shell 脚本样例
1 解压文件,移动文件,删除特定目录
#!/bin/bash
pa=$(cd `dirname $`; pwd) //获得当前目录的绝对路径
v_dir=${pa}"/"$
mkdir ${v_dir}
dirDist=${v_dir}"/utxt/soft/eventd_bej/backup"
echo "pa= "${pa}
echo "v_Dir= "${v_dir}
echo "dirDist= "${dirDist}
tar -zvxf $".tar.gz" -C ${v_dir}
mv `find ${dirDist}"/" -name "*o"` ${v_dir}"/"
rm -rf ${v_dir}"/utxt/"
2 文本操作工具
sed 修改和编辑文本文件中的某些行
awk 访问和操作某些数据
grep 搜索
#!/bin/bash # KpiAggregator run script(mainly for crontab)
# author: Alfred
# created: //
# history:
# // - add sourcing /etc/profile and ~/.bash_profile to solve crontab env problem . /etc/profile
. /home/sms/.bash_profile v_dir=$(dirname $)
v_basename=$(basename $ .sh)
v_logname=${v_dir}/${v_basename} # parameters
v_topo_index=$(echo $v_basename | awk -F'_' '{print $3}')
v_redis_url=$(grep "^${v_topo_index}.redis.url" $v_dir/config.ini | awk -F '=' '{print $2}' | head -)
v_db_driver=$(grep "^${v_topo_index}.db.driver" $v_dir/config.ini | awk -F '=' '{print $2}' | head -)
v_db_url=$(grep "^${v_topo_index}.db.url" $v_dir/config.ini | awk -F '=' '{print $2}' | head -)
v_db_user=$(grep "^${v_topo_index}.db.user" $v_dir/config.ini | awk -F '=' '{print $2}' | head -)
v_db_password=$(grep "^${v_topo_index}.db.password" $v_dir/config.ini | awk -F '=' '{print $2}' | head -)
v_monitor_time=$(grep "^${v_topo_index}.monitor.time" $v_dir/config.ini | awk -F '=' '{print $2}' | head -)
3 循环和条件判断
在此说一下我常用的两个结构:
.
for i in $(seq ); do
echo $i
done
.
for (( i = ; $i <= ; i++ )) ;do
echo $i;
done
4 分组排序测试
#!/bin/bash
cat /nfsdata/chaintest/*.dat|awk -F ',' '{gp=strtonum("0x"substr($1,length($1)-2))%32;ci=gp<10?"00"gp:"0"gp;print >"/nfsdata/chaintest/S_"ci".txt"}';
i=0;
mkdir -p /nfsdata/tmp;
while test $i -lt 32
do
if
test $i -lt 10
then
ci=00$i
else
ci=0$i
fi
sort -u -k 1 -k 2 -t , -T /nfsdata/tmp /nfsdata/chaintest/S_${ci}.txt -o /nfsdata/chaintest/PS_${ci}.txt;i=`expr $i + 1`;
done;
rm -r /nfsdata/tmp;
5 sed 和 awk学习
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alt="" />
转换格式
dos2unix filename
去除文件中的双引号
sed 's/\"//g' filename >> rs1
删除第一列
awk '{$1="";print $0}' rs1 >> rs2
删除行首空格
sed 's/^[ \t]*//g' rs2 >> rs3
删除空行
sed '/^$/d' rs3 >> rs4
空格变为逗号
sed 's/ /,/g' rs4 >> rs5 删除最后一行
sed -i '$d' filename
删除第3行
sed -i '3d' filename
扩展阅读
在UNIX上使用sed命令进行字符串处理中常常遇到的问题就是行首行尾的空格怎么删除。
下面介绍sed是怎样实现的,当然awk同样可以。 :行首空格
sed 's/^[ \t]*//g'
说明:
第一个/的左边是s表示替换,即将空格替换为空
第一个/的右边是表示后面的以xx开头
中括号表示“或”,空格或tab中的任意一种。这是正则表达式的规范。
中括号右边是*,表示一个或多个。
第二个和第三个\中间没有东西,表示空
g表示替换原来buffer中的,sed在处理字符串的时候并不对源文件进行直接处理,先创建一个buffer,但是加g表示对原buffer进行替换 整体的意思是:用空字符去替换一个或多个用空格或tab开头的本体字符串 :行末空格
sed 's/[ \t]*$//g' 和上面稍微有些不同是前面删除了^符,在后面加上了美元符,这表示以xx结尾的字符串为对象。 但是要注意在KSH中,Tab并不是\t而是直接打入一个Tab就可以了。 3删除所有的空格 sed s/[[:space:]]//g
awk学习
假设数据集
SR Asia
Canada North America
China Asia
USA North America
Brazil South America
India Asia
Mexico North America
France Europe
Japan Asia
Germany Europe
England Europe 存贮在countries中 代码
BEGIN {FS = "\t"; printf("%10s %6s %5s %s\n\n", "COUNTRY", "AREA", "POP", "CONTINENT")}
{printf("%10s %6d %5d %s\n", $, $, $, $); area = area + $; pop = pop + $}
END {printf("\n%10s %6d %5d\n", "TOTAL", area, pop)}
存储在 cawk中 执行 awk -f cawk countries 得到 COUNTRY AREA POP CONTINENT SR Asia
Canada North America
China Asia
USA North America
Brazil South America
India Asia
Mexico North America
France Europe
Japan Asia
Germany Europe
England Europe TOTAL
awk
echo "5,3,5" | awk -F ',' '{ if (cnt<2) { cnt=cnt+1} else { cnt=0; print "commit;"} print $2}' ----- date 不能按行处理文本, 加入参数xargs -I {} 后可行
head .csv | awk -F ',' '{print $3}' | xargs -I{} date -d @"{}" "+%Y%m%d" //改变日期格式
---------
a|2016-09-19 12:58:11|12|23
a|2016-09-19 12:58:11|12|23
a|2016-09-19 12:58:11|12|23
[sms@lab233 ~]$ sed -i 's/://g' abc.txt
[sms@lab233 ~]$ sed -i 's/ //g' abc.txt
[sms@lab233 ~]$ sed -i 's/-//g' abc.txt
[sms@lab233 ~]$ cat abc.txt
a|20160919125811|12|23
a|20160919125811|12|23
打印文件的特定行
打印文件的特定行
sed -n '50,60p;60q' test 打印文件 test 的 ~60行
--解释
P Print up to the first embedded newline of the current pattern space.
