转载自:http://www.ruanyifeng.com/blog/2010/02/url_encoding.html

一。问题的由来。

url就是网址,只要上网就一定会用到。
一般来说,URL只能使用英文字母,阿拉伯数字和某些标点符号,不能使用其他文字和符号。
比如,世界上有英文字母的网址,http://www.xyz.com' 但是没有希腊文的网址http://aerfa,beita,segma.com。这是因为网络
标准RFC 1738做了硬性规定:
只有字母和数字[-9a-zA-Z], 一些特殊符号$-_.+!*'(),以及某些保留字,才可以不经过编码直接用于URL
这意味着,如果URL中有汉字,就必须编码后使用。但是麻烦的是RFC_1738没有规定具体的编码方法,而是交给应用程序‘浏览器’自己决定。
这导致url编码成为一个混乱的区域。 下面就让我们看看,“URL”编码到底有多混乱。我会依次分析四种不同的情况,在每一种情况中,浏览器的编码方法都不一样。
把他们的差异解释清楚之后,我再说如何用javascript找到一个统一的编码方法。 , http://zh.wikipedia.org/wiki/春节
结论1;网址路劲的编码,用的是utf8编码 ,http://www.baidu.com/s?wd=春节
结论2:查询字符串的编码,用的是操作系统的默认编码。 ,在浏览器直接输入春节 baidu google
结论3:get和post方法的编码,用的是网页的编码 ,ajax调用的url包含汉字
ex: url=url+"?q=" + document.form.getelements[].value. //假设表达提交的为春节。
http_request.open('GET', url, true);
结论4:在ajax调用中,ie总是采用GB2312编码(即操作系统默认编码), 而firefox总是采用utf-8编码。 =========================================================================================
linux
origin: http://www.baidu.com/s?wd=魔兽
normalize: www.baidu.com/s?wd=魔兽
re-url_encoded: www.baidu.com/s?wd=%E9%AD%94%E5%85%BD
firefox:
        https://www.baidu.com/s?wd=%E9%AD%94%E5%85%BD windows下的编码:

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" alt="" />

linux(默认utf8)

aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAkcAAACCCAIAAADDm/uOAAAVZ0lEQVR4nO2d27WrOgxFqYuCGON0Qwm3CpqhmH0/EsAPyZYMBELm/DlnE5BtYbTwA7v777///v3718X04/w3DZ0Jz7nHMUx/89h7rrgmn9elezfww68wTH/pne7H2fq4luuJYBsg5UtVrevHOdC1fpxqDw2qdi344VcQlGeYDoknw/TnfZmFX0RVtTfVynhdtApyacgBqnYt+OHxDJPjedSQ68nbNJIGFkRVAwAA+EpQNQAAeA6oGgAAPAdUDQAAngOqdgL+7w4AvgbHjEaAC8hULZxZuGcy0wfmvHnmXCXFspZtu8wsU/E3B/bf9Ay3KaRnIqufYYrsJn8exqsQkeHkThqco9aT7YfUipBu/NPOtxbZvp4f1YTkh6C8BkOyneLz0o8zn43BfRFVba2wxmAlBeuzVS207/+OxSQvLZ/HlA2bVc0hfxWk71YPsP6KnOENOHze9cv9Y5p/Z8VS60nwRxyllXQ3c/O8y32KfTU/hoKlGVwyZ7nRJn+mhtA1uDFlVTPW3itULcKrP5YlClqWMahFEbOcHNeHeZ6qTdPSEzVM8zge3Ou6dHNl+d9TsYJ6Ent4+0FNt9uu2nN3NPtaflQUP8R2DZXY4k95uRC62eGeGFUtU7f