Linux Shell 程序调试

Shell程序的调试是通过运行程序时加入相关调试选项或在脚本程序中加入相关语句,让shell程序在执行过程中显示出一些可供参考的“调试信息”。当然,用户也可以在shell程序中的适当位置加入一些echo命令用于调试与跟踪。

 

方法一:在运行脚本程序时加入调试选项:

【用法】bash –选项 ./shellScript.sh

几个常用的调试选择项如下:
        -e :如果一个命令返回一个非0退出状态值(失败),就退出。
        -n : 不需要执行脚本只是检查语法结构,返回所有的语法错误信息。
        -u : 置换时把未设置的变量看作出错。
        -v : 当读入shell输入行时,把它们显示出来。
        -x : 执行命令时,把命令和它们的参数显示出来。
 

方法二:在脚本程序中通过set命令调试程序:

【用法】set –选项 set +选项      #set命令的常用选项同上

        以在Shell程序内部用“set -选择项”的形式引用,而“set +选择项”则将禁止该选择项起作用。如果只想对程序的某一部分使用某些选择项时,则可以将该部分用上面两个语句包围起来。

(1)未置变量退出(-u)和立即退出(-e)

  未置变量退出特性允许用户对所有变量进行检查,如果引用了一个未赋值的变量就终止Shell程序的执行。Shell通常允许未置变量的使用,在这种情况下,变量的值为空。如果设置了未置变量退出选择项,则一旦使用了未置变量就显示错误信息,并终止程序的运行。未置变量退出选择项为-u。

  当Shell运行时,若遇到不存在或不可执行的命令、重定向失败或命令非正常结束等情况时,如果未经重新定向,该出错信息会显示在终端屏幕上, 而Shell程序仍将继续执行。要想在错误发生时迫使Shell程序立即结束,可以使用-e选项将Shell程序的执行立即终止。

(2)Shell程序的跟踪(-v或-x)

  调试Shell程序的主要方法是利用Shell命令解释程序的-v或-x选项来跟踪程序的执行。-v选择项使Shell在执行程序的过程中,把它读入的每一个命令行都显示出来,而-x选择项使Shell在执行程序的过程中把它执行的每一个命令在行首用一个+加上命令名显示出来。并把每一个变量和该变量所取的值也显示出来。因此,它们的主要区别在于:在执行命令行之前无-v,则显示出命令行的原始内容,而有-v时则显示出经过替换后的命令行的内容。

【例子】

./iftest.sh:

#! /bin/bash

iftest(){
if [ $# -ne ]
then
echo "Usage: $0 dir "
exit
fi # set -v or set -x #若选择方法二,则取消注释,并选择其中一个set命令 if [ -d "$1" ]
then
ls -l $
exit
fi # set +v or set +x #若选择方法二,则取消注释,并选择其中一个set命令 echo "Warn:$1 is not a directory!"
exit
} iftest ..

方法一运行结果:

