什么是volatile关键字
volatile是轻量级同步机制,与synchronized相比,他的开销更小一些,同时安全性也有所降低,在一些特定的场景下使用它可以在完成并发目标的基础上有一些性能上的优势.
volatile修饰的变量对所有线程的可见性(即不具有互斥性) synchronized具有互斥性
volatile 不能保证变量的“原子性” 原子性是指不可分割
为什么用volatile 解决线程安全的可见性
解决 多个线程操作共享数据(这个数据在内存中) 彼此得到内存中共享数据不可见
也就是说多个线程操作要操作同一个变量 , 某个线程改变了变量的值 , 其他线程也能看到改变后的变量的值
如何用volatile
两个线程 主要工作内容是
ThreadDemo的线程 写数据 改变flag的值为true
main线程 里面关注while循环 读数据 读取flag的值为true 打印"----"
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" 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ThreadDemo类中定义一个变量flag
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" alt="" />
ThreadDemo的线程已经结束 打印出flag=true
main线程没有停止 原因 while语句中得到的是flag=false 一直在循环 出现了 内存不可见的场景
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WnSV0mHDOQjSe30gRi/C4nnJ4gwvCYlx0PaiE/+flJqmliXkyYnE7iebnjbV078/2616vjZF2QtVJ/JdZz1okvdoxjYhehNm3T2+s3IObxalmu1kfbas+32nG+W5yLdXX06vbTlow7qVcYPopvSHfYh6+fK7fFU4I2pBxf95SP4rTps7b9Wzd2oueA74fIPoo6RM7paLmT4xYLk6KPsS6W8TyO6Tr36bFMmByOhX1mkjCZn8h9DnS/r3ASi00Yer3UQ08Q5Yl28nNCoPPCdhe/10wG9rrJ65LDZP0EXQRG6RPVNukzt07tZ3qRn97REXZ/taxnx2MeO8YxsYtQm7a55aXxUA3eXttytT7aVjeWfN1K26uLq9u/e23zRb443h2Pozetr3FB9/voEPpqy520eZa6+/KbjqnWps/a9q/f3ho7TUEsds4WdYisj5Y7Get147iuvpYhncd1Yvur414j41i+7R8ZE13KHQIrUwxFr2Gy7tvc6xwm5YTWn2OKnZjy+EhOojYnbn7ilS8+MgHUXSCjE49f7j6rErnYyZ/B2N0uTzjqjw9b4UyWlfrC2NZrmtA1P+GGE2C4jfTP3rgufiJ3y8btcEHCqK++67Itf//OuIh2qqf0Q0NosVjHOKbpIpTStmK96zsZB/ELYZdytT7b5usnj+t88Am3r9yp8cex5nwR1nltcRfvyfiW421tM61vedzW3ZlMKdf3T+zvTDYdi5gikLScm1L7TLTZ1ouNnek4mY5JPSZibWg6p2Pjz8+bTUGxz7G+DOdxmzGZOvcV20/qGP5e2S6x3LZS2ub1ua2VKYai1zAprL8zKcvXLUzKYLHEJhz9ujYTqr846pN9OnnYZYQX1GJ5Qx2a2uYmSrXPuu3dBc9oo39NSkjzk3hIt8tPOro/9OusbWN0H7eq5+RibJUprIlas45xjG9DuG2btnm+jeEfv9e6lKv10TZfRrjv0bjeYdnW2PfLwjbGxpdnniOqLrE+ayrXPBYp5daMs5RxGtN0jHU/tOmzLv2r+T4J+6uuvmE/NNXBmh8q429SRjifhmL1tcT21XQszLEzp/N41jEpdLm+vNIYUa8vbTvjnNokpW1en9tamWIoeg+TIvwXcGTZOodJCTLh55gs0zuT9ZOS5k8qfQLKxNAlTIrpXRO7Du4d/rie/oRw7RtN/lissT+/fbkvyndkStu3CGlC7uaEf/etFBQmE70+cfUxCied0h859nUdv0OXZeXJrF095TjJ8dX95jVNfNYxjoldhPJ1aW3T/Hioa2eXcr2+2ub+APZkHMh4lHPIj3O9fWzsF+NEvcnpEnZce2ruPHj5HcPyBbzuD0QnlzsZZ75MOR51f74rRVPQKF38W/RZl/7VYmOnmKPUvODGhDGnNdVBj5PY+PNlxOZMr6+xvizncdsx6cvWfLnFfDreb+WJ2OScDcNXSrldpbZN9LmtlSmGYi5hsi8PY5/C6qhU4eBYBJnMrJOwC5l0mt5dYfFSj7FchPoaC4uyym3DfPU59y0CYx11rEwxFIRJg9VRqawBMm9t75JZ/Ls8946p4R02Fi88xvk7XLmTNT1W7m6X8Q5+2a1y2zBffcx9i8RYRx0rUwwFYdJgdVQqa4AsM3mnLAHSS3kEg4fPXYTUYzxt6G8GVrltD5sPM1bfhggz88dYh2ZliqEgTBqsjkplDZBl5sOkPFIZjd8tEySHI/zcnf+soLXt0Kxy2x4mwuTyYazDszLFUBAmDVZHpbIGCAAAQB0rUwwFYdJgdVQqa4AAAADUsTLFUBAmDVZHpbIGCAAAQB0rUwwFYdJgdVQqa4AAAADUsTLFUBAmDVZHAQAAoIowabA6CgAAAFWESYPVUQAAAKgiTBqsjgIAAEAVYdJgdRQAAACqCJMGq6MAAABQ1XuY/M31Z5NYrw11DZM3b950rHUprI4CAABAFWHSYHXULLZuH2ZHR8fZgwcPCoe3T7h1J07czg6Py+uOD29XygAAAFhGhEmD1VFdbR0clYKiN/QwKe06Oj7Mbp/I2wEAANYTYdJgdVQXJ05sZQdHx9nx8VF2cHvL3EbzwXIIYfL2obSLMAkAwLojTBqsjuqibTgkTAIAgKFZmTB5+uy54ucwTOp1KayO6mIeYfLE1u3s4FAeMU8fjR8djUPdVjXUyZ3R2+Nt9SN0z90tNV5T58TtQ7Ms7ehgegfWt0eWubu0qi5HhwfZlgqi/uMA/vF/UcZkn7pct1zadnBY9IO052jcb7pMAAAwfysRJi9cvJTt3riRnT2/4X7XYfLs+U23TrbRr6ljdVSqE1sHpaBnOT4qB6nitQ1h0j82N8sM7hLWbSsWGibHwVH+H26r29k2TMqdUV2WF+tbAAAwHysRJi9duerC440bL7hA6cOkBElZJj/LNtZrLVZHpZp7mDw8LH3+0t2hmwQrHcR8CNP7kruarvwgeMaCmWfVN+Uxt2+PK0N9btSqR5swWbRN3YnM+8EuAwAAzM/KPObWgdKHySJIXr5ivibG6qgumsJhqO32ng9XOkTFwpksD+9KzjtMWtuFr28TJmP77tp/AACgu5X6Ao4PlFrbICmsjupiHmHS3dU7yoNXSAex6d275juTXbQKkwntTw2TTY/vBY+6AQBYnN7DZJ+67POyCpTys7VNE6ujuug7TDY9Qi+FyZrQlVqfOoRJAAAgVi5Mims7O9nO9evmuhRWR3XRd5iUACdh6eig/K1l6zF3EcLUXUx5vH0YfJFF+HJj4o+567/E00eY9J+DrDzmJjACALAUVjJMzsrqqC7mFSYP1Rdwtm4fZIeTO3U6iOVh7zC7vbWVbTV8a7tLmPThLwy2Wpv2h4/l9Rdq8v2oNvt9j8ttahsAAJgvwqTB6qguUsKUD1ExVoiK0WGybtvY36VsI1ZvXd9WYXKybVje8eTOarnc+kfd4d1NAAAwP4RJg9VRXfQdJsWW9Ye6b+efpSw95lbh7MgIXn18CWdrXPew7K5hUshnQv1d1vyRvNz1zMsI+8HfubQ+Q0qYBABgcQiTBqujhsTfucsfc5eDlVtXPC4ndAEAgNkQJg1WRw1JcUdwHCYPtoI7m8WfB2r/L+AAAACECJMGq6OGpOkzhSJ8bAwAANAFYdJgddTQFJ8pDD/TeFT+5xgBAABmQZg0WB0FAACAKsKkweooAAAAVBEmDVZHAQAAoIowabA6CgAAAFWESYPVUQAAAKgiTBqsjgIAAEDV3MLkiy99OvvVB78ukWXWtjGESQAAgOU2tzD53e+/XQmTsszaNiZln+E+mlhlhKyOSuX/nqO1DgAAYNX0Fiat4JbCKssjTAIAACy3uYbJd3/y0+zrr73uyM/WNlZZXtu7oX2xOioVYRIAAKyTuYXJb/3Nt7Mz5zaK9fKzLAu302WECJMAAADLbS5h8t1//akLj596+TPZ0Xs/c+RnWSbr9LZWWR5hEgAAYLnNJUx+47XX3bKf/PRnxTL5WZbJOr2tLiOUEiZ1WTG//I8Psh+886NxoP2cWUbI6qhUhEkAALBO1iJMaimB0uqoVIRJAACwTtbiMfeZc+ezv/zSgduf3KG0ttGsjkpFmAQAAOtkpb+A86W/+krx87nNLbe/93/x76VtLFZHpSJMAgCAdTK3MCke5p8GkiDpy+fOJAAAwHzMNUymsMryUsKkVZYPkhY+MwkAANCf3sLkPPQVJvk2NwAAwHwMPkzG6MfcbVkdlYowCQAA1snKhkmhv4DThtVRqQiTAABgnax0mOzK6qhUhEkAALBOCJMGq6NSESYBAMA6IUwarI5KRZgEAADrhDBpsDoqFWESAACsE8KkweqoVIRJAACwTgiTBqujUhEmAQDAOiFMGqyOSkWYBAAA62RQYfLJs09lz7/4qezWy5/Lbn1mbzbjMqQsKVPvQ1gdlYowCQAA1smgwuTzN2/ZwXAGUqbeh7A6KhVhEgAArJNBhclbL9uBcCbjMvU+hNVRqQiTAABgncwnTJ4/l21+82p2ZnezWHbm+U23TNaVtq1RCZNWGOyB3oewOgoAAABVcwmTT17dzC5871q2/Y8740D5tCM/yzJZZ73G0keY/NUHv3asdZ7eh7A6CgAAAFVze8x95vlxgPyn69n2Dyd+dD07++LT5rYxhEkAAIDlNp87kxfPZ1tvXXMBUrvw/Z3syWsb5mssKWHSh8VYaIwt1/Q+hNVRAAAAqOo1TD79+jPOhbeeqwRJTx51++2sMjTCJAAAwHLrNUxe+M5z2YV71TuSoQvfv+a2tcrQUsJkE8IkAADA/PT+mPvszaeL0HjmOfVt7vHPfvlTn98uvSama5h8/Y27RYgMybpwe70PYXUUAAAAqnoNk+f+/FK2+ddXi9C4cXDZLbO2TZESJsOw6JdbgdIKkkLvQ1gdBQAAgKpew6QPkSFZd/rsuezr3/xWJeCJsBxvljApdKCMBUmh9yGsjgIAAEBVr2Hy9KWN7KnPXihCpH7M7dZHAqXeRksJk00kRNYFSaH3IayOAgAAQFWvYVL+OPlTe9tFmLQec29dvJzdf/8XCwuTKfQ+hNVRAAAAqFrYY26xtX0p+/G/vOsC5M//bRoodRlaSpj0ZaSyytD7EFZHAQAAoKrXMCmPuMW5O9vun0/UYVIHyR+/+5PswqUrxSPvsByPMAkAALDceg2Tmvwb3Jujq9mFt6+539948+9dmJMguXXxilvmP0OpX6elhMk+6H0Iq6MAAABQNbcwGdrcvpT93ZuHRZD0JFDq3zXCJAAAwHJbWJjsgjAJAACw3IYVJl+2w+BMxmXqfQirowAAAFA1qDD5/M1bdiCcgZSp9yGsjgIAAEDVoMLkk2fHgfLFT2W3Xv6cGQxbGZchZUmZeh/C6igAAACEHsv+HwPNScCvn/6mAAAAAElFTkSuQmCC" 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使用volatile关键字修饰 flag 变量