3Yyd1VLzq+svO+nv2oif1akzD2nnie2B8qrbnVbh6jZSNsEtI7ipKr5LjptSVFuczvy4OSPr98pd0Gt4RepiSSJ/nU6s/9ZROUrXI7NsrWdNJ6iF8FXh/QE/sV/IzTNmN0vzQj3NYyPgih53EYnYKsgZ3pd4Dub3bqtFTa6utT6bWuxL8EQ1XONteflGrnz1Mf/M4+IbVxGgXOi5MOjweR1t5OKMfZ+m++FTN44ES71SH6W8ahmke+y1lJZ+l+lNCVLVGRZaaau8qmMX23G/bKeeoWik/ihppflhqUSZFTjvrCdpxOiHhhlRmiyQNi+DNO218lXsgo4c2fWefBv38OoWBfRFbz2I8J2BfR2y4XuWchVXx0lr5t98vVbVumOZpmsa+sNKRoOKe9Eu3S4jR5SxH7xHvlxa5XmbpJi8kp6haKT81W3Fdncfe6Z7MjpLRDRprcFMqPZCd9Et2ikPVpGCxR9W8T27ryJZFC+tu2M4QugJrqqZPVvu8qoX3Mw3D2uQ8vf5UUiqcbB78TOtJOr8lM6S1pbI/GhF6IIv5sVrLx9V2DTgXqgqqBjfFoWpLNe6zbSV2qNqutlowhGDE/pSXolohO9a2WiUkyOokxdWLVS2y+R5z0uK/Wn8qKenh3TgVT6gnyZV5rc/VIWePD5NyVfNTZLs6ubXOO+0a/qQHEm6KR9VeQWqa8qAkVH4t2g7hxwKO8aGMkqRJw/9LeuoIe+Et1SiGUgxJhpaMs7fLqhY2PLShyWKR1fIMk+g3Q/6Wsmv5XC+T6k85pdJblu1dQzpLG+utp6vcHd+UWbFxqOan2CURlTB7vjKVstmRM5mcTVMN7ohP1fLHJPohfIMtqFR2bp5uXdX0aRWdpmq6NikquKVhfHxFqVp75OZkTrg6hCmWPzg7nke//TANcRuu0LIQ74H+OpCiq5qezzVZU/BX8x/eeIOlQj0Jksiqjua3Qult+SnYF/MTlCJOU/dDwUNuO2rFR9TgtjhXzHJ29/8e3oGMu+Hv1HXx2Ppzst/uBpoGN8alat8esj+CcaznnpwbnJ9bf35L1NA0uDVGVXt3U1CVTRwxR+7z+MeGvLa/0St1zvTbLRlY3RhuDWv2AwDAc0DVAADgOaBqAADwHFA1AAB4DqKqFT6cgQfxnbNavh5ttkXw5RiPHUAzqqqpC5pK36Z6j5cQV8g46vwtQ4YL1Cijf50tLrXssxN9pus93+ln1YxT7OpTvdMqdZ6g3qf+qPar68p8UtWKr7BifT4KVBzOwa5qSQXvx0lao6frx1Fcrmc7XqQffXsNe853fS4V+iC6UF3Z6PVDusex306c4cR8fn7bcnyZDoUH3J/cnaRqDd9F3ab+lO2XPHzNl+pyquepmvpcAOzFrGqlJRSlGtn2pebg3GvYcf6eYBEv5hiktf0wFPdQttsJSZailM9vUTXh5kSHvDfvNqp2t/qj29fLdidV+2DiyBochVXVPiJqSyLWqOQ5f9cK45F4he1P2x7KLXa6fH1l+fyGgkk3p7SYs9bjGq2xuEPV8q6ofLVES9i7W/0p2lefELO+hE6K6kbLnvJZqkrPpGZfWcc1aewpqyujanAkRlVzP4INr35bqrao5Dt/aNjbOrg2a2K9+5AyV5UKbrUjxCT9/EgAbMXS2g6imbBAYfQJj9vaarJK9fLe2TazaRJ3qj81+5pO2h6drBda2rjBoRbWB1mzr69OvmVOyw6iBofiV7U45B6manpv2yHnx2P2noGj+G1zC26byNhUzWknyabpfOVNWMqJ3iOW/Br7VjnrsB5IJTUDd6s/dfta6UyPjuDP19+6upTxqJpkv5Tuq6TpiHPwI9NF4EgcqiZGpaNev9Ieqdq13vPTc6yqmwrFS9PjzjOLqrntJIe955coq5rwoi20seIqskvVkiTaVO