表空间

表空间是一个或多个数据文件的集合,所有的数据对象都存放在指定的表空间中,但主要存放的是表, 所以称作表空间 。
 

分区表

当表中的数据量不断增大,查询数据的速度就会变慢,应用程序的性能就会下降,这时就应该考虑对表进行分区。表进行分区后,逻辑上表仍然是一张完整的表,只是将表中的数据在物理上存放到多个表空间(物理文件上),这样查询数据时,不至于每次都扫描整张表。
注意:已经存在的表没有方法可以直接转化为分区表 
 
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" 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Oracle允许用户将一个表分成多个分区,用户可以执行查询,只访问表中的特定分区,也将不同的分区存储在不同的磁盘,提高访问性能和安全性。表的每个部分都称为“分区”,用户可以独立地备份和恢复每个分区,可以通过引用逻辑表名进行查询和更新。
 
Oracle的表分区功能通过改善可管理性、性能和可用性,从而为各式应用程序带来了极大的好处。通常,分区可以使某些查询以及维护操作的性能大大提高。此外,分区还可以极大简化常见的管理任务,分区是构建千兆字节数据系统或超高可用性系统的关键工具
 
分区功能能够将表、索引或索引组织表进一步细分为段,这些数据库对象的段叫做分区。每个分区有自己的名称,还可以选择自己的存储特性。从数据库管理员的角 度来看,一个分区后的对象具有多个段,这些段既可进行集体管理,也可单独管理,这就使数据库管理员在管理分区后的对象时有相当大的灵活性。但是,从应用程 序的角度来看,分区后的表与非分区表完全相同,使用 SQL DML 命令访问分区后的表时,无需任何修改
 

使用分区的优点:

1、增强可用性:如果表的某个分区出现故障,表在其他分区的数据仍然可用;

2、维护方便:如果表的某个分区出现故障,需要修复数据,只修复该分区即可;

3、均衡I/O:可以把不同的分区映射到磁盘以平衡I/O,改善整个系统性能;

4、改善查询性能:对分区对象的查询可以仅搜索自己关心的分区,提高检索速度。

什么时候使用分区表:

