http://smallnetvisitor.iteye.com/blog/1826434

运行user任务管理器查看到的pid号:

aaarticlea/png;base64,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" alt="" />

基于jmap导出的堆信息:

aaarticlea/png;base64,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" alt="" />

用装了mat插件的eclipse打开firstHeap.bin文件

选择Leak Suspects Reports模式,finish

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IITQa7VeR4q9QENbnsNlJTv7t11GTsB4QQ6kBNPrstR9hMJPoBIYRyEXaLEEIIFS7sFiGEECpc2C1CCCFUuLBbhBBCqHBhtwghhFDhwm4RQgihwoXdIoQQQoULu0UIIYQKF3aLEEIIFS7sFiGEECpc2C1CCCFUuLxardaPEEIIoSLl9ff3t9vyy1YXNhmhjhLHIOpCdd1kMsc5Qp0gjkTUbcJua4ueGZm+ZMu0u7ac/eMtZ9656YxFm0//0aZFz4y0pXoIdYmwW9Rt6mq7ffiFHcFD2/w7Nq96db/C7Hte+fOr//3hF3a0r6YITWVht6jblGG3J3/noZO/89Dy324vpzYlSDzIP3f7xvlPvPHg1v3LNuxetmH3sg174g8Pbt1/6f2vn/rdF9tYVYSmsLBb1G2aVHZbDX3PD6sTykM8yD997Us/27x30eA7iwbf+dnmvdPn3j997v1r3/7DwvqSfZ/8++dd860EWVWrhr7neV5Qca9sJWhq9S5So2fy2CU6QpO8IXMbylwYC7tF3aZcJ5PrhhKpgLEjb7v91NwN9760596X9lyzZiRifuNDtPyUL653zTfLbquh37x1YrcmYbedpdhTLR8UYbeo22Sz2yi0dY1uK4FksdXQby6SK0niQf6n33h+9qpN11R+v2TDboVzf7LuzHDw4+c855pvlt1mR7/6RFEXtmTWuam9pWvVaSciHdhFLauVtoieqkS02C1CkfKaTK4EaXPVLWu7xIP8ovteO+XL62fevHXpS7tWvTb6wCv7Fq//j0sfe/X8FS/e/djb//a70eHRo675YrelCrstTi22RWurJq+tYbeo+5Rhtx//5sqPfWtltt3qzSRaKk2TCf9UAnXeOTrOK4HneX4QpFNJ44CaXKiC4POpiqUnky+677WPTVt30lnPnXTmsx8949nL76yuWT+6cfjwUzdcMmfWjKduuMTabE83fa6pW0PxFKj4vzzEJZ8jUxFSazpZ7DSHjhULVZsQLxbz9H1b6abe0GalVM8PQ9Nuky5QWShOJotnJJo2pjvbUET8lR9W6mmCSrJusqaao3kDaco21DNuiHCEqKn1O0m6EKfNbejbUGmLrveMSl+7tayM3aJuU4bdfvSr9370q/e2areNISH5Nh4kxATSSJMc1elUkg+pycUvfd9PeXBdmZPJOw6MRUY7Z9aMWm119EFnulLwLkyla5smLq2GQeP7OA+b3SpfazpZrohDxyb5KycJSXEpy9SWLvWGQ1Zip1VDP2132vorFypqJrvVtFFTd/0GEhsinSWpW0C3+fRdZFzTVs/YbtNZancSTcmWze3St4qTNxHoYrcIWZRhtx/50t0f+fLdE7Bb2fWkY1ySboBJpbInT8zdD6uVoL5IrZZ9Mnnt8Luv7D48Z9aMP5x4RGTOrBkZTY7/1TdNXd0tcHG12+Qrp45NnwYpWRnWt8gxK1OniUvS9dfsXaboNl2BKEdtLJeO85Q6mT6bAkpNx2StmT6VVPpCuR9Cu5MojTBvbqe+FZOnMzeKyWSE7Mqw2w/PWPzhGYsnfu02nlbWRICJ1CFHTaWNjaXkstFW0m6bMZm85nejUWg7fvCexx9YMGfWjMcfWDB+8B5NgGuxW93oJMfqqWg/R7vN7liL3Ub/52K3uqxc7DZd/wnZbfJvMg9ts48su9VuPm0XOa1psdtUzQ2Tyepqrps71UR91ymZ68WtUghlKi+7Tc0MVkPpzuRq6PtB4IuDlzjDaBizlFTyGX0qea0a+r6f+Fc8pSzKPpm848DYnFkzxt66feyt26OIVvlXkGleVF+3ZFiTppV9IboV7bhVuzV3rFxXw2Ryyhx0RWjlmJWh05Lma+svLqyE5mu3mjZWw1A1KF0RUgWsdqvdfOoEbMaa2nqmJ5PVmmt3Ek0DbZvboW+ltqQy14sfAiGUKZvdRl7r7rjixJn+ppH06bgwy2Y8rY4XqWf3SnJ5dWFsEmWfTH7j3WNRdPv+y5fF0e37L1+mv3yr3GIiXRdT66aOvVGyIEjf8CIsjO228a3DlICxYwPdrTPSDKO2o+2l67vDdt1XaH3SaeLGMm9ZYZkhutW10enuKXe7tW8+X7w1ULumoZ5pu9XVXLeTpFczb26nvpU2t/aGq7R4zAVCmerqZyZHEieTL19cXbN+dM6sGQcHZ4tort1OJrmEp+1QxrxuU+rUNqoqoZ6ToyuwW9Rtwm41iu9MfvWnF5jvTG6L1Ntd3EbVzhl/q6EvBvz5uW0HtdEu7LYu7BZ1m7Bboxx+dztZ1EnjrzCfmZ/X1jqrjTZht3Vht6jbhN0ihNogjkTUbcJuEUJtEEci6jZ5/d2ndvc5QqjW7mEAobLVddEtQgghVL6wW4QQQqhwYbcIIYRQ4cJuEUIIocKF3SKEEEKFC7tFCCGEChd2ixBCCBUu7BYhhBAqXNgtQgghVLiwW4QQQqhwYbcIIYRQ4cJuEUIIocKF3SKEEEKFC7tFCCGEChd2ixBCCBUu7BYhhBAqXNgtQgghVLiwW4QQQqhwYbcIIYRQ4cJuEUIIocKF3SKEEEKFC7tFCCGEChd2ixBCCBUu7BYhhBAqXNgtQgghVLiwW4QQQqhwYbcIIYRQ4cJuEUIIocLVpXZbCTzP8zwvqOi+rYa+7WuEEEKoSXWu3caepygXC+w8u9U01w+rpRVfgjiJQQh1syaB3caukzjShAfszrLbRm2E8qJFnW5MjYrbTwzi5uV5woQQQpNLJdntW+vWbbxs9oZv/c2LX5i24Vt/s/Gy2W+tW2dPkrZbYeCeaODXSXara2i9kp1uTG52q6yM3SKEulFl2O1b69a9+IVpb377G6O33XLsgWWjt93y5re/8eIXptkdV+dCanwrDPeNr9QAUR9TCXYrrNZYRWe3qcne5Dtx9SS36PskmcmSsmP2dHU0NpeqX/27pKVif6hFWVqn7UzPDyuayX6rkWK3CKFuVuF2G3ntsUU/rNVqR2+7JaJWqx1b9EO74zZjt6kRX4leU8Gs6rGyo6n+Vv8/rojidqJXBRX5fz+sxv8bDNd2WiC32mS36RWqoa/Ybcr/xXVtrdMsiHMnukUIIUcVbrevz71qx/n/cOT662sDA7Va7cj119dqtdrAwJHrr99x/j+8PvcqU0LrZLJio8pwn16smkx6MllMozdfwSXkAlIOppaf4UqakwadHxrt1jr3bW+pQ+tslcduEULIUU52+5GTr/AuWOBdsCjiQ19dWP/35Msz0245/bx98648ctlVRy5vOOvAwPuXXX3ksqv2zbtyy+nnmRKm7TY9XuuHe539KGumTUhMJGVgukM6P7utGQsx2anBbnWl2Fua3TqrSWK3CCHkKNfo9kOfuGL23Y9ft2bwutXPXlt55sLw0Q994gqXhC/8yWnvXzTv4PS/Ozj9gmjJwekXRLx/0bwX/uQ0U0KDEWgvweodRme3