最近一直在总结反思自己, 趁着现在请假在学校上课的空余时间,从基础开始重新温故学习下Java,充实下自己。
一、数据类型
从下图中,我们可以很清晰的看出Java中的类型,其中红色方框中的是Java的4种基本数据类型:
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JlP3YXX8aQJ5RVwv0LOvT3UNdphkDZ4aCXJ5pvFt0+Oc5zCECeQBrZj93FlzHkCWWVcP+CDsP3Y67M3b15mrvvmWivevg+Zvtpa+b3ZkWeQNHSHoUHn4n5Ve+3zikvWvMrmplwyxiTM0/Ed8HgnPNuxilr3C4FhQb20NXhNswmB8zb7zG3v6a80fkkzd71DvIECjbN8Td+pGmet//1vTywrO40zoU6XxtY6PUbJ+v5icCm7jV84s2YcCOnne1gF6A0gT20+xWjvRzg/abQ1SlqkCdQj5sex835sBS/JsY1njknCLzw4cJcYr8k1WaZOE/EzMHX3sBWSrsZww3pfVfFFdt8bJehKr49dH5+EsL+3IjV3HGWorlb4jAH11d+kCdQpFSjpu8ofNER3/ny+B8DT/rWyhSaJ5KMtTfdjOHVIE9gUr77Mc8G/ZXnbMS59iREY96dSec2T0mfwE2eQBqpRk3nQdw3//DSu7+yH4QHMOcKGNfY5tsazonHDk6C78f0bdibbkbn853vrGq+pOrz5fhM881SzddXHnW+7nKze9kbc/7hzWM21GAXoDQxn4/ZvfDRefbsO8rbd4R2Pd13PgXLGLM1K0FhwpAnEPD+33/6m3/897+Y/3Og2onTjky2iwan7vPmPCgYf57wLdFEZA7fNAm3jDGno1UTGq6rS7sspjsueibhZrSf735N9oP9zdfWFz20T86edx/WF2GP7MGBHQzl6eUJ35eLzufWk83bQY8ZwvlB2r3vA3NeAcmKPAGvv/2n13CYuF2eiDmmm+B/dn3T2FP2nvfNKrBKvscjRyPH4JQjT8T0TrsNbTfdjPbzvW/O7F7vOHt8+tbswwkJ39dKjenB6/Y7KDZ8fmJr7tuPlIj4gvKBj6yQFSnIE/D6q7//14nzxOAq2Ud5+0F4TOpO351nYFnhoSXQ9oRb5kFGnvBt5MGNf6PNaD8fkye65zDOzk+QJzDSYJ54uu/cFbG6LBDwfeXQq80Tf/z+/wYnTjhqjn/sXDcTcb3DHiYvbXXCTeEYnOS9v8O3bXuPb7cZe1O6rne48sQxOizevgLnJ0b25mDDUZrBz9vu3xXR3FkZ951ejjyxEpUwyBPwmj5PmOBp896/gWmcD5zDgz3nmCnjh40km+W0FJGfPzG42W+6Ge3fPm6OLzvej2lf7+jcs/m5Jk8gFd8e2txI4XtPx+m6RvvpVeM+pTsT8gS8spyfuPRoHpimt2LGf37CuDJKYD7hhd5iUzwoyRPhZ260GTP++Q13GarS30NXQ5+AWRTyBLyynJ+4dCm+J835f5SNFSy6i7NnZToJI7Cq163z9RsnU54YfImxgoL9jJDNOGUNNgqliXm/aLkqbTZiZD8/QfUHJ8GfP0G5uwxVIU8ATuQJUWUMeUJZXbK3oQjkCcCJPCGqjCFPKKtL9jYUgTwBOJEnRJUx5AlldcnehiKQJwAn8oSoMoY8oawu2dtQBPIE4ESeEFXGkCeU1SV7G4pAngCcyBOiyhjyhLK6ZG9DEcgTgBN5QlQZQ55QVpfsbSgCeQJwIk+IKmPIE8rqkr0NRSBPAE7kCVFlDHlCWV2yt6EI5AnAiTwhqowhTyirS/Y2FIE8AThdlCcwhaR5AkBi5AnAiTwhDnkCkIw8ATiRJ8QhTwCSkScAJ/KEOOQJQDLyBOBEnhCHPAFIRp4AnMgT4pAnAMnIE4ATeUIc8gQgGXkCcCJPiEOeACQjTwBO5AlxyBOAZOQJwIk8IQ55ApCMPAE4kSfEIU8AkpEnACfyhDjkCUAy8gTgRJ4QhzwBSEaeAJzIE+KQJwDJyBOAE3lCHPIEIBl5AnAiT4hDngAkI08ATuQJccgTgGTkCcCJPCEOeQKQjDwBOJEnxEmaJx6W36ibVtK+hwbkCcCJPCEOeUJVJe17aECeAJzIE+KQJ1RV0r6HBuQJwIk8IQ55QlUl7XtoQJ4AnMgT4pAnVFXSvocG5AnAiTwhDnlCVSXte2hAngCcyBPikCdUVdK+hwbkCcCJPCEOeUJVJe17aECeAJzIE+KQJ1RV0r6HBuQJwIk8IQ55QlUl7XtoQJ4AnMgT4pAnVFXSvocG5AnAiTwhzi3zhP1M/G/HTHz1S+RXsn6HFuQJwIk8IY7sPNFOYz/wja/tNOOXPn1WIE+gjzwBOJEnxEmdJ2KmGRwa7VHW+COC8WQO58TOkXu2fF+bz8cRUWDx9vXxtp4gUgxuXpSGPAE4kSfEudn5CeM5ozA4cJrLcwl5AsUiTwBO5AlxbpMnfI+dz8RMbFwRwbcOzokDi2jyxMvboYFtMpg97z6Os12/fgs82c0T3Qk+3taz5fv6tHZfL8/v6/3uZdOfQ2SkGOwClIY8ATiRJ8SJzhOBaiceHPYu/U+58Zx7iJkmfnHNkN8EgtnyfW2+Xp5PDwaf7OaJ7qmO2XL9sj9McIoa+6+PdlnPu4/9bkGeQAB5AnAiT4gzdLT68S9+c2meMOfDuf0gMiuYiEDge3x5njhd73jcmPXrt9nrp9m8P0Q8eZYnOicnGodXtfZfH6fA4bjO4ltt8kSlyBOAE3lCnKGj1W//sPvhz349TZ64KASEh97u+kydJ85POcyed6cAcTg/QZ5ANPIE4ESeECfp0SocI8wl5xVilhUfL8JTnl3vOA7/Z5c2gk8+9K932Nc4Dglj8fYVPj8x2IQk3QRNyBOAE3lCnNR5wh4aAw9ifnywTnhEjq+X5QnXPZKd6xSniOB80nc/pjGfj02MaGw+1+QJXIQ8ATiRJ8SZKk/YE8QMor1XBWYSMxhfPfE0FbNKSboJmpAnACfyhDg3yxORw6TvheEZmmuviWivJN0ETcgTgBN5Qpzb5wmKPIHrkScAJ/KEOOQJVZWkm6AJeQJwIk+IQ55QVUm6CZqQJwTKfiAovmJ6gTwhDnlCVSXpJmhCnhAo+4Gg+IrpBfKEOOQJVZWkm6AJeUKg7AeC4iumF8gT4pAnVFWSboIm5AmBsh8Iiq+YXiBPiEOeUFVJugmakCcEyn4gKL5ieoE8IQ55QlUl6SZoQp4QKPuBoPiK6QXyhDjkCVWVpJugCXlCoOwHguIrphfIE+KQJ1RVkm6CJuQJgbIfCIqvmF4gT4hDnlBVSboJmpAnBMp+ICi+YnqBPCFO3UcrQLq691Chzc4+3BZfMb1AnhCn7qMVIF3de6jQZmcfbouvmF4gT4hT99EKkK7uPVRos7OMr87H4Sdj5na7l5AnqlP30QqQru49VGizp08S9r++8T6wtt1pnCnB+drAQskTOFP30QqQru49VGizpxxZ7YHfuQLGHxHC6WRwPoGJyRM4U/fRCpCu7j1UaLMzDqu9J8M/Bp70tciQJ3C1uo9WgHR176FCmz3lyNoOrr7xPpwD7Fn5IoKvpc6JJ8sTTWIIF3lCirqPVoB0de+hQps98cjqjBTGnyd8a2siModvmulb3YjJE5vvPm/Z24hW99EKkK7uPVRosycOEw+u8wrGdXYhkBV8q21cgSP+5RLyxH9u/zhh58Ov7qMVIF3de6jQZk85svqGdmOdkOj9GFjb+Cd7YUVmnuB6hxTt0YqiKMlVJaHNnn5Y7S7XRFzvsMPHpS2aspmDDXfifkxxsh8lKYqKqSoJbfbEI6s9wNvrYDyXQsJTxo/i5AkMy36UpCgqpqoktNlZBtdwIDDnecK5tuEffTkmS8X0AnkCABCp9jzRXZzxn3vorZg9TWC121/JaTV5AgCQVu15otqK6QXyBAAgEnmi0orpBfIEACASeaLSiukF8gQAIBJ5otKK6QXyRNmy/xEWX7l7GJgUeaLSiukF8kTZsv8RFl+5exiYFHmi0orpBfJE2bL/ERZfuXsYmBR5otKK6QXyRNmy/xEWX7l7GJgUeaLSiukF8kTZsv8RFl+5exiYFHmi0orpBfJE2bL/ERZfuXsYmBR5otKK6QXyRNmy/xEWX7l7GJgUeaLSiukF8kTZsv8RFl+5exiYlNA8AQnIE2XLPtwWX7l7GJgUeQJe5ImyZR9ui6/cPQxMijwBL/JE2aYZULMP6uQJYBrkCXiRJ8o2QYywH8S86tZrRZ4AboE8AS/yRNkmGLy7/44c7BdvXx9va12RImv3AlMjT8CLPFG2LCMoeQIoFXkCXuSJst16KH2IPj/hnGDx9nVY0c17N0/Mlu/rUyO+Xp4P0z9u2ic/H60fs0SK2/chIAh5Al7kCXU2333/k8ff/eCnvwpUO/Gtw4TzQWSemD3vPs5zgPP8xOx597HfLZbfZq+fTew4PH/+42B2IU8A45En4EWeUGfxy9+Hw8QEecI358AS7V/Z6aH7zOz189TmJk8cTlocTlf0fiRPABMgT8CLPKHOj36+yp4nrhi87ckCeaJ76qI9P3HIGcv1y960Fzh6P5IngJsiT8CLPKFOmyf+9OevwYmzjKCRkSJwvaObIRZvX6aTJ5p63Jj1q/vHG7WaPAEY8gQCyBPqZM8TdkSIXJA92emGyvP7MR/ObtX8XO93i+4zxpjNe+/HwFLIE0Aq5Al4kSfUEZInevOPXNxNV2n6MEGeQG3IE/AiT6iTPU8E5ny7hYqtG/Y0IA95Al7kCXWy5wmKPIFqkSfgRZ5QhzwhqibocUAO8gS8yBPqkCdE1QQ9DshBnoAXeUId8oSomqDHATnIE/AiT6hDnhBVE/Q4IAd5Al7kCXXIE6Jqgh4H5CBPwIs8oQ55QlRN0OOAHOQJeJEn1CFPiKoJehyQgzwBL/KEOuQJUTVBjwNykCfgRZ5QhzwhqibocUAO8gS8yBPqkCdE1QQ9DshBnoAXeUId8oSomqDHATnIE/AiT6hzUZ4AgITIE/AiT6hDngCQC3kCXuQJdcgTAHIhT8CLPKEOeQJALuQJeJEn1CFPAMiFPAEv8oQ65AkAuZAn4EWeUIc8ASAX8gS8yBPqkCcA5EKegBd5Qh3yBIBcyBPwIk+oQ54AkAt5Al7kCXXIEwByIU/AizyhDnkCQC7kCXiRJ9QhTwDIhTwBL/KEOuQJALmQJ+BFnlCHPAEgF/IEvMgT6pAnAORCnoAXeUId8gSAXMgT8CJPqEOeAJALeQJeF+WJh+U36qYV02UX5YnsLSq+YroMKAZ5Al7kCVEV02XkCVEV02VAMcgT8CJPiKqYLiNPiKqYLgOKQZ6AF3lCVMV0GXlCVMV0GVAM8gS8yBOiKqbLyBOiKqbLgGKQJ+BFnhBVMV1GnhBVMV0GFIM8AS/yhKiK6TLyhKiK6TKgGOQJeJEnRFVMl5EnRFVMlwHFIE/AizwhqmK6jDwhqmK6DCgGeQJe5AlRFdNl5AlRFdNlQDHIE/ASlSeuW0T3Vc45XDTbK9Yh4ZaJ6bJb5InBbUiN6TKgGOQJeGXJE77Z9h4Prkbz2P7XXpxvns5p7JXxvTaw0NsNTrfOE84WXb2IhBvnFjV+9WK6DCgGeQJe2c9PGH+eGHwc89uHYESwfzRxucR+SaqtMeh2eSIwB9+swouwf/u4MR9v61Sba/b6aYwx5vNx3Da/dZcBxSBPwEtvnnCuXvyPgSd9rTYl5gl7awx2QfxgfOmWmS3XL/uvl+fY6R83Zv2a8i/wRl0GFIM8AS/V1zvayXovt6cJT9B90rgigm81nBPfenCa5v4J3zYMvDDmV4u3r+b8xGz5vt7vXjaH9Vy/NmHiuN6b94flt9nz7uP4xOFVz7uPze5lb0zntWbzPlu+r0+NPiSSxdtXeG4xrUjSZUAxyBPwavNEoNqJE46akaNazOPuupngWGg33zmNbyV906TdMo0mMYRL+PUO56/O8kQ3Jex3i/PzE7Pl+/p4IaN9fva8+zCnExjO8xOHuT3vPjrXQZxzi2lFfJcBNSBPwOuv/+HflOYJ4xrUjSdP9J63J7h6fUaORr7BKSZPBOrSLutNbL8wZhPF/Oo8T7QD/OHxWZ7onE5orF9PyaOZWzdPHO+lMMYYs989Hhd0+K1rbkl68MIdDtCNPAGv1X9s/vLv/mX6PNHlPKwH1jkwaBkrN3Dbq7YAAAXBSURBVHRfEp5VYGgJtP1GW2ayPNGdMrC1fbMKbxn7ycvyRCc6NOXLE7PO2YhmGkeesOYW04r4DQjUgDyBNFKNmr5D+UWPnetmIq539J6/otU32hQPOfJEeAsPNjm8CPu3F+SJ5fva9O/NDOWJ4/OLty/jvt7hvtNzZG9esR8BepEnkMaNRtDxj30TdJ8xVtQITxk/bKTdGoNuej9m91W9bXXFIuzfhvPEQ3sTpXUHZfOm0MD1js7dl5/r/W6x/PbYuWHTOTffSibvMqAY5AmkkXDgdA45lz7ujX8PnkBgzvOEs0XhHweHyYRbY9A0n2fl3IZXbIrbbatUG3yCLgOKQZ5AGmmP4/Y8jet/xr6X9B4/eGKH/areNIGmtb+abMvE9ELyPGE3097C1JguA4pBnkAa2Y/dxVdML/B9YKJq9F4FaEKeQBrZj93FV0wvkCdE1ei9CtCEPIE0sh+7i6+YXiBPiKrRexWgCXkCaWQ/dhdfMb1AnhBVo/cqQBPyBNLIfuwuvmJ6gTwhqkbvVYAm5Amkkf3YXXzF9AJ5QlSN3qsATcgTSCP7sbv4iukF8oSoGr1XAZqQJ5BG9mN38RXTC+QJUTV6rwI0IU8gjezH7uIrphfIE6Jq9F4FaEKeQBrZj93FV0wvkCdE1ei9CtCEPIE0sh+7i6+YXiBPiKrRexWgCXkCaWQ/dhdfMb1AnhBVo/cqQBPyBFCOi/IEACREngDKQZ4AkAt5AigHeQJALuQJoBzkCQC5kCeAcpAnAORCngDKQZ4AkAt5AigHeQJALuQJoBzkCQC5kCeAcpAnAORCngDKQZ4AkAt5AigHeQJALuQJoBzkCQC5kCeAcpAnAORCngDKQZ4AkAt5AigHeQJALuQJoBzkCQC5kCeAcpAnAORCngDKQZ4AkAt5AijHRXniYfmNumlN0OOAHOQJoBzkCVE1QY8DcpAngHKQJ0TVBD0OyEGeAMpBnhBVE/Q4IAd5AigHeUJUTdDjgBzkCaAc5AlRNUGPA3KQJ4BykCdE1QQ9DshBngDKQZ4QVRP0OCAHeQIoB3lCVE3Q44Ac5AmgHOQJUTVBjwNykCeAchSQJ7or5lxJsWtOnkDlyBNAOVTniWaV7H99eUJ4c8gTqA15AiiH6jzRiwvOPOH7rczm3LazAWHIE0A59OYJ5+rZP3bTgyFPAJKQJ4By6M0T3QG4FxGMdYHDOVpnX3nyBCpHngDK0eaJQLUTZx9u7dHXGSl6q2qsnGFPI6Qm738gJ/IEUI4f/+I3SvOEcWUIE7yu4XsspzL8BQD5kCeAcvz2D7sf/uzXGvOEMxYY67aJ7sr32p595ckTqBx5AqhU9uE2MPQ680QgfEhrDnkCFSJPAJXKPtz68oEJBoV25cOTSahsXQvkQJ4AKpV9uPUNwL2UYM6vdzgzhOTmAJUgTwCVyj7c+pKEiTj9IL9F5AnUhjwBVCr7cFt85e5hYFLkCaBS2Yfb4it3DwOTIk8Alco+3BZfuXsYmBR5AqhU9uG2+Mrdw8CkyBNApbIPt8VX7h4GJkWeACqVfbgtvnL3MDAp8gRQqezDbfGVu4eBSZEngEplH26Lr9w9DEyKPAFUKvtwW3zl7mFgUuQJoFLZh9viK3cPA5MiTwCVyj7cFl+5exiYFHkCqFT24bb4yt3DwKTIEwAAYCzyBAAAGIs8AQAAxiJPAACAscgTAABgLPIEAAAYizwBAADGIk8AAICxyBMAAGAs8gQAABiLPAEAAMYiTwAAgLHIEwAAYCzyBAAAGIs8AQAAxiJPAACAscgTAABgLPIEAAAYizwBAADGIk8AAICxyBMAAGAs8gQAABiLPAEAAMYiTwAAgLHIEwAAYCzyBAAAGIs8AQAAxiJPAACAscgTAABgLPIEAAAYizwBAADGIk8AAICxyBMAAGAs8gQAABiLPAEAAMYiTwAAgLHIEwAAYCzyBAAAGIs8AQAAxvp/BYjgeaBEGx4AAAAASUVORK5CYII=" alt="" />