1、表的大小超过2GB。
2、表中包含历史数据,新的数据被增加都新的分区中。

表分区的类型

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14l8kTz067eI21aHKoNzr/wLkhRBMAsgvcBfmCoijdXj8ReS+xNBXZZhPR4bPDiTMYz9IwuahnZjdojyxeE/ObfJX3Vad5euv+6BGf1v096V/r8Nlhk4vV6r+V63eKm7NoqZloEln4jLkNxnNNDhjOMukeGIxEE+9gNFrd94dqRBMAsgvcBfmCoijdJ/xEdDJ8U9HxXm9vicaOxrdcI86Tfmm1sXsm2t6LOblkiattxPezxNX238tvaXuvZ8Q55yyKHm0xM39k5pVbOnwjRRPjoZwTF4aN0STy+KqNbRevcSSafBbifR9E19e5eCmiCQBZBO6CfEFRlJ4TfiI6rW3Vxnltez8mOqSabW44BPzu/ur0C3xujh5NnpvTEHnw4aenEdG293vG6J0//PQ0M0+JzL+6rSNmUkI0aT8QXfi6bR3Gi4cbXtM/ip/+4pahaxwXTT4P8ZpN0b1Eu/Z1IpoAkC3gLsgXFEU5OuAnIn94YzZ+q2VPzHmpB/oGU835+/v1M0WmzmlIv8yp4Wgy4pyZ1OFTMWelHD41NOJTOroG0q/pWa0uc9fp6MJv/vktxvuaGG+81nViMGk0+TzE5b+M/sbQyXNDiCYAZAW4C/IFRVF6B/xEdO4yj9/q+2j40aenGbfuOw70xM3zbveAa2uHa2vHv/w8uqF9bbkr/ZIjP4w37cWGMXrz3aeH0r/zEZ/SfXoozcx3PRA9Y3fnwR4tmhz1p/xVwvSU//IWRBMAsgLcBfmCoijHTvqJ6KMrPB7L+/Hw9LnxP633Qf9g4pw3//yWxA1tz5mh9MtPXHiG3PzzW4wvuutgzBGoXQd7Uq3m3Q8k/43lux+oTvP+jc+aPrfhI8PdYG/+RZIPxAzLVroQTQCwH7gL8gVFUY6f9BPRhfDJB+OrXn4t5seH73mgeuDCcNI5d3fG307+Pc/AiMufITqaENFh7+CFhOMpRLS7s8fCO9FuT5K0ev1DxvwRN2fiz+g8/uy01RvbNrk7PAODibdce6o2ul/q3KfDiCYA2AzcBfmCoih9Pj8RfRK+K+i4qyXhTex2tTPNbMfPDjW8tvSnv7hlyQrX8bNDJhe+Xe38qdW9C0lZssLlCwxrC/cFhiML7zjUk/6dbNzeYVxOXX1D14lBM6ugPXHJClfc477AsPZOhiKV4lwTLZr0+gaJqPyXt5y7OIy9JgDYD9wF+UIkmlwMb5ZQNlf3wGD/4FDW34axcKN6AHIQuAvyBUVR+n1+IvrsGqNQ0UI0ASDHgLsgX1AUxXvKT0SXtC0QCpW0EE0AyDZwF+QLiqKcOOUnomFtk4NCmSlEEwBsB+6CfEFRlIFTfiL6wrCxQaHMF6IJAPYAd0G+oCjKyVN+IrryNaNQ1gvRBIAxBu6CfCESTa4atisoVIaFaAKAcOAuyBcURfGd9hORtiFBocQWogkAooC7IF+IRJNrhq0ICiW8EE0AyBC4C/IFRVGO93n/rrDwxCl/KLL9QKHGqLIXTbRQgmgCxi9wF+QLZWVle/eqk/9Lya4O9avYzQYKNdZlWzQJBoMFBQWBQKCwsDCb3zcAMgDRBOQLDodj8eKm395R+errTV/HbipQKDtrTKNJZ2dncXGxx+MpLi7O5vcNgAxANAH5QnNzc2Vl5eo1rp/8pMy4bUChsljCo0ldXV1tbW1jY6PD4cjm9w2ADEA0AflCIBAoKCj48lqosLDwSJfn24StAgqV9cowmoRCocLCQo/HU1ZW5nK5svyVA8AqiCYgjygvL29sbFywsPHXFRWJ2wAUKgdrVNGksbGxoqLC4/EUFhaGQqEsf98AsAqiCcgjtJb9+aXgfy4uXrCwMetbHRRqxDIfTdrb2wsLC71eb0lJSWNjY7a/bQBYB9EE5BfV1dWVlZVn/P6CgoLly5sT+z4KleOVNJq429sLCgpUVW1qaiouLsYuEzCuQTQB+UUoFCopKamvr+/3ehVFeaym5vNLwaxvbFAo85UYTRY3NRUWFqqqqu048fv92f6eAZARiCYg7wgEAsXFxTU1NcFg0OFwFBQU1NTUHDzYed3Y9FGonK9+r3dufb2iKOXl5V6vt6mpSTsHNtvfMAAyBdEE5CPBYLC8vLysrExVVb/fX1dXV1RUREREVAbGjMLCwmy/BUlQFIWIFEWprq7u7OzULskpLi72Y38JkAJEE5C/NDc3K4qinTMY+b+mCsYMIsr2W5AEr9fLzNqekvLy8oKCgvr6epxfAqQB0QTkNaFQqL29vaamJrLXBIDxgqIolZWVzc3NwWAw298kAESCaAIAsAnCD84BAEyATgEAsAlEEwCAGdApAAA2gWgCADADOgUAwCYQTQAAZkCnAADYBKIJAMAM6BQAAJtANAEAmAGdAgBgE4gmAAAzoFMAAGwC0QQAYAZ0CgCATSCaAADMgE4BALAJRBMAgBnQKQAANoFoAgAwAzoFAMAmEE0AAGZApwAA2ASiCQDADOgUAACbQDQBAJgBnQIAYBOIJgAAM6BTAABsAtEEAGAGdAoAgE0gmgAAzIBOAQCwCUQTAIAZ0CkAADaBaAIAMAM6BQDAJhBNAABmQKcAANgEogkAwAzoFAAAm0A0AQCYAZ0CAGATiCYAADOgUwAAbALRBABgBnQKAIBNIJoAAMyATgEAsAlEEwCAGdApAAA2gWgCADADOgUAwCYQTQAAZkCnAADYBKIJAMAM6BQAAJtANAEAmAGdAgBgE4gmAAAzoFMAAGwC0QQAYAZ0CgCATSCaAADMgE4