3K+hN1xL4PGuzvUjVVbO6oagXpMr6IATiwjqulsrZW22NkLQoMhv407/nZ02l63PutbRQdisN57CkpOrTYSbJpO9/WBq2pWmjdNm66Q9XietLaVrtb/bHY39UDmZ50+7baayxOeAiQNDga+8z++K0qrs7SDH7tuIHsWVSmU7jOL02HkNAeuWQsoTqtptFOls36+eYgUZstEv5hyFvajtSSrKpa9uLeOOByi/pTsp/aS882dCMM4XczpvGtur29qiYN7YUWIrchaXAWrq+w476i+FVdeh/Vjtc4JSp14Rt0PTfC23Y0Nh8fkrrqtqjdbEfoBs5+CBOwjk4IUpU3vpQuwrxzcjbMjdd7IAPr+d7ZYelcLf/L60/Rfldqh5qHpEXfeFVNq7el44VZIe9qGL20pKcEXericwGwD9/aIvAUGltBcAylvlWzqgGABKr2q3jmgcKhlMcLUTWAXbC68Q9jH3WBAxlY3RjgRNiJBgAAngOqBgAAzwFVAwCA54CqAQDAc0DVAADgOSSqJiz797HvmtbVEqJlE9xfGbgncMrp+jnKzpHYl471f83xhX7LptQfsbTuVfddSbdY/++0lHCb36KP9h8zf9d/X+7lhzvVq05vq13w0cz6AVW2sE5LRuwFkNP1c5SdIzlG1eTvq77Qb0ZVc6yq3F1338vpyvX/TtGnxW++O/M9eO/LNX7QU71Tvepup2rrevAfVrU8XT9H2bmGNlX7Mr8ZU/Cr2hX3vZzu/b/lbvEbX1i+uMYPXxPYjKqWLUSxvl9t63HnvR6t6+aFvOyHaw7a7Murssr5PB15QczwaNSBlOdT9/8iR8sVwrJ8aVnTbubgPqZ+lnqkP90cSZLVytvp9SFac1BY3bK0mme6/c8B9Ue876VytSCvsq3kXVmwVfJnUj+V5/H4OLBaUjoNdvpzmNZSLU+B9CTZ7LvKq9yXkp8P8EOpvMJyAIXnwhZntPh2TjAxt9XiA9nitHnwDS/Y0TcT2U8XeC/Yl1RNzOfpyMMGURaCP7R8av5fLtgkLo/o2o0Mz1b9LFr9BMpwi1ZerT6Ex4WCSG0asbwHOUG777X76MW6Br/qZ8WfUQQM/axl+Zg4oC6GfJA/l1WYl660qCHpst9YXjleZX4+yg9qebu+bW96Mf9qfBPqz5HYeyAL0TA4MVys+5C4GNvfrNbsy221PJ+now9wpK+z01DKp+L/RKErbyPJ30Fimp+z9D6FFpaV8io5jrO+V9X2e0G977X76MWsasqJWg1Q64nin2NrUvbYHuXP5fclg+G/Lvut5S3Hq7Tcu/2glTfPVZuqGePbSWHYMa625ifKWB6FV2/JLVYniheq9uuq9pnGWnp7a9nT86mcoiSgJWR7O7le1dRiyT9o9SH3VauqRYk0e0OvlpX7uDehegYi1OerVk8S/xwWB6T0isXx+VOL8l77zeXdqWrefBZULSlCm6oZ49v1qrYUqh/npKRC2DgsEBZUrdqloNeSz8Vp/SXI8i6Ttcoy/zepWtJ7kZu5h6qJaerRRBOiY9pqye+NCqQ3nS9UNaGsRvfLUSnpcDqw6lSjeas/rapWs99c3oNVrZZPVdXiTsHmtpoxvt1A1V6ZmCY9qCbtgCOeUs0LNfvFWmJuqQ1THPsb0Htm1HELNZ+C/72qptWjYm1z93+f57di40JpFAd9uNXx1/QikR0tfe2+X6Vqmp81f5qi0glxQEvvIH8Wo7zHfmt5d6qaN58mVRum5HkpPBeSjFXjW1qOdzNxd3VxzuyP8hpmJHv3z35q1OSCF0T7eReA1GVp9dsxbo7Sjl6E8oPlfOb+t3chKQ6y1DYlr9USn+E3PVop9W09PId7dqv+0cobtXF3vWDKvjxI1Wz1v1DnDM+XWE90/xwSB7L0ooO7/VkaZ/Lad5W3dL88qubMp17eIEOWvekL9UqNb5epmkIudge/Yp5GYz61FsNplPO5ezgw7URwt8Ic6Xy81xIAwKdqUgh8tqp9PjiX8nmABCUmju0f2kDUAOAijKr2bkzahzluhz+fB4wNNaB3GOztvYlNLRxfvmv8BgDQdR1r9gMAwJNA1QAA4DmgagAA8BxQNQAAeA6oGgAAPIfLVC362O+OM8CDDGrflssL5pjW2TMlzjxCAAAnF6naFSsLtmFeeajrum9XtavuyvfUBgC4PYKq+eJ423oXJ61qeQJ7S/0t3/N1HaoGAA9AbKtlq1o2HtcRVO0d/pePhNMFMJJOv6G0l6uEuv6Ynu5aNvsqsXnP5Mv89mNV4WQ7anlf9rdPq4NrJL8p5c1Xc7PcUGnpP+O6neHat2q6m300DwCMaD2QWheY93hKsrJFHuC2KBvE28Xu9scipEu61df9oqoJ6YYZ3tNyjRbsdCxQJezsIJZXs6/4rVheV5spzGBwoeZnNT9auqH9s1arBIDnURpX0xbz8x4XUNpqW6QL15RONziYhvIa22phdFVT9345RNVidTJ7KFU1sbyKfc1vxfI6VE2VQ8XPen6UdAfzzk4AAAFVVRNit/e4gN4DmZ8oisSxqlbI8vGqZmustata5J88G4XyOlVNbGwpfi66RUhX6JpE1QDAgKpqwk5eTcdlmlXtnLbax1TNrhttqrYe1vx2pKp52mp6fuR0aZwBQBu3my0i2s7HV5pULeyDu0TVHNNFm1QtuEjx22Fb3QSnvsZK8/GzyM9qfpR0HUOQAAAb95nZr0dbaU9Vt6qFnVrTUG+r5V1g5b1fbcfrflLsFFVNsS/5rabi8jXlnM7hHtOqn8u2pd/iotFyAwALrJj15VSamp/LBKoDAHcAVftyUDUAgABU7ctB1QAAAlA1AAB4DqgaAAA8B1QNAACeA6oGAADPAVUDAIDnwF7YGkEGozmG2vHgx8I6kK7EL5/bCADwbbAXdgX2wr4f35JPALiA+6yYdVPYC/t+fEs+AeACbre6MXthi3Zutxe25s8kP5ER9s4GgNNhL2wl3TDDe9fsXwvpWIj+7nthl1QtWqh/Mcje2QDwCdgLW043S1AoQcP+ao/ZC7vSVsuOe/dj0/Ov5HNg72wA6Dr2wv7s/mrP2Qu7RdXExpZyftGNQj6FrklUDeAnYS/sj6qaXTfaVG09rPntSlXztNX0/Mv5pHEGAC9uN1tEtJ2PlzSpWtgHd4mqOaaLNqlacJHit3J5HeNRmj81tQtMD+ydDQCncZ+Z/Xq0lfZJdqta2EnFXthqNuRrHP5U28Tb+TN7ZwPAabBi1pdTaWreE/oLAeAsULUvB1UDAAhA1b4cVA0AIABVAwCA54CqAQDAc0DVAADgOaBqDoyfcyVDXXxJBQDwMX5S1ayLMQrLMOWIejVMwRfEDR/zIYIAAE38nqrJ8+/EBb/6cRa1aT3e98IKzQXs6dK6AwBo4atVrWGCuHaJ2LnYj/M05VvnBCo1z9FFgQxW/iqmi64BADRy0YpZx+BWNf0CVdWGbtWYYZrHvhumeZrmaRwnRYxcnZXqUB2fdAEANHDJ6sZX7YnsVYp+nKehH+d57IdpGtYW1EvtljwYW2dyW62YOLIGAODk03thX7onsnnLzrBQ89gPw2sUbRinMVxGX9thbpPUSL+dIvWVq4YAAFzLp/fC9u6zlYb2PXsit3RYTkO3tv3maRynqI0YZdiKValorAEAuPn0XthX7onslonXQNr6bz+M0xxakzaw6RX77/Ze6ZTUFKoGAODl03thX7knsn9YbQq3ufybp7ilZtuWzd9IC0zRAwkA4OLjs0Wu3BPZJ2t9OstxmOZxGKex7/pxHIZRmbqoTWlsEDWaagAAPi6Y2X/hnsiez8D6cQxPfC/40Y/TOE5/f39/0zjO8zgMQyqqx6gaogYA0MC1X2F/PnQbl3J8NdRsnxREalXogfQqP5oGAODm11TtK5btQNMAABr5PVXr/N+tfRhWNwYAaOWr14EEAACIQNUAAOA5oGoAAPAcUDUAAHgOqBoAADwHTdXSBbDW77Cy5fbTL7TEHWSiRa5kO8HPyfLERdvK8v/6N2JxEv5yJcfTNIX8hCsfy/vrGOwkp0e7GAjWtfsIAPBsSqom7OGy/BusUagsVxiq1fb/gp33ifM4pnurrSdsIVq3I6cbZ2sOBcdZLvm4LT9Z5px2IkcIexoIEmb96hwA4Bk0qVq2cL6831pwdFlVq2CnW5ebSpfRSpqM4SmZHSXduBxbAu5ymdQoPCXOQfCX045tp55Mx1E1APgtrONqSy9arkVy9E/kZI22up3NUqlFs0RpzY6WbvRjIJvecpXKq9sJNiDQ9LpmJ1U4casDVAwAfh33bBFRi4QRnzC8ZqNlkh25105ozsWGSmE9H0J7nSmtLWItV3w8FxCtCRbZaLCjDKBV/QMA8FM4VU2I2eo2YFscnschCbYVO1tsrkRtKXE53fDCXNU85drId+BR7ATtVElyLHYs42odqgYAv45L1V4hNJmmZ4j+acegZEfuKyz3sIn5kdNNt7YRNOSccuXjapqu1f0TnyFNt6EHEgB+HIeqvQNoZRqjSLaDdWYn7e9borkw+yPpUUzzI6YbTq5P+/F2lKsf57hrUixX0rYURKdux6hqiBoA/DhmVVvDpzv6x/PNZTtpD+UqSGm/ZD5Kpqqa/qmWOMnSr2qm/GR7eedGTXYMPZCRHQCAn8SoamFja2lWpd8NJxMZtuaRMtM+tCM0tF6nxtbFqY5JfsR0s9IEJzeXy5Yf5QqvHcURymEAgB+FFbMAAOA5oGoAAPAcUDUAAHgOqBoAADyG/wHrf5HUkobXvAAAAABJRU5ErkJggg==" alt="" />

wd=%E9%AD%94%E5%85%BD


void test_encoding(std::string& url) {
std::cout << "origin: " << url << std::endl;
char url_normal[];
int z = normalize(url.c_str(), url_normal, sizeof(url_normal)); //将url中非保留字及允许的ascii码
if(z==){
std::cout << "normalize: " << url_normal << std::endl;
char* p = slu::reencode_escapes(url_normal);
std::cout << "re-url_encoded: " << p << std::endl;
delete[] p;
}else{
std::cout << "valid url : " << url << std::endl;
}
} origin: http://zhidao.baidu.com/search?word=%C8%E7%BA%CE%C9%BE%B3%FD%B0%D9%B6%C8%D6%AA%B5%C0%D7%A8%D2%B5qq1036363060&ie=gbk&site=-1&sites=0&date=0&pn=90
normalize: zhidao.baidu.com/search?word=ɾҵqq1036363060&ie=gbk&site=-1&sites=0&date=0&pn=90
re-url_encoded: zhidao.baidu.com/search?word=%C8%E7%BA%CE%C9%BE%B3%FD%B0%D9%B6%C8%D6%AA%B5%C0%D7%A8%D2%B5qq1036363060&ie=gbk&site=-1&sites=0&date=0&pn=90 图中:为乱码 结论:
escape类函数,其实仅仅是把url非保留字符全部(添加%转义)了, 实际的二进制并没有变。

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