。
内容概要:本文针对无刷直流电机驱动的电子机械制动(EMB)执行器,建立了考虑Stribeck摩擦特性的非线性耦合动力学模型,并在Simulink环境中完成了系统级仿真分析。研究综合集成了电机动力学、齿轮传动机构与制动执行机构的动力学特性,构建了高保真的机电一体化系统模型。重点引入Stribeck摩擦模型以精确描述低速工况下执行器内部存在的静摩擦、粘滞摩擦与库仑摩擦之间的过渡行为,有效提升了系统在启停、反向运动等瞬态过程中的动态响应仿真精度。通过多工况仿真验证了模型的有效性,能够准确反映摩擦引起的爬行、滞后与定位误差等非线性现象,为EMB系统的高性能控制算法设计(如摩擦补偿、滑模控制)与结构优化提供了高可信度的仿真平台。; 适合人群:从事汽车电子制动系统、电机驱动控制、机电系统建模与仿真研究的研究生、科研人员及工程技术人员,需具备扎实的机械动力学、自动控制理论基础和MATLAB/Simulink仿真能力。; 使用场景及目标:①用于高精度电子机械制动系统的设计验证与性能预测;②为消除摩擦非线性影响的先进控制策略(如自适应控制、智能控制)提供精确的被控对象模型;③深入探究Stribeck摩擦等非线性因素对系统动态性能(如响应延迟、稳态误差)的作用机理; 阅读建议:读者应结合提供的Simulink模型文件,深入剖析Stribeck摩擦模块的数学实现与参数辨识方法,建议通过改变输入指令(如阶跃、正弦)和负载条件进行对比仿真,以直观理解非线性摩擦对系统动态特性的影响。

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