redis的安装使用以及在python中操作redis
一、Redis介绍:
Redis可以看作是一个key-value的存储系统,它为我们提供了丰富的数据结构,包括lists,sets,ordered sets和hashes。还包括了对这些数据结构的丰富操作。
优点:
性能高:支持超过100+每秒的读写频率。
支持丰富的数据理性。
原子性:Redis的所有操作都是原子性的。
丰富的特性:支持publish/subscribe,通知,过期等特性。
Windows下Reidis的安装:
Redis下载地址:
http://www.newasp.net/soft/67186.html#downloads
在使用redis之前,首先需要运行redis-server.exe,然后运行redis-cli.exe。
二、Redis使用:
丰富的数据类型:
2.1.String类型:
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String类型还支持批量的读写操作。
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还可以存储数字,并支持对数字的加减操作。
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String类型还支持对其部分的修改和获取操作
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2.2 List
Redis能够将数据存储成一个链表,并能对这个链表进行丰富的操作
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" alt="" />
Redis对List集合的修改操作:
在某个值之前添加一项:
aaarticlea/png;base64,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" alt="" />
截取List集合中的几个值:
aaarticlea/png;base64,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" alt="" />
2.3 集合Sets类型
Redis能够将一些列不重复的值存储成一个集合。
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" 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Sets结构也支持相应的修改操作:
删除一个元素:
aaarticlea/png;base64,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" alt="" />
添加一个元素:
aaarticlea/png;base64,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" alt="" />
Redis还支持对集合的子交并补等操作:
交集:
aaarticlea/png;base64,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" alt="" />
并集:
aaarticlea/png;base64,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" alt="" />
补集:
aaarticlea/png;base64,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" alt="" />
2.4 有序集合(Sorted Sets类型)
Sorted Sets和Sets结构相似,不同的是存在Sorted Sets中的数据会有一个score属性,并在写入时就按这个score排好序。
aaarticlea/png;base64,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" alt="" />
其中,第一个参数为顺序,第二个参数为值。
如果写入的值已经存在,则返回失败结果0。
aaarticlea/png;base64,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" alt="" />
查询某个值在集合中的位置:
aaarticlea/png;base64,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" alt="" />
查询在该范围内的值得总数:
aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAVgAAAAbCAIAAAC2tQBhAAAC60lEQVR4nO2aTXbDIAyEOVqOlqOxzLKL3idd9DWlRj8jATGvnm9F7UEahFHSJOVJCLk85fl8fn48Pj8e9/v9drsVQsgFYSMghLAREELmNYL6g3h9wOBvHC1je6tKuJFxcUKv+UdSaHk1M+1dzeSsHdmT6L5MzBhNutdGTHxHIC5symrtp1kbI9lX60MyQxxdr6GJ+jmRnMl3rs6usztxo11Y3QgGqQ1arlmNANmbnF6T9beQGiLrdR/QvZ5CibTDdy7NrbMxa68tODSC1p/4kPXu619CetCkLTbuulkOi52ut21oRctF6+0h2ZFc4mK1ChhibWwHDxU56tO25CbVAiKyRIqF9O8IDkZ708j4hbgrhl7EUOZu9Rpwb6J63Emr1B5E7bqYxQ4FGkP2bsUY8aYtRJtoxH+NkTiugUGf56A1gkNdasf3dHdh/cXE+sGtTWQ5rMidFdWHzJTUA50QR131YiTdyHjEnhin3bWQjWh2RKlZOhPjHUFLdONDE11CkUPBD5vhTozqbRn+dNrREqWIligRdmQccjgeP1RSI3WI9MQlJBoBWGjxoqsXsfcJ38X6A2Jvin7ED15nOz5+3VWGvI2M2z8RtyN1w/V4XoSofi3ah4W9Re1We7Gvi1ZrsApIEM2SEc1IMVdv+3SXjFzX1hsSI2aMpYX8tx5aGVJPxKoYtr9+mOj6t5OGrEazvAP+spBcmY2O4rmwEZALst0L8umwERBCrEaA/EO1ITmHmy+KkLVojUA7TtFPRMYdJoj2gv27GyFrERvBlINx7ulKfOq73BMh2wL+jqAoZ0b77qR22HEK8PWPGMQ1jBSBjYBcHbwRfCMeSPeWq4+O2z/FtuIuJKck5H9ySiNoseNo+gK8KWAjIAQl+hnBlEZghzViIqGQuyNiQv4hg98aII0APOT1L3h816QLGwG5OvjvCGpH8V69D6e6jyNaMvIiQUKnWlwUIZdjk18W2g2FELKWTRpB4Vf6hJzHF+Yd8h5PFJ6FAAAAAElFTkSuQmCC" alt="" />
查询:
aaarticlea/png;base64,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" alt="" />
2.5 Hash类型:能够存储key对多个属性的数据。
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" alt="" />
三、Publish /Subscribe
Redis支持这样一种特性,可以将数据推送到某个信息管道中,然后其他人可以通过订阅这些管道来获取推送过来的数据。
3.1订阅信息管道:
从一个客户端输入如下命令:
aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWkAAAA6CAIAAAD9dD/0AAAGHklEQVR4nO2dXbbjIAyDWVqXnqXNwz3TQ8EWsiH/+p4yYIRMgm+bpp3y+Xy2/5RSvgd/bBWlYvslFF84cDDoHc7SJLs8HtvwFi2n1ttjZh9YdzIF+tsvWAfr97mQOkx8KN/irO3QP9k+9EnGp/Vn+Xw+xdoexb9WvOPGsflPPg0QmevqY/o0l8TzTupI7xzjc28udWgIDiDPu9k1o2OmgFuG80bzbWyYUtEcyXUAZhbqz1LXjmaNtg7SU9+YsO4NAVLkLE1Gw1HR+JCZwp1jcp2HU8+YBz4nL4+my1tn3NIMbM4agFyu/rjRzx0Dn03jcv1ZmtcdwLrZnh44JKQcEm+WcjgwGo/D+hPJiPftiaWIXkC8T5wCCA45xMrf48k0Q/qrjhljy/VnIWtHyB+ZM6aPxDqe8vYfxt6S+Bk//Dpjfb4dR5J+zK5JHSaF0LzRfFfllVgH3syM/iz1vVLPfd9VN/YW+1Fgih5GxLME1MAUa+Oxz2HKTLuXbyh4xk+t2Rx4SzHUHybbBCTmDeXbtPTH3jqQx+T6mPP2IiH9Nfy97hBCiBiqHUKIDKodQogMzf2OJW+NPJ293ncJmuufgiXXYUJk31sDS+FN7ptO/znLwvLBNIrDuP7649t+M2rpecGQqJ9VeJuLD17DkbVDnMj1z0hfLCavSb4KePNOKh8G9rOXW1w7toreDW7vzwdo9HQKkfnWEfK5pL3MrdvemDM2znvz/cBV68abLP75BT6xYC5s6KfEz6+ZQp8j1gd+0jlSNM+ke74ZT8N4M+eEjidLnoOZeVdpMnktJJ3O9h8mmDyOmmT81z69UZsF6Y3xM5NvaN2GmZKGZzG/C1fP1yy02dX7Y3JOr50n26Qw9A+kzHYy38S8e8Pka6ZQ9lnPkMmh/tZduqHZEyfFHOItJiPCHIPZh9MlchwD3rMwF8RMzmkdT7axnV7QSZ/nnMgRwzMSPX3kFMxAM4xZUqw8P29IOXQNgPjEiViyDmHI2jFz/IW/OLZfcAq14T38R33m1sdLNtoO8CZl7JHBIUHs0Dw2159Ry807jJ/JN71ufaO3PqSTJM1v/xTLumfIWz7QjgN6e9FzEPUfbfcsmR54/WaKmXYM8DlctEReQAo7BFKM+NaRnncYv0TES6341zMY0jQyTjJc8LnSfrHOdONzF5+Am9p+Hrc8EResHSX19+oU7uLT5Nbmn8RdT8Q1a4cQ4urUtaMve9FauORl/GE1mHnHyCvc7++GEDN8a4d36Ye2xKq9dErtSMyr2iHeC/7dsD/4XXGv2jE/r2qHeC/D1x1MbxPZHBTnbhDYeNsvWAfrb/5zAViHiffyFeL5LK8deCxz7HXN6IBKMbQK9IV4LwfUDm94tHYwOmZXXwK8gaB21IBMhXgLTO1YtWHIAoG7cDCecdgLaocnIsRLWfs5i4lXCKK1Y1IHG0vMK8Srwb9XumqrmOJ1e7H2qucH6DDBTdfMvEK8Fz1XKoTIoNohhMig2iGEyND/XmndG32HX8cPx554B2Hv+xehdRDilnzvlf79c7J8RPfMuftKtUOIPMPa4TWaqHb0yqod4pk09zu8Cz1UPpqDQrwnarrM+O2XYTuY10tqob65DkI8h+b3O7wLHXQNqcd629Kbwhs7c+wltVxfiCdz8HfhQFd/XFeWYfBQZKfaAfSFeDL9/7HQM7kxorVjvl6QtpfUDqAvxJNZ+zmLCdA/rHaYWSysHaoj4nWc+H2WpqU/3n5LSWIPm/M27ea83iKQ+kI8Hz1XKoTIoNohhMig2iGEyLD2+yx44PXvC+QcXjwpIXZhj89ZvCEhqbM2ZDTf6xdEIXaBeSY9uufn99K5G5KcXR+yiFez9vsseHjTu/3itXtdpn6xPlL1RObzDUUK8SiaZ9K9bTBZO8zefpNjHS8+elz/08tatUOIAce87jB7c7WjBut48YV46aHaIcSAI+93LKkdWBZokiaHvTPBQjyHEz9nYWoHWRe2X3h93ryHaod4Kcc837F1lNFrBOCH3/lmPBAJ5WsmJcRbeMBzpbgGCSF24QG1o+hRCyGO5xm1QwhxNM3vlTa90b/kd3/7cHf/QhzGP0yrZwvTi3ulAAAAAElFTkSuQmCC" alt="" />
从另外一个客户端推送消息:
aaarticlea/png;base64,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" alt="" />
第一个客户端就可以获取到推送的消息
aaarticlea/png;base64,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" alt="" />
3.2按一定模式批量订阅
用命令订阅所有channel开头儿的信息通道:
aaarticlea/png;base64,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" alt="" />
推送信息:
aaarticlea/png;base64,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" alt="" />
第一个客户端收到的推送信息内容:
aaarticlea/png;base64,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" alt="" />
四、数据设置过期时间:
Redis支持按key设置过期时间,过期后值将被删除(在客户端看来是被删除了的)
用TTL命令可以获取某个key的过期时间(-1表示永不过期)
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" alt="" />
Exists:判断key值是否存在
Expire:设置过期时间
aaarticlea/png;base64,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" alt="" />
还可以通过Redis设置某个时间点的过期时间:
aaarticlea/png;base64,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" alt="" />
五、事务性:
Redis中以nx结尾命令都是在判断这个值存在不存在,如果不存在才会执行命令:
如下:setnx表示先观察name值是否存在,如果不存在,再重新赋值。
aaarticlea/png;base64,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" alt="" />