BALAJRBMAgBnQKQAANoFoAgAwAzpFPIqiEAAAADBOKCsrq6ury/bGUySIJvEQ/mMHRg+0ARaANkAUkrkk1coIQbIBBvYAbYAFoA0QhWQuSbUyQpBsgIE9QBtgAWgDRCGZS1KtjBAkG2BgD9AGWADaAFFI5pJUKyMEyQYY2AO0ARaANkAUkrkk1coIQbIBBvYAbYAFoA0QhWQuSbUyQpBsgIE9QBtgAWgDRCGZS1KtjBAkG2BgD9AGWADaAFFI5pJUKyMEyQYY2AO0ARaANkAUkrkk1coIQbIBBvYAbYAFoA0QhWQuSbUyQpBsgIE9QBtgAWgDRCGZS1KtjBAkG2BgD9AGWADaAFFI5pJUKyMEyQYY2AO0ARaANkAUkrkk1coIQbIBBvYAbYAFoA0QhWQuSbUyQpBsgIE9QBtgAWgDRCGZS1KtjBAkG2BgD9AGWADaAFFI5pJUKyMEyQYY2AO0ARaANkAUkrkk1coIQbIBBvYAbYAFoA0QhWQuSbUyQpBsgIE9QBtgAWgDRCGZS1KtjBAkG2BgD9AGWADaAFFI5pJUKyMEyQYY2AO0ARaANkAUkrkk1coIQbIBBvYAbYAFoA0QhWQuSbUyQpBsgIE9QBtgAWgDRCGZS1KtjBAkG2BgD9AGWADaAFFI5pJUKyMEyQYY2AO0ARaANkAUkrkk1coIQbIBBvYAbYAFoA0QhWQuSbUyQpBsgIE9QBtgAWgDRCGZS1KtjBAkG2BgD9AGWADaAFFI5pJUKyMEyQYY2AO0ARaANkAUkrkk1coIQbIBBvYAbYAFoA0QhWQuSbUyQpBsgIE9QBtgAWgDRCGZS1KtjBAkG2BgD9AGWADaAFFI5pJUKyMEyQYY2AO0ARaANkAUkrkk1coIQbIBBvYAbYAFoA0QhWQuSbUyQpBsgIE9QBtgAWgDRCGZS1KtjBAkG2BgD9AGWADaAFFI5pJUKyMEyQYY2AO0ARaANkAUkrkk1coIQbIBBvYAbYAFoA0QhWQuSbUyQpBsgIE9QBtgAWgDRCGZS1KtjBAkG2BgD9AGWADaAFFI5pJUKyMEyQYY2AO0ARaANkAUkrkk1coIQbIBBvYAbYAFoA0QhWQuSbUyQpBsgIE9QBtgAWgDRCGZS1KtjBAkG2BgD9AGWADaAFFI5pJUKyMEyQYY2AO0ARaANkAUkrkk1coIQbIBBvYAbYAFoA0QhWQuSbUyQpBsgIE9QBtgAWgDRCGZS1KtjBAkG2BgD9AGWADaAFFI5pJUKyMEyQYY2AO0ARaANkAUkrkk1coIQbIBBvYAbYAFoA0QhWQuSbUyQpBsgIE9QBtgAWgDRCGZS1KtjBAkG2BgD9AGWADaAFFI5pJUKyMEyQYY2AO0ARaANkAUkrkk1coIQbIBBvYAbYAFoA0QhWQuSbUyQpBsgIE9QBtgAWgDRCGZS1KtjBAkG2BgD9AGWADaAFFI5pJUKyMEyQYY2AO0ARaANkAUkrkk1coIQbIBBvYAbYAFoA0QhWQuSbUyQpBsgIE9QBtgAWgDRCGZS1KtjBAkG2BgD9AGWADaAFFI5pJUKyMEyQYY2AO0ARaANkAUkrkk1coIQbIBBvYAbYAFoA0QhWQuSbUyQpBsgIE9QBtgAWgDRCGZS1KtjBAkG2BgD9AGWADaAFFI5pJUKyMEyQYY2AO0ARaANkAUkrkk1coIQbIBBvYAbYAFoA0QhWQuSbUyQpBsgIE9QBtgAWgDRCGZS1KtjBAkG2BgD9AGWADaAFFI5pJUKyMEyQYY2AO0ARaANkAUkrkk1coIQbIBBvYAbYAFoA0QhWQuSbUyQpBsgIE9QBtgAWgDRCGZS1KtjBAkG2BgD9AGWADaAFFI5pJUKyMEyQYY2AO0ARaANkAUkrkk1coIQbIBBvYAbYAFoA0QhWQuSbUyQpBsgIE9QBtgAWgDRCGZS1KtjBAkG2BgD9AGWADaAFFI5pJUKyMEyQYY2AO0ARaANkAUkrkk1coIQbIBBvYAbYAFoA0QhWQuSbUyQpBsgIE9QBtgAWgDRCGZS1KtjBAkG2BgD9AGWADaAFFI5pJUKyMEyQYY2AO0ARaANkAUkrkk1coIQbIBBvYAbYAFoA0QhWQuSbUyluns7KwLQ0SRf7e3t2f7rYHcBdoAC0AbIAqJXUI0YWYOBAITJkygBDweT7bfGshdoA2wALQBopDYJUQTnZqamrjRraioyPabArkOtAEWgDZAFLK6hGiikxg/JQieYKyBNsAC0AaIQlaXEE2iGOOnHMET2AC0ARaANkAUUrqEaBLFGD/lCJ7ABqANsAC0AaKQ0iVEkxi0+ClN8AT2AG2ABaANEIV8LiGaxKDFT2mCJ7AHaAMsAG2AKORzCdEkHlVVs/0WwPgD2gALQBsgCslcQjQBAAAAQA6BaAIAAACAHALRBAAAAAA5BKIJAAAAAHIIRBMAAAAA5BCIJgAAAADIIRBNwNgSDAabm5srKyvLQI5RUVHR1NQUCASy7QgAAMSQJJqEQiGXy1Vxe+V/+XHZ//V/KwRyGEVRtG1Mc3NzMBi0X6A0hEKh2traCRMmVFZWLlnpWrVdfX2LOm9jtOaH66WN6ksb1Zc3Rathk9qwSV2wSV2wSV3Yoldji+psUZ0t6qJWvV5pVV9tVV9tVV8L1+ut6uJWtWmzXks2q29sVpdu0evNLepbbeqyNnVZm7q8TV3epja3qSva1BVb1RVb1be3qiu3qqu26bV6m/rOdnXNdnXNdtW1XXVtV9duV9dtV9e51XVudb1b3dCubgzXph3qph1qyw61NVybd6ibd6hbdqptkdqlbt2lbtulbtulbt8dLfdu1b1bbQ/Xjt3qjj3R2rlH3blH3dWh125j