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" alt="" />
两个线程都结束 都能拿到内存中 flag=true数据
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J/R6RXPiNkCbmbEv7dr96Fvl2o/RPPP0bhotH7I7Xa1voTsrzWX4zy2inHSY6vP25qbOGyjnFM7CLSvJfWN5/Oh6F+TqlXzdU39weM23kg81HOIZ3nfvnY3O/mifchZUpYcf0Z+OSvmjt2/Qvw0B/4Ta63nWdapxyPoT//lGIsKPQu3hljNmV8fbG5061R3rrg5oSxpo21wZ8nsfmndcTWTDXXXD+W8zh3TmrdPq23W0/r/e48kWrP2TA8pdQ7VWrfxJxlrUxRqlnC4L6shqUKD+4hyGJknURTyKIx9ukGh5d6jOUiMtdcOJRz7huWNefadwjMdQyxMkWpCIMT5N6lsuinLPeJZeQTLg4vPMbNJ0y5k7Q9Vu5uk/EJ+tidc9+wrDnWvkNirmOIlSlKRRg8MPmkKgFQpTzCwKvnLiLeYzDfqYf5c+7bq6ZhxBrbEGFkecx1+KxMUSrC4IFpGJRHEvf1p1WC4OkIv3em35Wzyp6ac+7bq0QYPD7MdSgrU5SKMAgAAIpjZYpSEQYBAEBxrExRKsIgAAAojpUpSkUYBAAAxbEyRalOPgwCAABgOsIgAABAwQiDAAAABSMMAgAAFIwwCAAAUDDCIAAAQMFmCYPPnz93rPdSWA0DAADA8giDAAAABSMMAgAAFIwwCAAAUDDCIAAAQMEmh8G3Hr/T/TsMg/57KayGAQAAYHmTwuD3vv+kunr2rHr87nvuZz8MPn73ffeelPG3GWI1DAAAAMubFAaffPgDF/6ePfuRC4QaBiUIymvybyljbWuxGgYAAIDlTX5M7AdCDYNdEPzgQ3ObGKthuVZ3m+rly5c7NncrylK22LIAAIzZ6xdINBD6coOgsBqW65wv6JSl7NSyAACM2SsMig+8QCj/tsqMsRoGAACA5e0dBsUPnz6tnn70kfleCqthAAAAWN4sYXBfVsMAAACwPMIgAABAwQiDAAAABSMMAgAAFIwwCAAAUDDCIAAAQMEIgwAAAAUjDAIAABSMMAgAAFAwwiAAAEDBCIMAAAAFIwwCAAAUjDAIAABQMMIgAABAwbLD4NfffJvFqiNkNQwAAADLIwwCAAAUjMfEAAAABSMMAgAAFOwsw+Dqel1tNg/Vy5cvO+vrC/fexcV1tX7ov/ewvt6pAwAAoASLfGfwf373TfXv//Gf1U8+/cysI2Q1bKrV3aYX9NSph0Hp1+ZhXV1fNP0AAACYw+K/QJISCK2GTXFxsaruNg/Vw8OmurtemWV8GgxPIQxer6VfhEEAADCvRR4Tf+edd6u//cWdC4Nyh9Aq47MaNkVuuCMMAgCA0s0aBn/x9//Q/fud91cuDP7Xf/9vr4zFatgUS4TBi9V1dbeWR7TbR8ubTR3KVruhTO5MXtdl/UfQyt2tNLYZcnG9Nuvybe62d0C1P/Kau0vqtWWzvqtWXpDUx+n6+Lyro92nX697Xfp2t+7GQfqzqcfNrxMAAJye2cKgBEEJf/LvQ94ZvFjd9YKa5WHTD0LdtiNhUB87m3UGd+mGyoqDhsE6+Ml/w7J+P3PDoNyZ9OtSsbEFAACnYa/vDOprGgQtS39ncPEwuF73vn/o7pC1wcgPUhqi/H3JXUVXfxAcY8FKWe1NeUys/XF1eN+btNqREwa7vnl3AptxsOsAAACnY5Ew+Kp+m3gs3IVyyysNR34IioUreT28K7h0GLTKhdvnhMHYvqeOHwAAOB6LPCbOZTVsiiXCoLurtmmCU8gPUtu7Z+N3BqfICoMJ/U8Ng2OPvwWPigEAOF2L/QJJDqthU8wdBsceQffC4EBoSm3PEMIgAABYwqxhcCqrYVPMHQYlgEnY2dz1f2vWekzchSjvLqI8Hl4Hv4ghtN6Y+GPi4V9CmSMM6vcAdx4TE/gAADhLhMGEMLj2foFkdX1Xrds7ZX6QasLaurperarVyG8NTwmDGt7CYOrL6X/4WNv/hZBmP16fdd91vWN9AwAAp6W4MKghKMYKQTF+GBwqG/u7hDli7fbbmxUG27JhfQ/tnc1+vcOPisO7iwAA4HQQBgN+CBIr6w8tXzffJew9JvbC1cYITnP8EsmqbntY99QwKOQ7kXqXs3mkLXcdmzrCcdA7h9Z3KAmDAACcrrMKg6+K3jlrHhP3g5F7r3vcTGgCAADHhTA4g+6OXB0G71bBncXuz8vk/x9IAAAAlkYYnMHYd+pE+NgVAADgGAyGwbcff7f6+Mc/qT759LPqkz+/2U9dh9Qldfr7EFbDTk33nbrwO32b/v/ODgAA4JgMhsGPn39iB7s9SJ3+PoTVMAAAACxvMAx+8qkd6PZS1+nvQ1gNAwAAwPKGw6AV5mbg70NYDQMAAMDyZg+DX3/zrWO9p/x9CKthAAAAWB5hEAAAoGDZYVDDXiz0xV73+fsQVsMAAACwPMIgAABAwXhMDAAAULBZwuCv//lFFwJD8l5Y3t+HsBoGAACA5c32mNgKhFYQFP4+hNUwAAAALG/W7wz6gTAWBIW/D2E1DAAAAMub/TuDEgKHgqDw9yGshgEAAGB5s4fBFP4+hNUwAAAALG/vx8RjrDr8fQirYQAAAFgeYRAAAKBgPCYGAAAoGGEQAACgYIRBAACAgg2HwU/tMLeXuk5/H8JqGAAAAJY3GAY/fv6JHej2IHX6+xBWwwAAALC8wTD49uM6EP74J9Unn35mBrssdR1Sl9Tp70NYDQMAAMDyBsPgoVgNAwAAwPIIgwAAAAUjDAIAABSMMAgAAFAwwiAAAEDBCIMAAAAFIwwCAAAUjDAIAABQMMIgAABAwSaHwa+/+XaQtU2M1TAAAAAsjzAIAABQMMIgAABAwfjOIAAAQMGywuC//Ou/mXcBh8g2Vl0+q2EAAABYXlYYtMLeEN0mrCdkNQwAAADLWzQMKqsun9UwAAAALI8wCAAAUDDCIAAAQMGywqBvKOSlBECf1TCcvtXdpnr58mW1WV+b70+1VL3njDFrMA4AsIswiGyr63W12Ty4i6paX1/0ylxcrKq7tszDw7q6vui/P9Xc9Wo4CNu/lIt67A65P3HqYzaXpebkMXoV8wzA6TqLMKgXJ9/Dw6b+9H9XXa9YDOdkjbWwLjpL3YWZs95DB5tXdZFOHTMptxkJSocesznNOQ7H7NDzTIL29V39IfFh+yFRxnh1xoEbOCd7hcEh1jYxVsNy6AJvkVB4RyCchd5ZcWN6vTLLnJpDB5tjv2NzvZbje75hMFXKOByzQ88zGS/ZX+hhc0cgBE7A5DA4J6thOayL08Wq/qS6bl5nQZrHxcV1ta4/+T/MfKfvVSIM9hEGG4TBdLqvh009Xu0H74tVvVa0j+Q3d+fxwRE4Z2cbBkUXXrxFXV+TBcrd6WoDo1u01ruh0T3+qMv0Hn94i15IFkG/TrmLtjYWw/CxSvNY236sYj+CsR+B55TNlRIGtYzuW8TKy3Fr7twGY1GPb3g3N6dekToO/txZjbRBTDpu7UXRN+UiPRZQwuOTOmZ6MR/iX9BzxyxHyvhKGf3u3845v7pz2/ofAJcahymy1ofEdSdnnqWMb65mXu4+gbGOBYDjVG4YrINBeIFwi6N3kfAvOjvlBha/lLI5j1WiZY0LWk7ZFLE++aZceIUeN+siFoaenHpF6jhoIN1sthforqwRvFKPW3Mxt8uKKWFQ2xoLXHqsNLAsFYJyxyxH+vha57b3NQZvjJYah1yp60POupM7z1LHN1V3HMLj44XefecEgOWd9WPiu3bh8xd+/8LgFtb2u2/usUZwcdF6ZaHTT+TN4tu+3qt3u4D7n7Rd+fqTeG8B18cqYbm23l4/dLEN7lquruswe9e/oOWUTZUbBnvbdu2x963jK3TM/ItbLDCN1ZszDjltyDpuWtabO0J+Ezssm0rr1G3lZz8chO/7xsZMSb/HLt5Tj9uYnPENy8vP1joQmnMcckg/UteHrHVHxyBhnuWObwpdH7RNfn0qDLAAjs9ZhUGL+x6Lt6B3FwNjofcvALp4W+Ws98JFcUjsQmNdqLbt3QbXmJyyU6ReSNVY+e6iF7yvF63YXZixenPGIacNqcdtcO4YF+lU4Z0/bbv+LHXHLrypxy4lBE09bmNyzgsl27jxvEs7/+Ychxyp60POupM7z6aM75huTtbbho+f5YPXdT1XYnMSwPE42zD4sGkWI/0ErFIXvrFyzcK6XeRSL/K6gIft9YV32qTu/iK7+923KWVz5V40xsrrcQvHbCxUpLQjdRxS25Bz3LqLdHAc/XonhcG239Im3cd6XQfAdj/Sl1iAST12KSFo6nEbMuW8CLcba7eYcxxypB73sfb5607OPJs6vmM0DPr1+Hc+w3USwHE66+8MWlIvBjmLsvyc2oZ9LnruMae3rSy6fpkpZXOkjp0aKz81VKQfw/FxSG1DznHr2pdwkc6hbZB+N/uow4q7GDfz0M3JyAU9dcxSQtBxhcGmX+79Iw6D6evDcPv8dacrmzDPpo7vGH/8w1/Q6ubrjOMIYBmEwYiunLGQWYtczoVw6KKdYrv/8U/cOWXHpI6dGiu/dBj0xcYhpw2px23oIih1WPtL1bWhbl/TlmZf0k73XmRMUsfM1TEyV5YIgyJ1fH1de+vQL3eoxrafcxxypI5N176EdSd3nk0Z3zFD60v3aHzmfQKYH2FwgC6oUlYXM1n8zC9yt/U2C37aF8Td45SRi40sqGv3ibt/EbH6nFN2ipyxE2Plp4aKsXpzxiGnDVo25bjp3NHt3W9X1hdNec3aXyppg1z85ZejtG732mbt7oBGxyTx2HV9NL5iEZbJPW5jcsZXbNu6HYex/c85Djl0v2Gd1vqQs+7kzLPc8U2l9brvZ7f1ul/Ia9sxda4DOBzC4AB/AQ+Fv5jiyrcXw52ywadm/TRtlRV+P6zv5KjwjkBO2SlSxi42Bsq/UMeOmxUqcurNGYesNsxw3Dbr5ruMKXPV0l14vTnlj83UMRvbxi+bM2Y5poyvf9fJ375XdqFxyBWrc3d9SF93cuZZzvjmGKo3ZZ0F8OoRBkf4fy/LLW71wu0+WUeCVfMdtX751D8qq8J+yCNB/2/xDbUhp2yuUwmDInUccoNNznG7kEeXbRvcLzRdr7qLd8pctWi7/FDrhwe/3twxU+HYhWWXCoMiZXy7eVgfUz9Eufc0JPrjs9A4TJG8PmSsOznzLGf+5tB6ta6mX/OsOwCWdxZhEAAAANPsHQa//ubbHqvMGKthAAAAWN6kMBgGwBhrW4vVMAAAACyPMAgAAFAwvjMIAABQsMlh0LoT6LO2ibEaBgAAgOURBgEAAApGGAQAACgYYRAAAKBghEEAAICCEQYBAAAKRhgEAAAo2OQw+Lv/s0OgkPesbWKshgEAAGB5k8PgP/76n+rQ93sjCP7evWdtE2M1DAAAAMubHAbnZDUMAAAAyyMMAgAAFIwwCAAAUDDCIAAAQMEIgwAAAAUjDAIAABSMMAgAAFAwwiAAAEDBCIMAAAAFIwwCAAAUjDAIAABQMMIgAABAwQiDAAAABSMMAgAAFIwwCAAAUDDCIAAAQMEIgwAAAAUjDAIAABSMMAgAAFAwwiAAAEDBCIMAAAAFIwwCAAAUjDAIAABQMMIgAABAwQiDAAAABSMMAgAAFIwwCAAAUDDCIAAAQMEIgwAAAAUjDAIAABSMMAgAAFAwwiAAAEDBCIMAAAAFIwwCAAAUjDAIAABQMMIgAABAwQiDAAAABSMMAgAAFIwwCAAAUDDCIAAAQMEIgwAAAMV6vfp/fCx6eHoNQ3MAAAAASUVORK5CYII=" alt="" />
package com.wf.zhang.juc;
public class TestVolatile {
public static void main(String[] args) {
ThreadDemo t =new ThreadDemo();
new Thread(t).start();
while (true){
if (t.isFlag()){
System.out.println("------------------");
break;
}
}
}
}
class ThreadDemo implements Runnable {
private volatile boolean flag = false;
public boolean isFlag() {
return flag;
}
public void setFlag(boolean flag) {
this.flag = flag;
}
@Override
public void run() {
try {
Thread.sleep(100);
} catch (InterruptedException e) {
}
flag = true;
System.out.println("flag=" + isFlag());
}
}
- 3.JUC之volatile
原文链接:http://blog.csdn.net/zteny/article/details/54888629 一.简介 volatile是Java语言的关键字,用来修饰可变变量(即该变量不能被fi ...
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- 【JUC系列第一篇】-Volatile关键字及内存可见性
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JUC源码学习笔记4--原子类,CAS,Volatile内存屏障,缓存伪共享与UnSafe相关方法 volatile的原理和内存屏障参考<Java并发编程的艺术> 原子类源码基于JDK8 ...
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1.计算机内存模型的相关概念 计算机在执行程序时,每条指令都是在CPU中执行的,在指令的执行过程中,涉及到数据的读取和写入.由于程序在运行的过程中数据是放在"主存"中的, 由于数据 ...
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volatile是什么 volatile是java虚拟机提供的轻量级同步机制,它包含三种特性: 保证可见性:只要主内存中变量做出修改,其余线程马上会感知到变量的修改. package com.ch ...
- JUC 并发编程--05, Volatile关键字特性: 可见性, 不保证原子性,禁止指令重排, 代码证明过程. CAS了解么 , ABA怎么解决, 手写自旋锁和死锁
问: 了解volatile关键字么? 答: 他是java 的关键字, 保证可见性, 不保证原子性, 禁止指令重排 问: 你说的这三个特性, 能写代码证明么? 答: .... 问: 听说过 CAS么 他 ...
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