Redis还支持自定义命令组合,通过multi和exec,可以将命令组合起来一起执行。可以用dicard
命令来中断执行中的命令序列。
aaarticlea/png;base64,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" alt="" />
六、持久化
Redis中所有的数据都是存储在内存中的,并支持数据的持久化。
6.1 数据快照
通过save命令将数据存到一个扩展名为rdb的数据文件。
aaarticlea/png;base64,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" alt="" />
在dump.rdb文件中:
aaarticlea/png;base64,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" 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七、管理命令
Redis支持多个DB,默认为16个,不同DB间数据具有隔离性。可以再多个DB间实现数据的移动。使用select 命令,选择数据库,使用move命令实现不同DB之间数据的移动。
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" alt="" />
Redis中的一些命令还可以获取一些运行信息:
Dbsize:查看数据库的大小
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" alt="" />
通过对flushdb命令对某个数据库进行清除:
aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAVsAAACyCAIAAABjkftEAAAMDUlEQVR4nO2dXbqjug5EGVoP7QyNmd37cL4T09gql2TIzg5rPfSXQCGVhVH+6O3tfz/Otn3KvwCPZ/vnn3/+/PmzVdn/Y7i9HPYYJ8p43LWPmEb2xQV95N9JEeWNzBz3CpN6l/DTp/YHlaVQ5Mvzvjn1Z7HYEbZgilxS1ujy0I+d7HfrUzIhzo5XaIQf7dOPcyFXzZ9aujcM8HO5qSMssh+IcjlXiI5/ynW5Xl+B2SnojFdoxBadfbjXMbzCevxUhOz5/Wb+7QjHKgxnm55MWb3prTBTnQO37hK6XK9tREWrRevtRXrtJ5s3VYTsfPD1w+17h2Ny6uoRvN4j9EXZ4hkWPX4xPENCP0Qoa7t6TT/MS/S+k6Mymot6jg5LPTwkCqJ9rpQ6Ou/T+TAcVCqOX/yten6/k1NHOFVk7/j3qOwZjWSa6JCVOXqU9eO9Sp8ysxn1jLbfJ148ynFyqqo4KtILD37xt+r5/U769whHnNlw4eRzxJdMAn9i1fRadoq2VTtCthS1k5I9C04Qs+BT/SWTYaue3+/E7wjO4+GBjn6Ivgb8K+R0vrW9S/Qrfvw66/jr27N59bH+uPqNhTivp45bke5xnL5ZjM5NNC36ou8dOs4QJ0hkSUQTKa7Va5/TITvbo/GKjH0o7XO43RxOeVyRpXJ9TLeiDs9i/ddHAPge6AgA0KAjAEDj2BGiD42nz3JvdggA7yO6Q+kloCMAPIjjbw2vjcMuQDsA+H7oCADQMDsC7QDgEfAeAQAadAQAaPBbAwA0uB8BABrcswgADToCADToCADQYL0G02pWH/l3UkR5IzP9dz1RHN9Myk+WaYRoUOWM4MJ6DXfoUzIhzo5XaMp+bjq/N9UcVmG9hmGiS/SRrN/l1NAZr9D4iRzl+klP1fySjGDBeg2Oq6xe24iKVovW23OyT6wniy/yRhUbet68eeX4hyKs1+AcktX7To7KaLrry2BY6tQhWT9RUv/xFkyzqd70D3VYr8E5KqtPmdm86W7WeZr6EvOnvcK/43BYWD8FXAnrNTgHZvVadoq2VTtCoRTZEpl7C/NheIiIU6g/VGC9hujpin7Fj19nHd/fPkSL1/0Pd2X1cD2s16CHVtNrn9MhO9uj8abEWTObcWq2eD5EJqdxTg/8gUAa7lkEgAYdAQAadAQAaPD3EQCgwd9QAoAGf2cRABp0BABosF4DADR4jwAADToCADT4rQEAGtyPAAAN7lkEgAYdAQAadAQAaLBeg2k1q4/8OymivJGZ/rueKI5vBh4K6zXcoU/JhDg7XqHJ+ilAx/kGWK9hmOgSfSTrdzk1XO8IZqIad7cbeBOs1+C4yuq1jahotWi9PSf7xHr1r6SZxRHibHw/KViwXoNzSFbvOzkqo