7dVrj6E6YmtvqlLVltZWh8NRUFDgcDhyTZ6koDXlJrnchdIAnbLIiM7ER5P29vbCf1B+9IvKm+e6fr1UvWer/+EufqSL/9TFf+riR7v5sW6u6eaabn68m5/w8JMefsrDT3v4GQ8/6+HaHn6uh5/v4alHedpRnn6UZxzlmb08q5df6OXZx/jFYzz3GNcf5/nH+aXj3NDHC/p4YR839vOifn61n1/z8mIvN53gN07w0gF+c4CXneTmk7zCxyt9vOoUv3OK15xi12led5o3nOFNfm7x82Y/bznLbYO8bZDd53jHOd55nned5z0fccdHrH7M+z7m/Rf4vQt8IMAHP+HOT/iDT/jwEB+5yF0XuftT7vmUj37GvZ/x8c+573Puv8TeS3wiyANB9hXPb9IAACAASURBVAX51DCf/oLPfMH+L/jsZR68zOeu8EdX+OOr/PFVvnCVA1/yJ1/y0Jd88Rp/eo0/C/FnIf48xJe+4ktfcfArHv6Kv/iav/iaL3/NV77hK9/w1W/46jf85bf85bd87Vu+9i2HvuXQn/mrP/NXf+avtfoLf/MX/uYv/G24/nw9Wn+5zqfP+PfuVVtaWh0Oh6Iozc3NdnynTdDZ2VlUVFReXr7hWODuN9qLbnH8/cSy/00pyvY3AhARKYryk7KyOyor16xxXboUrK2tLSwsbG9vz7Y16UhsTY+EW5PWlx6L9KXuEfrSjKNc18sztabUy3OO8YvHuP6Y3pReDjclp9aUvDFN6c0BfmuAl5/k5pP8to9X+nh1bEfaeIY3+bnVz1vO8tZwR2o/xzvP8+7zvOcj3mvoSO9f4IMB7vyED33CHw7pHan7YpJ2dOISDwT5ZJB9w3o7Mvai8+F2lNiLtHak9aKgoRddju1FX36TrhF9k7YR5WwXSoNRp4qwTppLj6ZxqYdr40QKb+Bm9ybfujX2sbOfX0nYtGkWrTjJb/t4Vdiitad5vUGhzWe57WzMRm33ee74iPd+zO9+zPsMW7RDn/AHqf3xGvw5Ncynh/nMF3z2Cx68zOcup5NHNyeUfCuWZBNmevsVcebeFM5Eo0kwGLzjbsf3flx+787Ag138UBc/1MUPdzGiSS5Hk0hdv86XLgUdDkd5eXnWd9HX19cXFBQ4lzY/td37dz8q+bsflfzkuaZfL1XvWOMxuznpiXEpUaQ5x3juMZ6XIJLWBV718uteXnyCl4Q3J8tOxjSCd06x67TeCKIWneW2s7x1kLeHLTIq9G6sQsZe0HWRPZ9yz6fc+xkfS2gHvtTt4KNYeYauxXaEWHlGtS1Jb47WF5Yvb66oqCgsLHS3t2tRsrq6OrvmJCXamnbFtCZEkxyJJrnZhVKRqFOcS4gmNkQT48YrqTMUGa3v/rD45pnNDx7hB48wosl4jCbXr/N1Znd7e0lJid/vz873nllV1cLCwk3d/tJH6//NXxf8t5nNVjYniCZjGU2M2uzdqxYWFjocjguBQElJSa79l1dvTbOaH+xirRBNcjma5EgXSkXMli6sE6JJdqNJUmf0aHLH3Y6fzmp+OJxF4grRZBxFk+vMe1W1rKwsK9/8UCikKMqSla6SP9b9H98r/t0mb6JLiCY5FU2uX+dLwWBlZWV5ebnX6y0oKMipLUqa1oRokrPRJLtdKA2pdEI0yXo0iXOGmLm9vb3ox+WPhIcnaSGajKNocp25tra2vr7e/m9+dXV1ZWXlE62ef/PXBZGzAZLqhGiSO9HkOvO1UKioqKi5ubmxsTF3tigmWxOiSQ5Gkyx2oVRoOv0pvDlLWogmWYwmRmcoFAoV/oMyZVfg0S4esR5DNBkn0SQUChUXF3u9Xju/+YFAoKCgYNOxQOGPSm6e2ax9yVPVY4gmuRRNrjN3ezyFhYWBQKC4uDgXTok135pGcAnRJEvRJCtdKBWaTn/YHXjM0HzSFKJJVqLJtbAz1NzcfEOF4/FutlCIJjkbTZi5vr6+trbWzi9/U1OTw+H43aLWf39T2ahdQjTJdjTR/stSW1vb2NiYC+fDWm5NiCY5Ek04G10oFdZ0QjSxOZpcDztD5bdU/HpB65PdbKUQTXI4mng8nuLiYju//BUVFcvWtRb9rLJ8ZrM1nRBNshtNPB6Poiher7eoqMhOc5KSYWtCNMmFaGJ/F0qFdZ0QTeyNJpozpHy36IFW79MezqSeQTTJvWgSCoUmTJhg55e/uLh47T7P/64U3bvWk6lLiCbZiCbMTET2m5OUzFtTqr6EaGJbNMkRlzhjnZ5BNLErmmjO0L/9m4Ka/cFaD4spRJOciSbMTGTrDxEUFha2HQ9M+GsRRiGaZCmaFBYW+v1+m81JisDW9ByiSZaiCdvehVLxb/+moOa9oNZYMixEkzGNJsys3xry+R4WW1MRTfIymiiKsvpDv1ijpiKa2BtNFEXJkWhCRFM1AQQWokm+RhOBfSlGJESTsYsm04/yGNUMRJM8iyZrDvvHwqhEkRBN8iGajF1fQjTJw2gyJiIhmoxdNJnVy2NdLyCa5Ec0cR32E9HMXh6LiriEaJIn0cSGvoRokj/RZEz7EqKJ+Ggyp5dtKkQT2aPJusN+O4wKi4RoInc0sacvvYhokh/RxAaREE1ERpN5x9juQjSRNJpsOOInovpjbE8hmsgdTWzuS4gmckeTrGzdEE2sR5OXj3O2CtFEsmiy8Yg/K0YhmkgZTbLblBBNJIsmWREJ0cR6NFnYx9mtRkQTWaJJS5efiBq1Mc1GIZrIFE2yKFIjool00SQ7FiGaWI4mr/Tz2NYO538gIiq9dUf8pBnPlRIRUVW1lktyLpq475jk3INoYg5FUTZ3+Yno1X7OvOqeKyWi//CcT/vzwd+S8U/jbP/vG/HPfS1XoonBH0STUSJKpAzrtVFGk6l3EhHRne4xiCbuOyY59yCaWELcls536w1JtmXpK/F/3amiyfN30vem+8YmmrjvmOTsGEfRpOkEj23tdP4jEVHVI4mTllYREd3gnBX7+JK4aLLb+R8pI25ZNVI0+cBZTERU1RSJJl3OG4iISqd2m4gmrVWZvUGiKW4Joklbt5+Imrycec16rpSI/vE5n/bnI78l45+R0h6nG5yzEhciJJq87/wBEVHpIwfSRpMPnP+JiKhqcaQdxPmTPppk7s8f3PJFkzFvTWZ7V+ntO6MupY8mr04vJco4miS0oxMJ7ShdNBGtkxzRZLGXM6+Z+n+n6f9bOurnNo0YTfY6/0lb+p3ujKJJrD9egz/Tuk1EExH+CIgmSwd4bGuXHk0eTTXpBuecZE9808ZosnVOKRHRpKqmI9G9Jjvnag86OxBNTBCJJkK0mfN8KRH94/M+7c9H7yAi+vGbcbO5f0xEVHrHrhGWY47SKftSRZOq+Wn3mrSF/Vn8YfR/KjH+IJqMEiJ6M9wELNeLoxn9O3YlLMHQu7RH3jIXTb43w5dJNElsRycu8S5Np8l6O0I0GRUkpC+l2ZalfsodsV0rIlJCNPHde2P487/RuTiDaBLnjzfWn73jJZosP8kCa95U870gHf9xqk9bYPNJXqFFkxucDUkO6Lh/SkRUVZf8gI7voYlEI0cT921ERHTb2oQDOkREVLnBXDQpcX6Q3wd0tnX7RRmliRTR4PE7iIh+8lbsbGEx5o20tGZNpJP8ku5n1bOj22uSPpq4bw37E39AJ+KPmWhi8AcHdIS3JkN3qnrc5FP0/xTFzz8/oy5X+vCB9NEkSTvSd8gb2tHI0SRBpzw/oNMc7gNWy/0TS+P9k7dSLtMYTRqn6XLeF97xZjWaxPvjjfXnzg3mokmJ88PsHtBZ5WOB1SAomnx3qi+62D3O7xLRDc4FqaLJjc4lGUSTV+4hIqJJzm0Jp8HqSZNKp3sQTUZAUZR2jz9To7SxTk+l2yhbjCoj1VOV+hJSHdCZ+TsiIproXGY6mhj9iTsNNupPN6LJ6CCilT4WW5HRH2GGG5wva4/oNlY9FTvby2MZTZK2I+00xt2GdoRoMioy7Us+93+PbT4Ca7WPVy/TdlSUOlTeeIanaWcs/c5tIZok+uNN5s84iCZrTvHYVof+9X4m1aQbnY1mlhCezSU2muhnCdBta5NeoeObOomIiCY7VaHRpGUK0RS3ZNFkZ4+fiFynOfNqnF5KRP803af9+eydRET/Y5lxHt89kf2fCUSeGFv6U/5pum9timiytK6UaDTRJNafhCt0YvwRGE1apxBNccsdTUT3It/dNxIRfXeaL9U8+v9cIx0pTe8ylEvgAZ0U7Sh8hYVv6mRdp3eFRpP0OskRTVzaSFmojvApIJVu6wsxsfx/WRa5Qsd3/416OhldNEnmj+EKHd+0sD/7hEaTzVOIprgFR5P1Z3hsS9U+96rnU0260fmKmSVos6lhS0bi+zN9JqKJ78mbiIhoknNrqouHu536FjC2HYwUTdz3ElGJsytpNOl3TtbfZulLXnmiya4ePxFtOMOZ16vhaKL9+fydREQ3LzfMszzdAdHIE2MqLI9xORuTRpPfu80d0DH4k+riYYM/+0YRTXR/upNuS/qdJQZ/ZI0mY9OI6F+Wp5znlfC+9JF7V0JpLmUWTVK2o+jFw0adRhFNMtJJjmiSSSMion+a7nak/r9QMqqeN/MSYS0jLSt88bB2roL+3yRz0SS5PzEXD8f6YzqauB1EVOL0JI0m3qg/DSfERZNWP49tvev8HhFR1fRRTUqc7Ubn4iRTM9pr0jpb38H19Adp72uyIbwVNLSDtNHENyc8VkSlc/vio0nLFN3dVrn2muw56hdl1OIZeovX/px+JxHRT5ujM0wPX6UZfkT7f0Zal5pTppnvzfBZiCZGf9Ld1yTWHxPRxPeiwZ/6vvhtScSfzVLvNRHciNKOvtG6qFRpGlTqpaWlqj51NEnTjmLuaxKn08jRJFOd5IgmlrtQ2BCtw5Te/+6IT9TPgBxhuxYVLGpgpDb7efNZ98/Co/bH/SNHk1T+xN/XxODPflPRxDfX6E9/fDRpjfgjdq/J1rM8FqUfs6eqmZkvbZ+ziIhudC5NMtVdHpk02mji0kfo1rUmbrm2MdKJSus85g7oHHdOCj9ncoMvGk3a9EXd3ybbuSZ7e/1EtHWQrZbvDxNH7u5EVTM1JYiK6nyxz62aaWnh5Sv02d40H03C/vxPl4lbrm2I+jPTY+6ATl+MP9FtScSfrZKfa5KBSBZHXw+mv3Prz9I1SybVCtHRJNKOXCZuuWZoRzOPmjugk4FOckQTi+bsc8/cZ1So9A/7RnyWuzyVNobSZYtpYmm9neh8O000Se1Pkluuxfpj6oBOX2RPP01u8EWjydaoP4IP6LSf4zEo9wsznd8Pr/wf90ce9/0x/bbn9+4kS9vv/D7p+7Xaz/GymSOfg/b9mb4Roskh54+0We9xm70b7EZDM5rsfN/UuSaGvDnF/cXXfPlr933hP+U7DfbdXv+YGRVTL/w+URj3z4mIql5I9ay39eH7+dsxov48VlHdrhGjicEfs3eDTfDHxLkmMf5c/pqvfBP1R/rTYEU6M8rRj+k8aaRKKG0J35/pMz64Y8QDOsZ2ZPJusMna0UjnmljUSY5okrFFI2284kmjjSZeopAjtTsioqr6xGiS1p/kd4ON9eeAqXNNfPUGf65+w1e/cd8f/lP8abC7z/OYlfuX4RX55UrtEd+DaUf3+zN9SZbznh5N3j7Pu8/z2+aiye400SQykDc5n7xnxIVFKJ2x0Rk92jjZecDcabDdDeE3XFJ1nza0/+zslfEKnX3H/DS2Rhl80AhbocsW/TOuwuLFzaAvqurF8CNvhzdO2p/Jo0kG/kT1n+x839xpsDH+/HPUH+mjiThnLI5+4gwj1tvhaJI4aU+qaCJIpwPmToO1oJMc0USYRWZJrs2L0ZxR+uB7ppb5/Zm+mKZH9IOZvn0Zt6O6BH/MnAbrifjzz1X3h/05NhZX6Kgf81iW7+GJ9KtVMX8SGR/Ra/XMUu0TT7KQA84fENFE5+oky3f/KuWk6MvFRJPIQFLVosilVqaoav6Cz1721U0moqpVo7pCZ4tx92/p/H45Lx5+77hfiFHz7ko9CBOdD99FRPSDme6HJxJR1byRJdHtSiLeqiqKfZY+513uGPeM0eSg84cRf4Z40Sj9Gbzsmxn2ZxRX6CT4kw8XD4vqQpmP/ryERWXKXW49mhw0tKPR6nQ5RqdRXKEzSp3kiCZCtmXatd8jzen+FZFRmySdTbdO30KlJ7pZ1Iy9yx3da5JBO1pxmc9F/BnVFTqx/kSv5BAbTd67wKLLt/ZAykmP3kRE9K+r4ye9fBcR0Q9n+ZI864Dzh0R0k3NtkgW6/zXlpPiXez96QMf9Gyp94lDcb+j4nplERFT8oi/+gI5+VrMWTSxePBwNm0STF/ikjCYHjvuFGLV2VuoNwF3uWGdKH9VkW10VNzXeH32q79G7orZoL2S0Tn/pyHL051a9fMGokPs3VPr4objf0In6E39Ax+CP5YuH4/zJh2giph2JG/0RzBwVd7nfix7Q0dtR7G+gxLSjmAM6EZ0yuHh4VDrJEU0y365pWxPTRLWJqdVViZs/a5W0HSX6E39AJ+zPigwuHj66IOpPyQLfmESTzk9YaLkrtOXe5FyfZKqv5iYiooo18ZMW3k1E9KMXfEmWqe3nuMm5Pvx0M/zoBV+qlzuU/Of99LG8fV2KK3RGd/Fwmr0mRCTnuSadfX4hRq1/oTSJJGuqiIjudiedTft3Mn/CQlLVwqg/VQtT2KgtJ/oq+j42bf5YheJ/3i/qT/IrdEZ38XCavSa6P9JHE5HtSOjopzKWqLTmkPas0ppDZt/koeQ/7xfTjpJcoTO6i4fT7DUZWSc5oknGLo1i62PQzI5K9vN+UX+SX6EzuouH0+w10f0RH00+HGKR5XI/MTuap3402xc7g++Jm4iIfuOKf+Kiu5M//uEQfxiOJi1DvpZDcVPdv9EnRR9smV0aXlTKl/twKDGaaPf3La09Eh9NOupLiYgcbou3XIsM5BT35a998/85ph3IF00yt8gwgka19GgSL8bd7jT+tIRt1HxomR35UlUtCm94FiXOH3mVZPMkKuT5lHv0nzsoffZIfDSJ+GPxlmsGf658E+OP3NFElEhjNPoJr1L6xKHon/Gtz1WVsr+FXYrdtMS0I2M0iepkLZqMXic5osnh8IecYenX6N7kbM1sOVrLMs//dI2wwCMp/ImLJnvD/li85ZrBn6vf+F4y+CM4mnRf5DEo31PhgPmfZvsSH7/VFTe//iskCY9z90Xu1u5wd5NzS5IXct+aMEk7feRWV5qXiynt8oqja7VPvGpJwhU6GUWTyDV7+hU6HNcOZIomH/T5hRi1ZXbq3eb3uBN0qnpF96fqlRQ2bvkgQafkCwy/dOTB8E8Kp1iyQaGwP00JV+hkFE0i1+zpl1TE+yNxNBHVi8Zy9KONzrAozcbSpyKv64r+LzN9L+q+yJ6LSdqRsGhiSSc5ookYneL8SU3shi9JjeY0x1idRumPyGjSH/UnfE6CIZ2Y/pFRU9Gk9zMeo9o2p1S7Xa6h9L1M+uNr4/YLVS1OuqgPncWk/yhAwlT3bfGTtJcofebDhJcb6d0SEd3rTrx4eJmDiOjGet+oo0kkYD7gjr1RfbQdRA/Ujf9ocrjfT0RHP+MMS/vlzNvWxj6u2XKPO3FOndhJaUsXQ/MkyQIji/pQ/3nx1829Z7rHnXjxcMSfUUeTmP1txjuLR9tByQKfrNEkc5HGdvT1qUn0i1lOpMuNws/4dmSMJlGdRhtNrOokRzQRYE7ciKdhknPrSEt7/R5K0uVS6hrvqnl/4qJJxJ9RR5OY/W3GKzkM/iz0CYsmfZ/zmFb7i6U0ydmu/+mrNRyP16fqVC1JtZAjejRpTzLVfXt4kmFRkZnjXy51uW8nfc5+MdEkegfGSQ2+ZD/vF00n2s2OJIgmXV6/EKO0oYwftXVVkS9b4sBpuy5Nv0T4WfFL4yX3Gv0Ju5dGzgR/+j7nfgHRJHoLCu1+fQm/xxZtBw+M5mZH4yiajFlTEjD6+pza1CRm6i9RPElvStrJ0aN9h5F2lHE0yUgnOaLJ8c85o1qnb5hvX+d7dhLdvi7NPKXPHhl5gU336kM80py+ZyeZXWa4YtqRiGgS40+yn/eL8UdMNDlxicew1uvDecd67RHf85OMf5qrLucNRDTJuTPJVPcd0Un6jz4b5jT7cjv1n2SsWmp4cECPJvpPIt250ezP+619INK26N4taX552H0/EU1xH/P65Igm3V6/EKPCw5GMe91xMy/VNxIxY5e+RvEUzb2R5kzuz6V4f0xGE6M/ji1pfipW9+e41ydlNBmjppTh6C+NhhK6Ya7vxKVwl4szU3/u6NtdMp0GotHEoJO5aJK5TnJEkwyc0bcj2lBGBUg+4qXPd43CQxNuaK9udrHp/Tk17Js+mYjodxvN/rzf+lh/Uv/ysPsBIvqDu++ET0w08Q3zWFW3/uWs3BB5UP/lTMMj8fXWBnfy5Ux27kkyv7sy5SRTL+cbZl/4JuJJZzulvUTCD5GnjibutZvd9xARVa1P/cvDUl487DnhJyJfkDOsPWmiicOdcs5Jzj0mFv6WQ5+9cr2JN6M7XPVWmnnC+TvpAk8Fo/6YiybutZvd94b9sfYr9nJEk7FoStHRT98TYjpY1VsJvSLJgw69ce2pL9Wm7qnX5byh3jeKN2muHc3wmIwmAnSSI5pYdSb8a89UOrU7ftMW1SDtqKVR0cT82hswvHpm/twZ9sdcNHGvD/uzIfUvD4/JxcNnvuCxKe0joBvrfYYH9ch258ZUz9JnIIc7+qDHeSPpPys/yvcw4ssZbh9ufEVjaa9OpTPMRpPk9zXJh2jSM+AXYpRaX5pk1DZWxQ+TPnal0z1hbahquQknE7RMXfrop17saPyxeIVOvkaTzEUam9H3qZ5UZsa/hFpviM5mOtiodMrgviZ5GE1E6xTpORFKp3tGsYTljpG2TTEvZG7ho/HH4hU6tkWTwcs8BuXWf93vPnfcpBX3JX9cL49+61xtd1Pcg5aJWVrim6HoTQJSz1O1IvzIOUSTZCiK0jvgF2LUvnmliaOmPRg1J/wlDM+m3aWXiGjiPF+6sU4xQ1oho6MvxB9EkxER25rGYvSjZfw5ksSGk7R9JRPGgk7nEE3MIVanVCM7CrVinTRBaZ3H9ALN+XMux6PJR1qXFFhHwwOm/YZZbL0/38TtFOOeeDTTaPL7lrRv4z53wlpot++NMnG+L3FN46NJZpQssHjGQI40BUVRjp30E9H5K5xhvTe/VBs1/RGDABPn+85f4ZXhL2F0nit8PmbUqlaGH18Z0wL0X2odoeKViy7N+A4j/iQsIYk/xhk+ShpNMvTH3Lnx4yiaCGlHqxJGfxQdLDz6q0y/RNJGkbDM+Lchqh2NkU5yRBMROrl/n/hJTXa+35L6A08ymjHaJG6bUox+OnUz9ydJNMnYn0yjyYWrLLZW368P2IEUMxxIn07ud8c/pdd5U9oFpi7frMlERHe1xD5uMCl+UrTcd408D1+4ygFEE2ZmVhTl+Em/EKM0hYwfu0EqfUyJSmf1prArRiHfgRanfu+J0SikvyIREd003zdG/gQQTVIgRKQxGf3El5iv30NitYklH5hfGv9Ocl4nOaKJNYWMJsSQuJ2KHaYRZ07scqkES74VE+1PINeiydCXLL56fYdELs15ExGVOEUu80v33fe7ha/4xfw+oNPn84+VURkK1lp100u+0b3ECE8ZA3+uRf3BAR2RIokf/fhytWYog3idNJdwQEcjA53cd4fjxeif65tdknLL5bqfiOjuViHDLdifmEaUrQM6n4YNRomqvI0m/T4/jBLiD6IJRBKuU55Hk6wPxLirLEeTz0OMGqPKt2jiPeWHUWMkTx5Gk6wPgUyFaJL1IRinlbVoEgwrixq7ypNocuKUH0aNkTx5GE2y/slLWXkbTbL+yY/3sjuafPEVo+yoPIgmA6f8RKStKUps5WE0yf53VtbKy2iS/Y9dgrIzmlwOa4qypySOJidP+YnoyteMGqvKp2iS9a+q9JVX0ST7X16ZyoZocjX8Gij7S8pokvVPNR8qH6JJ1j/k/Kl8iCZZ/5ClrDGMJtqiUVksaaKJ77QfRo0jc3I8mmT94823kjuaZP3jlbjER5MJEyYEr4RCmo6orNc4jyanTvsnTJjwyafB7H+S+VaCoklBQUEwGMyFzQlaU+7oJEE0gU72a5NRNNFOXfwqvERUjtR4jCbFxcUHDnb+P4py9Lg36x9g3laG0URzJhc2J2hNuVDSRBPoZL82GUWTn5WXb93e/nVkWaicqgyiidfrLSoqsvPLX15e7na3//Rn5Rs2tWb/o8vzsrQt8fv9BQUFfr9fURQ7zUkKWlPulOVoYn8XSgV0ykJZiiaaM1RfX//Ms7UR81C5WRaiSXNzs8PhsPPLX1dXV1tb+9ripnvudWT9E0NpNaptieZMa2trWVmZneYkBa0pB2u00cT+LpQK6JRT2qSJJpoz5Pf7i4qKrnwZ+tbwfFTOlvloUlFR0draaueX3+v1Kory8YVAYWHh8T5v1j8rlLFG3JZcC4UURWlvb3c4HPX19XaakxS0plwuk9HE/i6UCuiUC2UmmmjOEDPX1dXNqKszqoYaF5UmmrhcrsrKSvu//2VlZU1NTcuWN//n4uKr10JZ/4hQSSupNg6Ho7q6urOzU1GUQCBgvzyJoDWNi8q1LpQK6JQ7lSqarAk7Q8wcCoXKysoOHOzM+ttFjapSRZMLgUBRUVEwGLT/y6+drNDf7/1Zefkfq6uz/hGhklaiNoubmhRFCQaDRUVFOfLfXEZrGieVa10oFdApdyppNDE6o5877fV6i4uL+/q9f4l9Dmq8VKQpXAgEysrKVFXN1ve/qamppKTkQiBQUlJSUlLy8YVA1j8cVKq6fp2vXQs5HI7CwkKPx1NdXZ0jZwZEQGsaR5U7XSgV0CkHK6kz0cu6Ojs7i4uL586tvx4xDDXeqqW1taioKOsdoby8vLy8/MKFwNy59YWFhQsXNp4548/6h4OKq0uXgmvWuIqKihwOx4VAoKampri4OBQKZVeeRNCaxlflSBdKBXTKwUp0JuaK81AoVFtbW1ZWtry5+UIgYDwzBZXLdSkY1A7RVVRU5Mge1Pr6+oKCgtbWVq/X63A4CgoKtJvolIHcQLvdYkVFhbu9vbOzUwsoOSJPImhNuV852IVSAZ1ypNI4k+RmOKqqajt4CYwTCgoKKisrXS6XXV9tU2gbPO2Nadr5/X4V5AbaiLS3t1dXVxcWFuaaPElR0ZpymNzsQmmATlknjTM5cZ8+ICuhUKi5ubmysnLChAnZ/haAJBQXF9fV1eXI9TgAAKDx/wNKanF/YAAAAANJREFUtvqAO/JGFwAAAABJRU5ErkJggg==" alt="" width="389" height="142" />