下面我们来详细讲解上图中的基本类型:
1.整数类型
1) 在Java中,整数类型共有4种,它们有固定的表述范围和字段长度,且不受具体的操作系统的影响,保证了Java的跨平台性
2) Java语言中,整数有三种表现形式,分别是:
a. 十进制整数,如 120, -31, 0
b. 八进制整数,要求以0开头(注意这是数字0,不是字母o),如:012,
c. 十六进制整数,要求以0x开头(注意这是数字0,不是字母o),如: 0x12
3) Java语言中,默认的整数类型是int类型,声明long类型的时候,后面必须要加个l(字母L的小写,不是大写字母I,也不是数字1)或者L,建议使用大写L,防止和数字1,大写字母I混淆,如:30L, 30l
4) Java中四种整数类型的表述范围:
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" 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2.浮点类型
1) 与整数类型一样,同样有固定的表述范围和字段长度,且不受具体的操作系统的影响,保证了Java的跨平台性
2) Java语言中,浮点类型有两种表现形式,分别是:
a. 十进制数形式, 如3.14
b. 科学计数法,如,3.14e2, 3.14e-2, -3.14E2
3) Java语言中,默认的浮点数类型是double,声明float类型的时候,后面必须添加字母f或者F,如3.14F,3.14f
4) Java中两种浮点类型的表述范围:
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" alt="" />
3. 字符类型
1) 字符类型是用''单引号括起来的单个字符,例如char c = 'w'; char a = '中';
2) Java字符采用Unicode(全球语言统一编码)编码,每个字符占两个字节,因而可用16进制编码形式表示,如:char c = '\u0061'
3) Java中允许使用转义字符'\'将其后面的字符转换成其他含义, 如: char c = '\n'; //表示换行
4.布尔类型
1) boolean类型的值只有两种:true, false
2) boolean类型不可以转换为其他的数据类型
5.基本数据类型的转换
1) boolean不可以转换为其他的数据类型
2) 整数型,浮点类型,字符型是可以相互转换的,转换时遵守下面的原则:
a. 容量小的类型自动转换为大的类型,数据类型按容量大小排序为:
byte, short, char < int < long <float < double
b. byte, short, char 三种类型间不会相互转换,他们三者在计算时,首先会转换为int类型
c. 容量大的类型在转换为小的类型的时候,必须加上强制转换符,此时可能造成精度降低或者溢出问题
d. 有多种数据类型混合计算的时候,系统首先自动转换为容量最大的那个类型再来继续计算
e. 实数类型默认为double类型,如, 1.2; 整数类型默认为int类型,如 1
二、JVM对基本类型的处理
1.常量池技术
1) java中基本类型的包装类的大部分都实现了常量池技术,这些类是Byte,Short,Integer,Long,Character,Boolean,另外两种浮点数类型的包装类则没有实现。
2) Byte,Short,Integer,Long,Character这5种整型的包装类也只是在对应值小于等于127时才可使用对象池
下面我们主要使用Long类型来进行讲解吧。
首先我们先写一个测试类:
LongTypeTest.java
package com.kevin.basetype; public class LongTypeTest { public static void main(String[] args) {
long longParam = 30L;
Long longParam2 = 30L;
}
}
我们通过javac命令编译后,再通过jad命令生成编译文件来查看编译信息,如下:
// Decompiled by Jad v1.5.8g. Copyright 2001 Pavel Kouznetsov.