bash -v ./iftest.sh

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" alt="" />

bash -x ./iftest.sh

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W9NiqX+RY8hPJCX7wlAyGE9EaE2fEUdtxQW06wDXsSlnKEEDJDqlLOCbXlBNmyJ9mwAzqWcn3XYJHaROTtOn/vKQAANNdVXCqcZS9Qb6UK4hka911l5xVk6/YlM73rXDAh8UQjVHw9sXX1WtYI5Zo7UH98vqOAUYMIIdTXEZM73ozY6Q4WPUu5a8qOCqg780lGaopvdNrk2SvmZskHkmIWbRCPxUj/UUHxKQeq4HFRinoh2XA+82WnpJxXTj2H++9HylQ/GRi8uRgaf86ZOKD3TzdCCBlD633ldpwgWy33letZyqU5hxuhtHA2t/O3lzqDeJhNsGjPAxrgtfiX53BnW/xgUswiPcZ8UAJ1x2LH4DoBCKH+iphsr6WUM04RkklyfyoBgEdX9+eviwn2aS2vOoN4GJVyijwglmB83NF6KCvwHilmucRvLIXH387AEHqEUP9FKNpKucbTnj1KERooi09Yvfu7a9UA9We2znAUibsRxMOolFPkAbFIiU3ywcdQsVXpZR2/7yE8+DDKs7dPNEIIGU/nUXnP5so1CTzd11wFuL0s0L0bQTwesi2lUFMUOtpAL8wl/t27UF20fM6xZy3XNozSHROBEELmy7ClXJyWt7dg4bzsSdGJfonzlxyugKZzM3ykLN1BPBKHrON10HB6x/KYtOy4ReumB8t69sLcRqy41AQAUPfDHH/8whMh1K8RYbSlXL8UIUtZ1tqjN8ob1MvYPrh+/O2skLagCR1BPM7ylM8ulDUAADx/dGVLml8P66+FNKuwCuDuTlwJFiHU3xFhDlyFHSfUjhNk6zTJFpfTQggh80OE2XMV9pxQO06wLTvI1inABks5QgiZGWKyvXpUHmLHnmTjFICjcoQQMjdEuAN3smpUbscOwlKOEEJmiAiz56oe+AyyZQfZsLGUI4SQ2SHCHXitN7Gwg23ZATYYPYEQQmaGCHfgqW4tD7VjB/XLUj4oYOm6go/CPBmvz4UQQn0cEeHAC7PnKtpH5T2fYBEpFv0FcGWVqNOiWi7xm8ra1l9p+D7Nu1t79ZjNzNMAxYsmuvfOKaZ4XdapR+vaTsa9XZ1vfjfa2UAI9UftpTzUjh1syw40wKhcFDz3T4CLy3nCjj93id9UBiWfZjp7BfC8/G2dJd3aq8d6u5Rrf10WzuM4XgE8r1DFZw+0lXJjnQ2EUH9ERDhwNUv5JENMsPglnmppOpnTeTFCl/hNZXB7s3KQXnv1WC+Xch2vy8Nza5mWUm60s4EQ6o+ICEeNUbkdO9C2RylCKmODvq2893mXFXF1lHKKvZiQWIcs337mQQMAPH94+Xptr5Zy+tdFVcoNeDYQQv0eEeHIC3PgKuw5cjt2sB17kiFKuZSTtHpu3HjLTj/XUcop9tKfpef8b6qg+db3i3PmTHltw9Zzdb1ayulfF1UpN9jZQAi9AIjI1lIeascOMdConIKOUs6A1hQhN5c3rwPcWBygrt29PcFCj6qUI4RQ9xERjrxwB+5kO47cjh1ix55k26MUIVoGL+XaU4S85UV1UP6FX2txxFKOEOrviChVKbdvK+VO4h6mCFEyeCnXniLkHXroKTz8ckJrPhyWcoRQf0dEOfLCHblhDhy5PTvUjh1kVhMsWklFuZcAStaHq8Mr9CvlIv/gN/PfeSuzS9I07SbmsJQjhHqOiHLkRahKuR07pF+UcrGFNHNbGcDjU+/mvhqemp2249/ul/KXlV+WAwBU5k/pHAdKs6kHsJQjhHqOiHLkhjtwwuw5Cjsto3L9UoR0MFUpZ5Higd6z3iy6Xt4EAADPq26dLoySdevBfUuveZ+VNDXd/T7eq/O/p9nUA1jKEUI9R0RrjMpD7djBtsZbg8WEpdx8YClHCPUcEe3Ib70fUcuo3KDoH9x/weh4cB8hhPRARDvxVaNyhT071N74o3LK5bReMDqW00IIIT0Q0Y68SEdemANH4cAOtWcH2/W7RW4RQqi/I6Kd+JGOvPDWBz6NOSpHCCFkFOpRebhj21NCWMoRQsjMEDFOvEhHbrgjd7IDW26PpRwhhMwPEe3EUz0lNNmBo3Do0Vy5lFxype2bvBOzxhmz36Y8FkII9XFEDJsX5chtu4mlR6NyKzeFu0I5dlp+sfHLqymPhRBCfRuhZPPVz+47chT27BD7Hk+wWPnlXTRVeTXlsRBCqK8ilE781uly1f2IPV6DhaK8Sm0i8nadv/cUAACa6youFc6yF/T0BWApRwghFkko2bxodSlnG7OUu6bsqIC6M59kpKb4RqdNnr1ibpZ8YI9fAJZyhBBikcQUNi/GiRfpyDHyqFyac7gRSgtn679CrNaoINpjIYTQi4WIZfNj2PwoJ264IyfMgR1qzxb3MEWIorzKJLk/lQDAo6v789fFBPt0N7VSe1QQ/bEQQuiFQijZ7XPlYQ4c1ai8RylCNOV1oCw+YfXu765VA9Sf2TrDsTsjdO1RQbqPhRBCLwwilkPGsHmRqlG5I8cAEywDxq44A3BmUeAAqn8j8HRfcxXg9rLAnoa06T6WVqaOCkIIIaMipnD4MWxelBM3wpET5sCRO7A1NzNKEXJN2VEBzdcLs2bmTF2UlzrJg0WKWeK0vL0FC+dlT4pO9Eucv+RwBTSdm+HT4wwHrcfSxeRRQQghZFSqUs6PcuJGOnLDHNgKewOkCLnxZ+z+vbwZAJoqr25NHz+AFFvKstYevVHeoF7h9sH1429nhRgig0LLsXTuZfKoIIQQMioiVnNU7shW2LONfUiEEEKGRcRy+DEcXpQTJ9yRE+bInuyApRwhhMwMEcvhKzm8KDY3wokT5shWOODKiAghZGaIWA5PPcHixA5zZMt7vgYLQggh0yJiOXwlmxflxIl04oQ5sOU4KkcIIXOjnmCJVk2wOOEEC0IImR8ilqsu5ZFO3DBHHJUjhJD5IeI4pJLDj+HwVKVcc1QuGTohTTkzyUm/5x713QvzgBBCqIdaSzmbF8nmhjtxFBo3I8p8Cx5CeaHvSL1a1HuvnuYBCcbKVp+qAfj7vegOzxwJvSUzN+Ufv373aXP9xdXDVX9aRH5+r3957PaTJgBoenzlxy1hXm4snXvpPBZCCPUmIp7LV91aHsnmRjhxFI7to3ITlXIVpgtjeUje+L2qsapTebVwjc45/OBZ+dmdG1cmpqb5BPkPEohZpHhg4Dv/rby9/8M3YtNmJ+cduNECDb/lkiIde9EfCyGEehsRzyWnqJ4SUpdytphFiofGfVfZeY3bun3J3qrdBo6bm/fTzccA0FJ15cePo8aNUf2cdi8pf25RcXWT6sH90vP7c8K9NR+yZ1TKpQ6pX95+enV1ck5hlUZ5FXhP3Fny