范围分区

1.以表中的一个列或一组列的值的范围将行映射到分区
2.由表的分区规范进行定义;partition by range(column_list)
3.由每个单独分区的分区规范进行定义:values less than(value_list);
 
范围分区的语法:
PARTITION BY RANGE (column_name)
(
PARTITION part1 VALUES LESS THAN(range1),
PARTITION part2 VALUES LESS THAN(range2),
...
[PARTITION partN VALUES LESS THAN(MAXVALUE)]
);
范围分区示例
CREATE TABLE Sales
(
Product_ID varchar2 (5),
Sales_Cost number (10)
)
PARTITION BY RANGE (Sales_Cost) --根据 Sales_Cost 创建分区
(
PARTITION P1 VALUES LESS THAN (1000), --包含销售成本低于1000
的所有产品的值
PARTITION P2 VALUES LESS THAN (2000),
PARTITION P3 VALUES LESS THAN (3000)
);
--P1,P2,P3分区的名称
CREATE TABLE SALES2 (
PRODUCT_ID VARCHAR2(5),
SALES_DATE DATE NOT NULL,
SALES_COST NUMBER(10))
PARTITION BY RANGE (SALES_DATE)
(
PARTITION P1 VALUES LESS THAN (DATE '2003-01-01'),
PARTITION P2 VALUES LESS THAN (DATE '2004-01-01'),
PARTITION P3 VALUES LESS THAN (MAXVALUE)
);

散列分区

1.允许用户对不具有逻辑范围的数据进行分区
2.通过在分区键上执行HASH函数决定存储的分区
3.将数据平均地分布到不同的分区
 
散列分区语法
PARTITION BY HASH (column_name)
PARTITIONS number_of_partitions;

PARTITION BY HASH (column_name)
( PARTITION part1 [TABLESPACE tbs1],
PARTITION part2 [TABLESPACE tbs2],
...
PARTITION partN [TABLESPACE tbsN]);

散列分区示例

CREATE TABLE Employee
(
Employee_ID varchar2 (5),
Employee_Name varchar2(20),
Department varchar2 (10)
)
PARTITION BY HASH (Department) --在表 Employee上创建分区键 Department
( --创建 3 个分区
Partition D1,
Partition D2,
Partition D3
);
--D1,D2,D3分区的名称
CREATE TABLE EMPLOYEE
(
EMP_ID NUMBER(4),
EMP_NAME VARCHAR2(14),
EMP_ADDRESS VARCHAR2(15),
DEPARTMENT VARCHAR2(10)
)
PARTITION BY HASH (DEPARTMENT)
PARTITIONS 4; 

列表分区

1.允许用户将不相关的数据组织在一起
 
 列表分区的语法

PARTITION BY LIST (column_name)
(
PARTITION part1 VALUES (values_list1),
PARTITION part2 VALUES (values_list2),
...
PARTITION partN VALUES (DEFAULT)
);

列表分区示例

CREATE TABLE Employee
(
Emp_ID number (4),
Emp_Name varchar2 (14),
Emp_Address varchar2 (15)
)
--根据职员住址在表上创建的列表分区
PARTITION BY LIST (Emp_Address)
(
Partition north values ('芝加哥'), --包含住在芝加哥的职员的记录
Partition west values ('旧金山’, ‘洛杉矶'),
Partition south values ('亚特兰大', '达拉斯', '休斯顿'),
Partition east values ('纽约', '波斯顿')
);
--north,west......分区的名称

复合分区

1.范围分区与散列分区或列表分区的组合
 
复合分区的语法:

PARTITION BY RANGE (column_name1)
SUBPARTITION BY HASH (column_name2)
SUBPARTITIONS number_of_partitions
(
PARTITION part1 VALUE LESS THAN(range1),
PARTITION part2 VALUE LESS THAN(range2),
...
PARTITION partN VALUE LESS THAN(MAXVALUE)
);
复合分区示例

SQL> CREATE TABLE SALES
(
PRODUCT_ID VARCHAR2 (5),
SALES_DATE DATE NOT NULL,
SALES_COST NUMBER (10)
)
PARTITION BY RANGE (SALES_DATE) --在表的 Sales_Date
列中创建范围分区
SUBPARTITION BY HASH (PRODUCT_ID) --在表的 Product_ID
列创建散列子分区
SUBPARTITIONS 5 --在每个范围分区中
创建 5 个散列子分区
(
PARTITION S1 VALUES LESS THAN (TO_DATE('01/4月/2001', 'DD/MON/YYYY')),
PARTITION S2 VALUES LESS THAN (TO_DATE('01/7月/2001', 'DD/MON/YYYY')),
PARTITION S3 VALUES LESS THAN (TO_DATE('01/9月/2001', 'DD/MON/YYYY')),
PARTITION S4 VALUES LESS THAN (MAXVALUE)
);
--S1,S2,S3创建的四个范围分区的名称

操纵已分区的表

在已分区的表中插入数据与操作普通表完全相同,Oracle会自动将数据保存到对应的分区。查询、修改和删除分区表时可以显式指定要操作的分区。
INSERT INTO SALES3 VALUES ('P001', '02-3月-2001', 2000);
INSERT INTO SALES3 VALUES ('P002', '10-5月-2001', 2508);
INSERT INTO SALES3 VALUES ('P003', '05-7月-2001', 780);
INSERT INTO SALES3 VALUES ('P004', '12-9月-2001', 1080); SELECT * FROM SALES3 PARTITION (P3); DELETE FROM SALES3 PARTITION (P2);

分区维护操作

查询表上有多少分区
SELECT * FROM useR_TAB_PARTITIONS WHERE TABLE_NAME='tableName' 

分区维护操作修改已分区表的分区。

分区维护的类型:
1.计划事件 - 定期删除最旧的分区
2.非计划事件 - 解决应用程序或系统问题
 
分区维护操作有:
1.添加分区
2.删除分区
3.截断分区
4.合并分区
5.拆分分区
 
添加分区 – 在最后一个分区之后添加新分区
ALTER TABLE SALES
ADD PARTITION P4 VALUES LESS THAN (4000);
删除分区 – 删除一个指定的分区,分区的数据也随之删除
ALTER TABLE SALES DROP PARTITION P4;

截断分区 – 删除指定分区中的所有记录

ALTER TABLE SALES TRUNCATE PARTITION P3;
合并分区 - 将范围分区或复合分区的两个相邻分区连接起来
ALTER TABLE SALES MERGE PARTITIONS S1, S2 INTO PARTITION S2;
拆分分区 - 将一个大分区中的记录拆分到两个分区中

ALTER TABLE SALES SPLIT PARTITION P2 AT (1500) INTO (PARTITION P21, PARTITION P22);
 

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