q Immediately quit the sed script without processing any more input, except that if auto-print is not disabled the current pattern space will be printed.
-n, --quiet, --silent
suppress automatic printing of pattern space
解析特定字符,并打印
[sms@lab233 bin]$ sh tete.sh [sms@lab233 bin]$
[sms@lab233 bin]$
[sms@lab233 bin]$ cat tete.sh
#!/bin/bash ath="1232;234;546" cnt=`echo ${ath}|awk -F ";" '{print NF}'` for((i=;i<=$cnt;i=i+))
do aa[i]=`echo ${ath}|awk -F ";" '{print $'$i'}'` done echo ${aa[]}
echo ${aa[]}
echo ${aa[]}
分段解压缩
从veritas网站下载一个storage foundation .0的软件,for solaris的,下载了三段文件:
sxrt5..dvd1.tar.gzaa
sxrt5..dvd1.tar.gzab
sxrt5..dvd1.tar.gzac 这三个文件怎么合并并解压,用gunzip吗?
veritas网站说有.cmd或者一个.bat文件,执行就可以合并解压了,可是怎么都找不到,
哪位大侠知道? 万分感谢!
------------------------------------------------- gzcat sxrt5..dvd1.tar.gza[a-c]|tar xvf - or 二楼的办法最直接,你要实在不放心,下面是很“笨”但是很清晰的方式:
、合并使用spilt分割的文件
# cat sxrt5..dvd1.tar.gzaa sxrt5..dvd1.tar.gzab sxrt5..dvd1.tar.gzac >>sxrt5..dvd1.tar.gz
、解压gz文件
# gunzip sxrt5..dvd1.tar.gz
、解tar包
# tar xvf sxrt5..dvd1.tar
网友突然问道的,想了很久,发现貌似真的无法用一条命令解决,所以,只能用两条crontab命令来达到crontab设置每个90分钟(一个半小时)执行一次命令/脚本的目的。下面分享下crontab设置每个90分钟(一个半小时)执行一次命令/脚本的设置方法: ,,,,,,, * * * command
,,,,,,, * * * command //注意两个command是相同的一个命令 看到有人说用fcron 我没有试过 顺带把crontab的设置解释贴下来: * * * * * command to be executed
- - - - -
| | | | |
| | | | +----- day of week ( - ) (Sunday=)
| | | +------- month ( - )
| | +--------- day of month ( - )
| +----------- hour ( - )
+------------- min ( - ) * * * * * command to be executed
- - - - -
| | | | |
| | | | +----- day of week ( - ) (Sunday=)
| | | +------- month ( - )
| | +--------- day of month ( - )
| +----------- hour ( - )
+------------- min ( - )
crontab 90分钟执行一次
查询CPU使用情况
根据以上内容,我们则可以很方便的知道当前系统关于CPU、CPU的核数、CPU是否启用超线程等信息。 查询系统具有多少个逻辑核:cat /proc/cpuinfo | grep "processor" | wc -l 查询系统CPU的物理核数:cat /proc/cpuinfo | grep "cpu cores" | uniq 查询系统CPU是否启用超线程:cat /proc/cpuinfo | grep -e "cpu cores" -e "siblings" | sort | uniq 输出举例: cpu cores :
siblings : 如果cpu cores数量和siblings数量一致,则没有启用超线程,否则超线程被启用。 查询系统CPU的个数:cat /proc/cpuinfo | grep "physical id" | sort | uniq | wc -l 查询系统CPU是否支持某项功能,则根以上类似,输出结果进行sort, uniq和grep就可以得到结果。
CPU 情况
批量修改文件名字.txt
for i in `ls`; do mv -f $i `echo $i".txt"`; done #创建目标文件夹
for((i=20170901;i<=20170930;i++)); ##起讫时期请注意修改
do
mkdir -p /data/jh_work/gsm_jh_2017/TRAFF_${i}
done; //linux 转换换行符
学习文档
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" alt="" />
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