JavaScript调试中Console命令
JS调试中,用console.log 感觉比 alert 好用,不用弹出窗口,还要关闭。除了console.log()其他命令没怎么用过,先在这里记一下,用到时在看看
一、显示信息的命令
console.log("日志的输出");
console.info("信息提示");
console.error("错误信息");
console.warn("警告信息");
二、占位符
console上述的集中度支持printf的占位符格式,支持的占位符有:字符(%s)、整数(%d或%i)、浮点数(%f)和对象(%o)
console.log("%d年%d月%d日",2016,3,23);
console.log("圆周率是%f",3.1415926);
三、信息分组
console.group("第一条信息分组");
console.log("第一组信息第1条信息");
console.log("第一组信息第2条信息");
console.groupEnd();//第一组信息结束;
四、显示一个对象所有的属性和方法
1)、查看对象信息 console.dir();
var info = {
name:"binbin",
age:"28",
intro:"........................."
};
console.dir(info);
2)、显示某个节点的内容 console.dirxml()
//<div id="test"><span>内容</span></div>
var id = document.getElementById("test");
console.dirxml(id);
//输出内容 <div id="test"><span>内容</span></div>
五、判断一个表达式或变量是否为真
//console.assert()用来判断一个表达式或变量是否为真。如果结果为否,则在控制台输出一条相应信息,并且抛出一个异常。
var result = 0;
console.assert( result );
var year = 2000;
console.assert(year == 2011 );
var year = 2011;
console.assert(year == 2011 );
六、用来追踪函数的调用轨迹
//console.trace()用来追踪函数的调用轨迹。
//加法函数
function add(a,b){
console.trace()
return a+b;
}
console.log(add(3,5));
console.log(add(6,5));
console.log(add(7,5));
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" alt="" />
七、计时功能
//console.time()和console.timeEnd(),用来显示代码的运行时间。
console.time("控制台计时器一");
for(var i=0;i<1000;i++){
for(var j=0;j<1000;j++){}
}
console.timeEnd("控制台计时器一");
aaarticlea/png;base64,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" alt="" />
八、console.profile()的性能分析
//性能分析(Profiler)就是分析程序各个部分的运行时间,找出瓶颈所在,使用的方法是console.profile()。
function All(){
alert(11);
for(var i=0;i<10;i++){
funcA(1000);
}
funcB(10000);
}
function funcA(count){
for(var i=0;i<count;i++){}
}
function funcB(count){
for(var i=0;i<count;i++){}
}
console.profile('性能分析器');
All();
console.profileEnd();
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" alt="" />
alert("ss");
console.profile('性能分析器');
function fn1(){
for(var i=0;i<1000;i++){
for(var j=0;j<1000;j++){}
}
}
fn1();
console.profileEnd();
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" alt="" />
注释:只有加入alert , 才会显示一张性能分析表,原因不知道。
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