5mtZ/yw1KlDtMA87/5gdRytOdXfiQM5WK/BOSqrT5nZ8lfINMViifS5PlXDDzuN36c4aXZvfkId1mtwDszqtayfvk7wfnuhFAXn5sDLZzb1eD80gmxSsGC9hujpin7Fj19nHd/fPmT/m6mf11MnS3a8x+BRrtToIIT1GvTQanrtczpkZ3s03pTYQQzNTK1jRvG34MofHl4eHZzhnkXoEVcsfDl0BBjCa+9DoSMAQKPvCKmXBf9zL682AL+AU0fIXreRXnzzlLYIAG+j/xtKl4RNdQoA+BSc+xHEp4DClU9TAPhcancoDQXOdr0LAH4YOgIANPT3CJd3BNoBwEejf2u4tiPQDgA+HX0/gugIe4ez/b6BAMAFcM8iADToCADQoCMAQIP1GkyrWX3k30kR5Y3M9N/XRHF8M99KX6vsUe/M+wOwXsMd+pRMiLPj1dPu7on4ubP8AB1hAus1DBNdoo9k/S6nhs54p9Puvrn40bP8wLREX5Y3Des1OK6yem0jKlotWm/PyT6xnjyPe4cffDG+n/R4yOnB9vdJ6cuo/Uz9i7wfB+s1OIdk9b6To1LMJH+8OpRprHDe/cHqOFpzqr8T5xI/YrCO/98E6zU4R2X1KTPbwgy7u0TDjf188MP24mGcU/xj5TdjfmaZ1l8M1vH/m2C9BufArF7L+uniBO+3F0qRnabC50rkaLzTx69/Tw8WmdbfPF/Oefx0WK8herqiX/Hj11nH97drpenn9dTJko1/DB7l8kcnLPWnZhi8dr5+B6zXoIdW02uf0yE726PxpsR3+PEHOzR2DNI/iA7Pjs70tgWnMuv/N8E9iwDiCn8cdASA7Yb3Gr8VOgIANPq/oRR9KNp4QwXw9UR3KL0EdASAB3H8reG1cdgFaAcA3w8dAQAaZkegHQA8At4jAECDjgAADX5rAIAG9yMAQIN7FgGgQUcAgAYdAQAarNdgWs3qI/9OiihvZKb/rieK45uBh8J6DXfoUzIhzo5XaLJ+CtBxvgHWaxgmukQfyfpdTg3XO4KZqMbd7QbeBOs1OK6yem0jKlotWm/PyT6xHv91sGEF9g4zeC/OxveTggXrNTiHZPW+k6Mymtl6xg9LnTpEC8zz7g9Wx9GaU/2dOJCD9Rqco7L6lJktf4VMUyyWSJ/rUzX8sNP4fYqTZvfmJ9RhvQbnwKxey/rp6wTvtxdKUXBuDrx8ZlOP90MjyCYFC9ZriJ6u6Ff8+HXW8f3tQ/a/mfp5PXWyZMd7DB7lSo0OQlivQQ+tptc+p0N2tkfjTYkdxNDM1DpmFH8Lrvzh4eXRwRnuWYQeccXCl0NHgCG89j4UOgIANIbfLPqvDOuvIbxBBfgg6AgA0FjsCOvQEQA+iNNfVTs92LxfGXtxf22Lb6qGeQHgB9DfLE5fwIcdQejFdgD4ed7WEcTbBwD4FN7TEZz3DgDw80zvR9Cv7XQEgK/Cv0NJfwrYZ//zJJIBwAex+KkBAL6K1KeGN3kCgJ+C/9cAAA3WazCtZvWRfydFlDcyc9wbmSycEd9PlmmEaFDljODCeg136FMyIc6OV2jKfm46vzfVHFZhvYZhokv0kazf5dTQGa/Q+Ikc5fpJT9X8koxgwXoNjqusXtuIilaL1ttzsk+sJ4sv8kYVG3revHnl+IcirNfgHJLV+06Oymi668tgWOrUIVk/UVL/8RZMs6ne9A91WK/BOSqrT5nZvOlu1nma+hLzp73Cv+NwWFg/BVwJ6zU4B2b1WnaKtlU7QqEU2RKZewvzYXiIiFOoP1RgvYbo6Yp+xY9fZx3f3z5Ei9f9D3dl9XA9rNegh1bTa5/TITvbo/GmxFkzm3Fqtng+RCancU4P/IFAGu5ZBIAGHQEAGnQEAGic/vKq/3kPAL6Q6A6ll4COAPAgjr81vDYOuwDtAOD7oSMAQMPsCLQDgEfAewQAaNARAKDBbw0A0OB+BABocM8iADToCADQoCMAQIP1GkyrWX3k30kR5Y3M9N/1RHF8M/BQWK/hDn1KJsTZ8QpN1k8BOs43wHoNw0SX6CNZv8up4XpHMBPVuLvdwJtgvQbHVVavbURFq0Xr7TnZJ9arfyXNLI4QZ+P7ScGC9RqcQ7J638lRGc1sPeOHpU4dogXmefcHq+Nozan+ThzIwXoNzlFZfcrMlr9CpikWS6TP9akafthp/D7FSbN78xPqsF6Dc2BWr2X99HWC99sLpSg4NwdePrOpx/uhEWSTggXrNURPV/Qrfvw66/j