5Oy7nqMkXXaRWDm3PZHvFbD3MVQfChqlcy/qYyGEUO8j4rn8KRx+DIcb2XoTi5hFii1G+o8Kik85UAWPi1LCo6TBUdLgcL6rlEWKLdwyt90DuHs495XZUfPe31cKcO/LUDcJ/V4sUjx44uzkmTP8o5MCp6/ZdRug/IsJGouPMyjlVt6LD1RW7n8lyMo1fbdGeR3gufDnBqj++++7NU3Q9PTOuf2vRPpoWZtF6J96sgGuvTNquO69qI6FEEJ9AJHAJWM5fCWHG83mRjpxwhx1zJVLRa9fBri9MkS9BuEg+ZYbAKdygy3p9urMNvNkA9zM1VjkVu9SLgqecaL63r45TkJ1PEVbebVOPlID1T9+uFQRFTs2btGGs/VQezTRs9PyWB6jl56ogrubE8ZZ6NyL+lgIIdQHEAk8Mq7tfkR266icRYopirJ36KGnUL53fNuA2jXp43KoPpBpTbeXmEW6cZI2Fp4tefSsuaWh+sGjJoCSvND2NWn1LOVSzqyfKp8cS1KtX9ihvEq5/7kEcCW7dQXdgcGbi6H52Jzx7bkZAm+vVb9VQcU3CxStFZlmL5pjIYRQX8CslD/8UrOUb+1GKX/Jf/2ZZqg8sTUteapnWFLEuvMNPSnlggmpp7sm1sHzCytFIoljzjmAf1YGq2fwLdwX/ApweaXCSrWvcNzE9y49g9Jdc4I1cqKp96I7Vq9fP4QQErNIIpFHxnJ5UzjcGDanUyn3kG0phZqi0NGaO6gmWP5ZGUo1waJ1L/GwjJMNULJGrt7LOvHQk46lXM88IOkwvwhpcJRa5OsHn8Ld3a94+I2zIsWDwwtKoPn3xeouDYncVQJ136b7sEgxi3QTvHrsCdzbNSvQqmOb1HvRHau3rx9CCInbRuVTONwYNjeKzQnXKOUSh6zjddBwesfymLTsuEXrpgfLWKTYwi1z+z2Au0eWz8tRvvbht2XtX3vS7DUwcNNlgLKijQmJST5RyeFrz3YalTPLA2rdt+Okh3PEksst8PTUW7NSfBJe//hGM9zdPXGU+ijbHkL1z2+o0ko9FEoPRYyL1E3HXjTHQgih3kck8Mg4Hn8KlxfD6TzBImY5y1M+u1DWAADw/NGVLWl+qiHzwHE5a3+5XQ0AUPPXL9tifMd0aFT7Xh4u2TsPF1fWAwBAS3313SsHp/lpPp7DJA9IrUt5tfKaufLI35UtANBw5/ddUyeo/zC85L/hSpepktMLAwbQ7kV/LIQQ6m1EIp+M5/FjubwYDjeKzQ13wugJhBAyM5qlnBfF5oY7cXq9TwghhPRCTFWVch5PyeVFszkROCpHCCFzQySRZAKfH8fjKbncKDYngo2jcoQQMjOapZwXzeFiKUcIIbPTXsqncLnRHE4EGydYEELIzBBJJJmoKuU8XjSHE8HRNiofFLB0XcFHYZ2XMUEIod4xQJKYs/3zpRGevd6TvkFdyuN5vClcbgyXE6m1lNvMPA1QvGiiu6EPjxBCTFhNWP+nSXPHmKWqmUx7KY9tfUpIy7/DUs6I5OXAhe/9eqcGAKC+5Ow3c8K89XjuiYrAU7ygqBQqd8Z6adtq0JwjUx7LGLT1cIBb6uKDNypbAFqq/jz0boB722dNibXijfyzD+oBoKny0g+bgjw6fgylT5iiYOmz4tdmALixOMD4vz6muV60UVzUp5euhzr20sbkpZxhqI6Oi0K3I/X10rKJSCYFqvsRp/B4Si4XR+UGYyHOyC+HuvOfpiXE+yQt+/ByI1QdDHPTmmvRTe5OUbnvHLsHAACPtb0zDJhzZMpjGYm2HopCZ//RAE/PbVyYo1z46a9Pof73N51FYhYpHiB79ZtqeHbh07TEpMBZ7x+qgKaLG0Y7t15NHQlTlKdxVN6NxvLfjlfCzQ+VxjxLprtedFFc1KeXrod0e1Eyh1Ku86LQoLleWjcRyQJyKknG83mxHUu5xDpk+fYzDxoA4PnDy9drNUq51D523cc/Xix+WNuoevL9yfklQWNYo7O+q4OzSyZpDjztZ595/vRH+Wg34fxjT+DxF9kBlqSYRUq52Ycr4f72ZNUz/RQN0r1OEzfIxJCoPWXwaMcU9Vzey8qvyqHs3TAda8sMUmy/DbV7p45V/W+HP6IuseuLKy4d/DAp5+syLe8MvXOOTHksk9Pew8Fhn96B+sM5/qr3CfeVX59B2TuTPVikhP3KmWa4vUy9hr7ELuOnGnjwQaSMRepMmKI2Qrnm3+dX1sbI3rndcn/PuNYqQHfmSfFAnzmrjtx41AwA0Fx7/8rJgnAPXaNUk14vyigu6tNL10O6vaipSnnNtWsl9QDQWHr26yz52LaFrKmSzmg3SW0i8nadv/cUAACa6youFc6yF4hZulLVmF4Uvd+9tJuIFIEgiU/G83nqW8tVpdzSc/43VdB86/vFOXOmvLZh67k6jbfaGOnGfwH+3blqsTJ1elDSrNicuaNdxSyXuHdLW25+EDOIlAyWKVzHelqQ7iNXFz8v2e4xQswS+k0uvA/1Z+YHeliNy/2htqV4W7K1elxD0SD9qzVpg0xY+q481QK3P5lmJxSzSNmYDTeaq3+MdtdRC+h/yS0EEhYpHhK5u7TLO4NBzpEpj2ViFD2UDl9+DeBC+rjw+X/U1FzYNGb8sv8CnMsNtiSlomXXAC5neklbL9+q8wCnXtFFSGEAABDGSURBVPO36H4uVReDJ3/yT+PVV8e7vRTw7pXm8s1RMp1n3kI6fWspwL2jb86fI0+ZM/3Tkm5+IO6d69Uhiovm9NL0UMdelJd4wvo/AWrP7V00Pycq553CWy3w5Eicp66kM+pNqhX96s58kpGa4hudNnn2irlZctU62PT5aMwuiv7vXvpNRIpAMJVPxrc9JcThiFmkm8ub1zVn9zr+ko+RbvwX6n5WdFzGliUMmH6h+cmB6dbCgGmnm+HaOheR54Q9FQ2nF7EFYhYptnCNX3WtGf75If9CfdO1D2XttZWiwdYrPUQ8zs7N187N11Ys07y6JmyQGZk498dSgKqrv3z2w181dVfWJ+oe49OXVxUt7wxGOUemPJZJUfbQY+y2e1B7OFSW8F4pQMXX/l4z99fBP1umDCbFg8N2/gNwddssoYuEJfJ2TskvBjiXG2TZ3VyqrjzGbr/XcHm1s0jMGh6x7O+Wsk+nDtFx5qXCJRdboGRd65hU37lN016vTlFcdKeXuofd2qurThMsLwVuugpwbkWoFV3SGW0ImjTncCOUFs7map/bYTpXrm8pp7ledJeSSBaQHR745HDELNJbXlQH5V/4tXa6W6Wc9Jr0dVXzhWWk18Kj9QDNl7J9/aeeari/J+nl1n8zMGDtqSYAuP2W5vK29JXXNX13Vetnmsf7AzqWV1M1yIhovHzb1Sf3T65f+e7Gg1erAP79bukIZx17MSqvDHOOTHksE6LpYWvVGCW2kgYPdxvDGq1RNQTe4/KO3WlpyxYBgMaiDJ9u5VJp5RK38W7j2eUhVur35D8tZQXeLvRnfmzI97VQ8dXE1rdlj0u50a6Xligu2tNL2cNu7dVV57nykUlbyqHm+0xruqQz+hA0mST3pxIAeHR1f/66mGCfjh8LTFPK6fLRaC8lkSoUJAnIRD4vjs+b0lbKVVFBE7S/n6gKpVS07Nrz0l0RC39/eCl/49Wa31dkr/+34dSCgNahqLvL0t9qoKUJoHh76rD2uQvayiv0EcdmypNnyJNnhMRG2Ag1t5qsQSasp373CG6/of77L7VP3lsKzw5k+tL//g+Sb70JdftTvLWdeYp3BtOcI1Mey3Toetj6Wb51QD3Aa9l/Ac5rfpYfPo6cONnZa7zbumKAq/P83OgSpugvZejWm517UZIn96A9896Kw88060VPS7mRrpf2KK5unF6aCRbavbrqXMrVRXm6NV3Smc4QNPFAWXzC6t3fXasGqD+zdYZj+1kySSmnu170l5JIFQqSSDKRz4vn8WK53GguR8wipaLcSwAl68Nl2t5PlIVyaNz+isabB29UnvhPsPPSC09unbxe/+Aj9fygxDry48tNDb++pZTm/vEUKgoy2lYkp58PoWLKBhlwG77iOjSeVLq1/sRt3k9NcPGNUPrff0ufN89olIlujpSZ5RyZ8lgmRJ8w9ekdqC+aM1H1DRtnrtZv2CRDglb/XAfVh+dzhGKWjlwqKmNGv327uewL5eTWnkQs/qoKrq+PeInuzLuPXn8L4K+FE7XObepmkutFE8Wl+/R2rWvduyiddSrlgxUfF0PLH0vaZlG0Jp3pDEFrJfB0X3MV2r8GF1PlozG6KMzevfSXkkgTkkkC/lSSF8/nxfK4Si5HzCLFFtLMbWUAj0+9m/tqeGp22o5/u1PKB3jl/g4AdcfjxkgGeC0+2gjQdCpxjIRFii0k0zbfharDC/kiMUs0KfWnWnj8wxSZlL5BGqZtkInBk/P/Bvj3wLrIqBj3yOzXvisF+GetQte8zXDFaxdboPb0hgVz5cmzUrf/o3HmJYO9IsYolL7zfqiA2gMLkjwUkYKu3710/0O0KY/VWzr1cLh8zh8NUHvm7QVzoxfkn6iF+j9Wqu97E3gK5EnBM5bl7vrt3xZoulagaLtvpJsJU5pEoa9egZqDM9qGeyzB+Km/NsGfec4iujNvNW7ZT8/g+fVvXpszRzlv7ft/1HavlJvwetFEcdGcXpoe0u1FSVXK//5kaXhyVlzuzp8rAEr3BkvV321SJZ3RhaCJ0/L2Fiyclz0pOtEvcf6SwxXQdG6GT/tjB1rz0QxwUbr/7qXbRKQJBclCcqqAH0/yYnncGG7rfeUDvWe9WXS9vEk1iK+6dbowSmehHDFlfQk83DvNmhSzBOPCDlTD35tGDxezBN4TPimDqsNxrZ+hrHxXHG+Asj3pwwS0DVIxdYPMeIyc8+mPt2oBAKC58uavG2cruvMrNHBczob/K6lRfXxqqLp55otoda9k3vn3O366ap9v7dbl79Vj9Y4uPbR0T1tyqLgKAKD6yg8bA9ueRhk59aN7AI1Vf5//6f3l0wUjOrTTrYQpDQO8lp5shv92yKp1H7XmJjSfy/CS0p55qV3M+i+uVDYDwPOHV4rrAG78Z4KbjpdpwutFH8VFeXppe0i9F/UZls3efLqk8jkAADRVXDj0QZh3+x88mqQzqk2Wsqy1R2+UN6gvyYPrx9/OCulwoihS1Xp6UfR591JvItKEgmQBOZVUl3Ill2ugXyGEUE+5jVx1A5pOJei6hxW98FpLuYBMIPmxfJ6Sh4vcItSLRsVlr1mVnJE5KX5G3LI9v9dBzc8LKG6PQ73MYmSgNCzeO6KLsGjSlfKvL7O9dHWDSBMJUoTkVAGZSPJj+dwYLOUI9SIr36WfX3+s+pTfXF1yovAtHymuSNpHDYncXdplrgkAANofBzPUXrq6QaSJhKlCcqqAn0DyYvk8JQ8nWBBCyMwQ00TCVKEgScBPJHnxOMGCEEJmSLOU8+P4XByVI4SQ2VGX8hQBP5Hkx+MEC0LILGCKUEdEhkiYJhQkq58S4k7BUo5Qb+vjgTV9AqYIdURkDBemCQUpAv5U9QQLzpUbFuMMEWYN9v0UoS57aVsMGh5+nvIyKWaNkCd8+NO5Bw0AAI0VFw69F9x15W5t3Rgk33arQ3vnU8aobvPSFRVE0SCDmBsWKRniv2DjiX9UT6PcOP5pUoBMxwpcavov90GX7GPoNCsjpAgxeEeZQ/REN14y3Y76pQhlDBeli4TJwtanhPg4KjeYnmSIMGuw76cIadlrwGiFz5RU/1iV9LjNfzZCxZ6Z/pakmCUKTt759dplCyJT56Su+e5aEzz9+VVHge5uvByz9z78u2FavPrJ8lC5TTeigigbZBRzM8Aj5/NH0HDli9nT0idl5n3yVzNUHlLqDJEgxQyqBk2yj8HTrAyfIsToHWUOpdykKUIZw0Wtt5ar70fUeQxTpQjRNWjwHhrh2jPKEOnXKUK697L0+s/+arj7WYatlvUSvCN/aYCSHbIRuhu0TvmptulMglunFmijgqgbZBRz4z5qzQ1ovjDHTz1itRqfd7oFrqwJf0n1D0YEh6///rc7NS0AAM01d/9YofBgMQ6soU72YZZmxexYzFKEmL2jMEWoU4qQupQL2kq57lG5qVKE6Bs0eA+Zv7MpMcgQ6ccpQrr3EvgEFVZAVVHMmC5DV5G3S/J7x2pbbuYnW+tuUMJ+9WJz3Yn0kABbZ83hJ11UEHWDjGJuhP5ppwGurWkfvIvk868BnFnKFYpZoqC0w08AHp/Y9U5m9uzJ6fPSc1/3c5OyehBYo3lojWQfhmlWjI7FLEWI4TsKU4Q6rcEy3VmUJhKkiMgkIZlA8mLJ9lE5VdqOqVKEdDVo8B7SBAz1hAFLOWWDfT9FqBt7WY1f/d9muNg2bm19H3Lnn1Ot6lZ/4SM/saQbDY4Z9eapkqq6JgCAppJThWmBnqpiTRMVxCx7iPL1Oke9eQsaj80e1v5D78hfGuH2R27O4qFx3zyE5t/fUAzUvjvzpbG7JPuImaVZMToWsxQhhu8oTBHqVMoznEXpw4WpIkGSsNOonDJtx2QpQroaNHgPaQOGGDN+Ke/7KULd2ctDtuUuPPu/xC4LC1uK5R7R02Nf33X8MTz/c8tY1253QzR2eOwbO2+2QMW3CtXIizoqiGH2EBW6Uu4+et0tgMszvKiGdYy/Yeua7MMwzYrRsZilCDF892KKUJdRuXCaupSTiQJ+LNlWyinTdkyWIqSrQYP3kC5giDn9Snm/TBHqzl4jEzc/gOqDs2yoO2yduL8Car5IHKtXN4ZO+aocar9M0lhctGtUUA+zh7oS+qef6TTBEto6weI+as1NgEsZhi3l2pN9GKZZMToWoxQhpu9eTBHqeKKI6c6iacOFacMFSUJ+goAXR3ZzrtwkKUK0DRq8h8aiVynvpylCuvcaHLbzDjz7LoPuhgTruH0Pofar5LF6dcM67uvOpZwUd4kK6nn2UCfuo9cUQ/OF2R2/9ry6LvwlUmwdt78CGk/kyl/Svi+DwBqqZB+GaVaMjsUsRYjhuxdThDqlCGWOEE1zFqaLBMlCMrGHpdzgKUI0DRq8h0bAKEPkRUgR0rKXm/Ob1wEuzRjb4RBWXrOXv78ufeas0ORZCbk7isoByvfJu95I16nBUQkLt7w/a3a2PHlWQm7+4XLQmGChjgqiaZBRzM0A2StfPIaGPwtnpacGZKz+5K9mqCqKlalzc7JPPAV4fOKzdzKysien50xdvCZ1UlvJ0z+whjrZh2GaFaNjMUwRYvSOwhShThMsmapRuUiQLCKnCvhxpO6bEU2YIkTVoMF7yPhtTYdhhkj/TxHSstfYoP3V8OjriR2/nxg4cdn232+Vq24prbt/rmhr3AQPLTMDHRu09Jz1zvG/7z8DAID6hxeObE/wb302hzYqiKaHDGJuWKTk5cDFH/yqOr1Pb/66O7X121cWKbYYqYh594dTd5+qT+69S1syJrR/G6lnYA1tsg/DNCtGx2KYIsTgHYUpQp1K+YwRogxnYepwQbKITBTw47tRyhFCCPUpxIwRounOwvThghSROuGz1/uEEEJmoE+lCLWV8lQs5Qgh1H19KkVo5ghRRmspTxbyEwRYyhFCyMwQM0aIMlsnWJKE/Hgs5QghZG6ImSNEmSNwVI4QQmaMyHJpnSsfTiaJ+AlCbaV8UMDSdQUfhXnqc0ckQggZTS+mCPXJekhkuYgyRwinOQtSh5PJIn6i1lKu9TlAhBDqLczXKxf4hu6+0/js2ppwze8YpeSS9tvl6ZvVox5qP5YxqEt5BpZyw+tOAg4D5p4iZEr65QHpChgSektmbso/fv3u0+b6i6uHdyMYbOCkD25o3qGg9bE1Q75e7deLOlPJpA3SnHkGOUfMS7koaObpZoC6TqtEWLkp3BXKsdPyiw1YyimOxYiP8rcW6PJf08m5NqRYs5SnDSdTRPypWMoNRncCjr76QYqQKemXB0QfMGThGp1z+MGz8rM7N65MTE3zCfIf1I1LaTFiwii56tH2hPg9941ZyumuF1WmkkkbpD7zzHKOepIiZCkOGxcRMlTbFbTyy7towFJOeyw9Sa39oj0USo/JmW/8BXDjw9DJSg+F0s1P9WePmDlSlOkizHAWpDmTKcPbS7nEOmT59jMPGgDg+cPL12s1ut4XUoQYNUh3mugb7LmuCTja9esUIVPSNw+INmBI4D1xZ8mTs+96jmK8XE+nxSSk/LlFxdWqZdgbSs/vzwlXj0MHyLLf/7W45Inq+fHamycLEvy6sV4K7fWiyFQyVoOWXvN2lTQ13f0+XmPpR5qAIWY5RzQpQtRvbN2zKBSlnKYeUr4DqY8l83z3j3+eAkBDyZlDBSfu1ELzo0uFU8aqV14b6DNn1ZEbj5oBAJpr7185WRCu+QFR6D/tPMCF17kdlm79f379dPMaO2khAAAAAElFTkSuQmCC" alt="" />

注:$#=1    $1=..

方法二运行结果:

取消iftest.sh程序中的注释,并且只选择set -x 和 set +x命令,表明只对第二个if..fi语句块进行调试。

./iftest.sh

aaarticlea/png;base64,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" alt="" />

感谢:http://www.cnblogs.com/hicome/archive/2007/10/30/943002.html

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