// Jad home page: http://www.kpdus.com/jad.html
// Decompiler options: packimports(3) annotate
// Source File Name: LongTypeTest.java package com.kevin.basetype; public class LongTypeTest
{ public LongTypeTest()
{
// 0 0:aload_0
// 1 1:invokespecial #1 <Method void Object()>
// 2 4:return
} public static void main(String args[])
{
long longParam = 30L;
// 0 0:ldc2w #2 <Long 30L>
// 1 3:lstore_1
Long longParam2 = Long.valueOf(30L);
// 2 4:ldc2w #2 <Long 30L>
// 3 7:invokestatic #4 <Method Long Long.valueOf(long)>
// 4 10:astore_3
// 5 11:return
}
}
从第26行,我们可以看到,使用包装类初始化的时候,调用的是Long类中的valueOf方法,下面我们看看,Long类中的该方法是怎样的。
public static Long valueOf(long l) {
final int offset = 128;
//当 l >= -128 && l <= 127 时,返回常量池中缓存的数据
if (l >= -128 && l <= 127) { // will cache
return LongCache.cache[(int)l + offset];
}
//否则初始化一个新的Long对象
return new Long(l);
}
从代码中看出,当 l 的值小于127的时候,将会调用LongCache.cache()中获取常量池中的数值。其中,LongCache是一个内部类
//Long类中的私有类
private static class LongCache {
//私有的构造方法,不允许初始化
private LongCache(){}
//static final类型,它的值在编译期间将会确定下来并且被存储到常量池中
static final Long cache[] = new Long[-(-128) + 127 + 1];
//静态代码块,为cache数组赋值
static {
for(int i = 0; i < cache.length; i++)
cache[i] = new Long(i - 128);
}
}
其他Byte,Short,Integer,Long,Character,Boolean都是差不多的,具体就不在此重复讲了。
我们在Double中的valueOf中我们可以看到源代码是这样子的:
public static Double valueOf(double d) {
//直接初始化并返回一个Double对象
return new Double(d);
}
Float亦是如此。
2.short, int, char -> byte(char)
看到这个,估计大家都很奇怪,这个标题究竟是什么意思呢?下面我们就来讲解下:
1) 当short, int, char 的数值小于127大于-128时,编译器在内存中会使用byte类型来进行记录。
2) 当short, int, char 的值大于127却小于 215-1时,编译器在内存中会使用char类型来进行记录。
换句话来说,byte, short, int, char四个基本类型,编译器在内存中将会使用最小的单位去存储他们的值的内容。
接着我们先写个测试类来验证下:
package com.kevin.basetype; public class BaseType { public static void main(String[] args) {
byte bytePram = 10;
Byte bytePram2 = 10; short shortParam = 40;
Short shrotParam2 = 40; int intParam = 20;
int intParam2 = 20;
Integer integerParam = 20; long longParam = 30;
Long longParam2 = 30L; double doubleParam = 20.0;
double doubleParam4 = 20.0;
Double doubleParam2 = 20.0;
Double doubleParam3 = 20.0; float floatParam = 20.0f;
Float floatParam2 = 20.0f; boolean booleanParam = true;
Boolean booleanParam2 = true; char charParam = 'a';
char charParam2 = 'a';
Character characterParam = 'a';
}
}
2)继续查看编译信息:
// Decompiled by Jad v1.5.8g. Copyright 2001 Pavel Kouznetsov.