+9iH730z9vJ46WbLjPQaPcqVGByGs16CHVtNrn9MhO9uj8abEDmJoZmodM4q/BVf+8PDy6OAM9yxCj7hi4cuhI8AQXnsfCh0BABp9R0i9LPife3m1AfgFnDpC9rqN9OKbp7RFAHgb/d9QuiRsqlMAwKfg3I8gPgUUrnyaAsDnUrtDaShwtutdAPDD0BEAoKG/R7i8I9AOAD4a/VvDtR2BdgDw6ej7EURH2Duc7fcNBAAugHsWAaBBRwCABh0BABqs12Bazeoj/06KKG9kpv++Jorjm4GHwnoNd+hTMiHOjldosn7gobBewzDRJfpI1u9yarjeEcxE8GhYr8FxldVrG1HRatF6e072iXV4LKzX4ByS1ftOjspj5Yd7nSw6VNYYPA7Wa3COyupTZjavY5p1nqYunAh4EKzX4ByY1WvZKdpW7QiFUtAOYALrNURPV/Qrfvw66/j+doAG6zXoodX02ud0yM72aLwpMcCJ/wPuCYY12+77zwAAAABJRU5ErkJggg==" alt="" />
八、在Python中使用redis
在python中提供了操作redis的模块。
#coding:utf-8
import redis
r=redis.Redis(host='127.0.0.1',port=6379,db=1)
info=r.info() for key in info:
print "%s:%s"%(key,info[key]) print "-------------"*3 print "dbsize%s"%r.dbsize()
print "ping%s"%r.ping() print "-------------"*3
print r.get('name') #----------------------------------String操作------------------------
#设置元素
print "-------------"*3
r.set('name','aa')
print r.get('name') #为c1设置值
print "-------------"*3
r['c1']='bar'
print r.getset('c1','jj') #得到所有包含name的key的值
print "-------------"*3
print 'keys:',r.keys('name*') #随机取一个Key值
print "-------------"*3
print 'randomkey:',r.randomkey() #查看数据是否存在 有则返回True ,没有则返回Flase print r.exists('name') #删除数据 删除成功返回1
print 'delete:',r.delete('name')
print r.delete('c1') #更改key的值:
print r.set('name','gina')
r.rename('name','new_name')
print r.get('new_name') #设置数据过期时间
r.expire('c1',5)
#查看过期时间 永不过期返回-1
r.set('name','haha')
print r.ttl('name') r.save()
#取最后一次save时间
print r.lastsave()
r.set('intv','9')
print r.incr('intv')
print r.incrby('intv','5') r['c1']='aa'
r['c2']='bb' #批量获取数据
print r.mget('c1','c2') #获取开头为c的key的值
print r.keys('*c*') #---------------------对list集合进行操作---------------------
print r.lpush('students','gina')
print 'list len:',r.llen('students')
print r.lrange('students',start=0,end=3)
#取出一位
print 'list index 0:',r.lindex('gina',0)
#截取列表
print r.ltrim('students',start=0,end=3) #--------------------对set集合进行操作-----------------------
r.sadd('s','a')
r.scard('s')
#判断对象是否存在
print r.sismember('s','a')
print r.sinterstore('s1','s2','s3') #求并集
r.sunion('s1','s2')
#在s1中有,但在s2,s3中没有的数:
r.sdiff('s1','s2','s3')
#取一个随机数
print r.srandmember('s1')
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