// Jad home page: http://www.kpdus.com/jad.html
// Decompiler options: packimports(3) annotate
// Source File Name: BaseType.java package com.kevin.basetype; public class BaseType
{ public BaseType()
{
// 0 0:aload_0
// 1 1:invokespecial #1 <Method void Object()>
// 2 4:return
} public static void main(String args[])
{
byte byte0 = 10;
// 0 0:bipush 10
// 1 2:istore_1
Byte byte1 = Byte.valueOf((byte)10);
// 2 3:bipush 10
// 3 5:invokestatic #2 <Method Byte Byte.valueOf(byte)>
// 4 8:astore_2
byte byte2 = 40;
// 5 9:bipush 40
// 6 11:istore_3
Short short1 = Short.valueOf((short)40);
// 7 12:bipush 40
// 8 14:invokestatic #3 <Method Short Short.valueOf(short)>
// 9 17:astore 4
byte byte3 = 20;
// 10 19:bipush 20
// 11 21:istore 5
byte byte4 = 20;
// 12 23:bipush 20
// 13 25:istore 6
Integer integer = Integer.valueOf(20);
// 14 27:bipush 20
// 15 29:invokestatic #4 <Method Integer Integer.valueOf(int)>
// 16 32:astore 7
long l = 30L;
// 17 34:ldc2w #5 <Long 30L>
// 18 37:lstore 8
Long long1 = Long.valueOf(30L);
// 19 39:ldc2w #5 <Long 30L>
// 20 42:invokestatic #7 <Method Long Long.valueOf(long)>
// 21 45:astore 10
double d = 20D;
// 22 47:ldc2w #8 <Double 20D>
// 23 50:dstore 11
double d1 = 20D;
// 24 52:ldc2w #8 <Double 20D>
// 25 55:dstore 13
Double double1 = Double.valueOf(20D);
// 26 57:ldc2w #8 <Double 20D>
// 27 60:invokestatic #10 <Method Double Double.valueOf(double)>
// 28 63:astore 15
Double double2 = Double.valueOf(20D);
// 29 65:ldc2w #8 <Double 20D>
// 30 68:invokestatic #10 <Method Double Double.valueOf(double)>
// 31 71:astore 16
float f = 20F;
// 32 73:ldc1 #11 <Float 20F>
// 33 75:fstore 17
Float float1 = Float.valueOf(20F);
// 34 77:ldc1 #11 <Float 20F>
// 35 79:invokestatic #12 <Method Float Float.valueOf(float)>
// 36 82:astore 18
boolean flag = true;
// 37 84:iconst_1
// 38 85:istore 19
Boolean boolean1 = Boolean.valueOf(true);
// 39 87:iconst_1
// 40 88:invokestatic #13 <Method Boolean Boolean.valueOf(boolean)>
// 41 91:astore 20
byte byte5 = 97;
// 42 93:bipush 97
// 43 95:istore 21
byte byte6 = 97;
// 44 97:bipush 97
// 45 99:istore 22
Character character = Character.valueOf('a');
// 46 101:bipush 97
// 47 103:invokestatic #14 <Method Character Character.valueOf(char)>
// 48 106:astore 23
// 49 108:return
}
}
看完上面以后,大家可能会有这么一个疑问:short, char都是两个字节,为什么存储的时候,会选择使用char类型来进行存储二不选择short呢?
解答:因为short是有符号的,而char类型是无类型的,可以表示的数值范围比short大,所以虽然同样是两个字节,但是却选择了char类型而不选择short类型进行值存储。
3.final, Number, Comparable与基础类型包装类的关系
1) 所有的基本类型的包装类都使用了final来进行修饰,保证了系统的安全性,试想一下,假设有人也自定义了这么一个java.lang.Integer同时继承了jdk中的java.lang.Integer,并且在里面实现了一些破坏性的代码,那后果将不堪设想了对吧。
2) 除了Character,Boolean以外,其他的基本类型包装类都继承了抽象类Number。这个抽象类要求继承类必须实现将当前类型的值转换为其他类型的值方法
3)所有的基本类型包装类都实现了接口Comparable。这个接口的作用是:
a. 当List/Array中的对象实现了该接口的话,可以直接用Collections.sort()方法进行自动排序
b. 当一个普通的Object对象实现了该接口,那么将可以用作具有自动sort作用(例如TreeMap)的Map集合中的排序依据key或者具有自动sort作用的Set集合中的排序根据对象