+snmmovdGl0iB7vVVD5JkX3tVhcfG+P45lpnrTt2ixBCjmpiMtk7+fKzr77/b5c8edb8h//TH1/mmGrL6eft+9pFh77UG00m12q1Q1/qjdj3tYuaim7TyjG6Fc1Ab0jGeuRqt3JlHO1WSSV+mTGZnNk6oluEEMpDzV279T7xvf8xd+WH/jh7DjnW63OvGj5nVuS1B7/+3fjDwa9/d/icWU1eu1WV37VbS8iXWZGJ2W019FP+k3Vy0ETIaW9pE36r+z7jJjB9RtgtQqgb1fStUo5zyLF2/mL1xk99tlarHfr2JRH1e6Zu6Nv4X0/f+YvVpoQTsFv3O5NVg9Tfvav7rU419PO5dqveGKwxMWN9YkfV3E5msGrL5LK+dfrnjSi5NzVNjt0ihLpQZfzuducvVm887a/e+NIF++ZdeWTBwn3zrhz+4lftXluboN2KX+oGee3NwJZbgfVJTL/DaXIyWXeV2vq7V99X7VZfseyWOrRO/73mUV/afI1VwHURQt2lkp4qtfMXq1+fe9WW08974ZP/bcvp570+9yq716K8ZH9+FkIIoXLUuc9MRrkIu0UIoU4QdjvFhd0ihFAnCLtFCCGEChd2ixBCCBUu7BYhhBAqXNgtQgghVLiwW4QQQqhwYbcIIYRQ4cJuEUIIocKF3SKEEEKFC7tFCCGEChd2ixBCCBUu7BYhhBAqXNgtQgghVLiwW4QQQqhwYbcIIYRQ4cJuEUIIocKF3SKEEEKFy2K3I57n8Ze//OUvf/nL31b/OthttDYAAAC0ilt0CwAAAK1BdAsAAFAORLcAAABFQnQLAABQDkS3AAAARUJ0CwAAUA5EtwAAAEVCdAsAAFAORLcAAABFQnQLAABQDkS3AAAARUJ0CwAAUA5EtwAAAEVCdAsAAFAORLcAAABFQnQLAABQDkS3AAAARUJ0CwAAUA5EtwAAAEVCdAsAAFAORLcAAABFQnQLAABQDkS3AAAARUJ0CwAAUA5EtwAAAEVSSnRb7fO9nrCaX71zz7DJUqphj+d5Xgl1qFejrLKM9Aee53leUCmrxEqv53me11tpW5M7hNJ7vlla2z/LOYTLrEBBLcrM1rRCuwfJdm7ipoouu555RLfRoJCWHw7m0B4lh3bvSVPUbvtNGzGodKDdDoa+WMfMIcl55SY2ijZDpWJxE7Tda0zoh4NiquZ73lSNvMFu29ui9tqtpUT3CuS+Ztv3LgNe/tFtuqlTzm5LpQ3RbXqI7yy7jU53GoYk9FLQr8utbjz19aOc/b5q69WzZFjvqOirxmmZrhXKZm34d6qHW+t552q0i7YfXNht0TXBbvXkEd3amhotCXvjM21x7Kgk5/ym4UA+T/f7qqYMpeX13LT5NwagdIQhrq83OWGF6FsljEgVnYzsjTWDfksqXX9mlyWMy0kUlfbL7OKkrNJLUpnH1av0+UJj5R6Oy7K32q2Sld566ZVeYc2esNofaG1Jb2w9YTXZlPVUcYb2DWTOUHXNeobpvaiReaO7oppIJxDZmzWzhq7V8MP+OKugIm0I57KizO07oWGUqPb5QttNA4JmuToOCOuL+4b21EoapoTWyStLu7F+3xZboRkuqmGPnOdg6CunQbp84kFMyNZh/VTnVM2959JLld5keaU3SRt/TkpxHqVVUgmNW0SzZlPbQt/keGVpPJEq7GBSTnhlRbdC5CFstkqQLE/tl+Y8TRmmQhyX/Kthj1SfeJ3sbWY4uqQN6enHZUsqTdtdUsUDXG/F8JUUjbVkt5rMlWlVv6+qDf50xbVUycHQj7ZpfyBFbz1h1bCJlY0lW5FwXUCugKWqtgzFM6r6mpoMGwd2o4cbRfvx2BFvbqnnXXc8x2ok45cy3AhbOXPD6exWtxMajuhqn6+Ma7oDVr9cPt7l5aKVmmYXBJ9oZCIWJI0GtZFKYOoKxXg0R1NyKImmZcxHGMQsLq5bP6mzkNDce1m9VOsPxEzEoybKUD1tchilbdtCOcbVytvD1uxtoW2ybmVx07ualCvlRLfpSQZ1zf7AcXs4ZuiYf7XP126kZuxWjonjQUoynvroo5wNaFKlq+dSluyRol0ptZ2A3WoyT58NqEvU3PT1d61kY/Cq9MYrx3arP6TVjWWtjzwd7VRVY4Y9vq90o7S+PIik9hM1XmymM52qoe6fmTGxvix9dJu1p9UPLtmKTAes43LjwGIdUiaSiWX0EEjMqTZSCfTnc02PQpnrZw6zTg0cDP14wqO3UumNGlIJ5AlFo926DafuCe11ztwW2uWphWIA1oRJOeC14dqtfGIra2LbQ3t6pc9fdyNJvLUy9w9pJJJHT2WISS7s6cdNfSq17S5lGUc6NUwp2m5TczJektZYf+dKTthuFVORdgbdzHa6qy0ZyjP/1VATjGrus1OqJP2r3238cNBWQ4dqiA13sFvHspqy26glQqxgOmBty5WhUDPvara3OBNlu2uXa/qtoSz3MjqfQz6mSe/M9R2G2exeis8V6kYbmU3Sz4XZrW6L6DNpbltomqysLAwstn1Sv2O40M7o1u1MoXW7Nc2QCLvXBKNbrSSUuXQAABqvSURBVL+mL6kGse/qVnO0W1uqzOi2LLtNL1H7TVcT10o2JpqqfX5qMlmZ/VMOGPViszZoc9lA5gxTE7CpCer46JXCaLl7HexWuHStqWF2NcTOdLHb7N5oxW6DymDoK5dvrPNPmuVZB2xmoNN0dOs2eshEQa0Y5jY/CrmvLy93GWbtXuj3hY1wthJ4Qdjna6+4tSG6bWVb2DZ0fbd02PdawmtndKvMyxuvH4yo1z+cjxB9/vJqwtRBchdDTYyZ0vURRyJ5+E5f8dKfQlpTSfdYiWvaUllGOtsgmLqfK7W+PQeNucoXDutLJlL/dOeL3iYpc8pUuaAo1EH2JFtVzRnaAkSht1PtEjPRXtKWrzRrel73lfutUmKTdamyy2rBboUk2gt1woDgcCALF/wqvfKBZp9XbPLarWn0sA/x6tV653wMg5thfaEtmcOsSy8le6B8pqW/mOo2ShuKUGeb9LuErYjsbaFtsumEJtnujiblSLui27gxyWCp/SFH3JVefRhq5oRUn78w4ekHvcL5S3JHpR/0Ol67lQzVT91gkkxHSNvJkspot7ZU1pFOMyVSnN2q9XTtK3MltTtDE7+NUXMWhiFNu+r7STNVtcw+CU1o5G+7G8tTNoftbu1maqjtySau3RrLmqjdNlLJN2mLG8J4ICttlAflZHHmrdHmO5OtMx+eJ44eGRGVHMe75yP+a1xf1wnZw6xDL8VpmzC8Rl81YbdyQusWUddsblvomhyvnLoKprtb3mZSmXg8M7kVzDeIdj6d+CvMVlB8aFJuC5gQLnOGAJ1FvtFtFzCZHSs90wswOcFuYVJBdNskyYTDZDrOlZ9wmO5CBJhMYLcw+SC6BQAAKBKiWwAAgHIgugUAACgSotvWUB8xP6lwqDxXxQAA8iff6LaZF4OrP3ysjRje+un4rX41w69g03c8ub4iNPXsdfurTJ3fPKr88Cv1IhFDw4XS0z+f1Xuq/IPLNC3YLQ4NAGAmz+jW8M41p/WV93z54aDmJyvKz/CNWF72mcebSjNfQar74b9DtqlnqXjqj7513RL9K/zgXcrB7H/1Sho2E3YLAJA/uUa3rr9JjV4KFvTanjane9xg9o9YnJ9Fp3s+YuZz7zLfTy5P1bpnWxsMgyRPqRtt3SKGsMLnap+f0Vf1etqeuZN6iab55Z3al1a2+pZNAIAph5f7tVsnu43jMLsb6d5JonsnqIL5ZZ8Tf1NppuurD0d1zTazCbZuSdltJahvAsHwDM9Z1D7vIh0oC0XoX95pfWB1k2/ZBACYkpQd3apBmCc9vlIwM01gqn0nqAb9yz4n+qbSkYygMP0qU9dsUznoXiOjO2nQTSY3TF14trDuOq4lTDc/71QIcKU3OmQ9kbypt2wCAEw1vPKjW+2LXBIvMT2n3mDMGuuSZozll31O7E2ltdqI3W7NrzLNzDarG22P71dulUoehi5cvo2qnX51RNN2a3whhOZfRbqH3fN8KwDoIsqObgWsdz/Js52Wd4LaKyDcrKT3bPFtbq6vCDXbvBTaOmc7Uqv2BeJC81Ve2ySw/LacDLttLrpNNmg0Syy/JyQjiXnrE+kCQFfglRPdpn4508Bitym/Mb8T1P2do62/qTTGdO1W/ypTa7bpF+2pr3xK91jGy4ikt4faJ5Ozrt3qXqJpq4Py0som37JZ7fObeqceAMDkI6foVjdLLP38xhIRpq6eqmGipojEPFL5W1722dqbSkW0QaHlVabmbBVPVV4kIL/a2tYtNWm11P1K+uZk3plsKVH38k7NSyubecsmdgsAUxqvlKdKRSNscfegFp2/trhJ7g32391mMBj6k7z5AABtIKfo1ojrr186Nf8UxrnxSUPWU6WyO5wf8AAANEEZ0W017Cl0dC46fx1T/ZnJWcm5oxgAoHmKjm4BAAC6m3Ku3QIAAADRLQAAQJEQ3QIAAJQD0S0AAECREN0CAACUA9EtAABAkRDdAgAAlAPRLQAAQJEQ3QIAAJQD0S0AAECREN0CAACUA9EtAABAkRDdAgAAlAPRLQAAQJEQ3QIAAJQD0S0AAECRlBLdVvt8ryestr+1xTI1mllcK0w5d0i/dUg18qXS60UK+uWv+gPP87zeSvJhpFYbqYY9nud55fRDtc8vraxson7wgorm2wK6ZTD0vVh+OCgt8fuq5m2U6sM8atVsPh1+LHc0eUS3gaeXHw6yDSYTLhurtQ06VXeDzm1Xf2Dwj2612355mBINrFi7rQTKSU9krqkMoz7BbqcoBUS36R5nG0wisNsieqxtFdON0bWR+nDv91WTD22pXol2Ww/0G8XVS4/91Wa3E6clu3XYRtjt5COP6NbW49GSsDGvJe/TleSE0zA0VPt8rycIeuJwuXGyGU3CmPNxSpiew1Eq3BuGPfK+Phj6UtGahleSxprGsrgy6RNn6SshuWa50tvxv5lttyaMlhtqKM2DxdUzbceKFFBYD1HrfiKTudXU5I67WUY1NJtV0xv6frNWz7TFs6tt6g0pkkt3+2DoR6N/MpQLZUXry00T6lBfMymrsWacoS6VrsOzyxKMMGmR0HX9qXk1bXH11cTDttHn0frGUlLdkj40pBLlrzwv6K8oVYwd1MVu5W1kHWy1u4FtnDEdmxM9lpOdXJg1cRlCpzpeWdGtcGZX6ZWO28by1CaRkte3TaXXkz5b88lOGO/QciZKhZVJOaFcfcPVY8AyUI4kdRbbIg241uU217S23cFuTTVMr2PajlKdM8+IzfuJjNtWa2U3s1bDtFmtZ/RJv9mrZ9rimdU29UZWxfQoIaDaEPEkz0tFilmpNB3ukir2v96K4StxPzcfm6mypABXKkXtB+nfuqtpC1Wj2Epv9Lml6NaBZBObdwPt3mg+Nid8LMvVELZU9hDaFZQT3WaP7P1B5vUJ7WdTPs0mNFuOsNuZz8uyHCur03QuaOlV976dWNvVGloKtfS/SxOaXd8xebO7WSs9Y97cpi3bdLYOR4dln3ckZbdqZCaepzYsp26BwvhuSJWuuUtZ8jSvaG96U9SVpT2N0Nmtfm5ZTK5WW1jTfAJRuN02cew0tTe2eiyn/nUaQqc6Xhuu3SphhKSsTWh0Dl0+TgmV2yUMI6CLlSr7VkPmHUuZQIt3a9PY1Mxom4/d6mqoL9TU/0Kd87Rbh63W8m5mHzLSm1VTT9OWNVXP4kYu1db1hqUDLUi21Aj4IpNQzCz61++rGoxKn0rTwMyyjHYrzwbnE90qrZBD2J6wKl9QEBRUbBUoxW4Nu4HLOOM0ljZzLKf/nUg0MqVoZ3TrMKXQtGs2ldA14IjmWEyzNPqGmxbWRqLjWR6yOy26NdRQX2iTgZd2tQmeQee1m7lUwxZEum3ZzNGnhaMjo2IOaHzFZGYNfwpi39Wt5miBtlSZ0a1DWU1cu5Vblx3dGlokf9W+6LaFvTGPY1m3D2cPoVMdr53RrXqNwXCZM9M5TPlkJ7RcBUztTObLWmo9K73W0EezvPVrt/JFkUrguUb2mQnNNUz/wsSwHaVZo2rY03JYKeO21VrezUz5GDer3BumfrNXL+varfkmgMKu3crmoYaStljfmEq6x0pc05bKbLe2r1L3czVzZ7IhbhYGDdU7DV+1/dqt8Sg2Hpv5HMupPVOzCbqUdkW38Z4RS3vW42C3+nycEprvcVX3iayfTMhOltTFdHutMCvlB73qaaCXqpVpuZBPEDpHty4JzTVMhlrNncnqXWZCDrnYrdtWa3k3swYK2s2q9oa239yrZ9rixphAf0vqRO1WMVRftdvYsSy35iqpjHZrS2XzVKEOsUy3T6tbUPu7W/23KZ9Qbz+2fFXfakL+rncmO5A5lNmOYuOxObFjWZtWqGFbfnXWGXg8M9mZwdAv6md5AB3BZI4/0vF3B3dLTnY7yWAIHck7up2qdPXN69AVFOhYhZOe4+3kbnF5iOOUo+uHUKJbR7r35nXoCpIpx8kU2iq/Hcr/CJ2c3dKRMIRGEN0CAAAUCdEtAABAORDdAgAAFEmO0a3D66KmKpZfvndsEbZnAkyQLt4TAABs5BPdNjPIVnqLuPsu9Vvysugyu62GPdZOxm4BAFRyjG6d3qCZ3EmI3ba3iAnarW0jdsC7VAEAOpF8olv72xml35nJv3RWnufSE1Y1P6GTnxGTTpJ6nUijAoY3U8avNOmPKya/h8v4c2zNU2MkL7S/71NTc+vyBqrd6l8622Tp0rf6jorLrSg/wLe8TtXhPZ0AAF2GV/idydJjvVKxlPrk0gbqY1zSb7nS2KHhwaTaN1PGtiQ+Id3Tv2nEUkT0TFRz6Kl7S2iq5uYWpdaRHF16/ZnO1ZxfDmruKOWpbKlSxLMcflQHAGAln+hWT8YEb+xzhmhYMgDlgbSmoV96RLvBs5X8FcMzPbPNZKup5fo3d5pqbm6RvgjLuUh26crzkEVPtZzcZE1iF3jjFQDAVMBrc3RrmfxMRnDZGs1JNKGnTq3brclUJE+yvLnTVHP7DLBaRCr4FsNWY+m2l4NaOirLboluAQCcKTK6bWC5dlsnHrgbo3YjxgqjEd88tdtIkhXdauqTf3Tr9g7OVGMzlrtGt5bSLV+18gpPy7VbAABQ8Up+qpT1zmR1UlT/Qk1zEtO1W8ubKZuzW9P7LF3f3GlrbMZyx2u3Lb431NxROrvNujPZQLXPt1+fBgCY4pQR3crEv7tNTWMabloWhntbEuWlkiM145spW7NbXYapW6WMb+401TyjE0aEGmbemWx9R6n55aDGjjLZbQu/tsJuAaCL8Tr7mckFvlQLAACgXMqPbh1x+YUMAABAx9PJ0W0jtOU5CQAAMBXo2OgWAABgStDJ0S0AAMBUgugWAACgSIhuAQAAyoHoFgAAoEiIbgEAAMqB6BYAAKBIiG4BAADKgegWAACgSIhuAQAAyoHoFgAAoEiIbgEAAMqB6BYAAKBIiG4BAADKgegWAACgSIhuAQAAyqHo6Lba53s9YbXt7ZwMtdJS6fUiBf0tNiqvxpbTaUW3orXKZJbeUdVuI7u2+cGmcFe7qwHQYeQW3QaeXn44WNRwM8FsJ83g2B94XlBxa0UOle9vw6bs9E3gVqsi96jKiiEvSPArwwW2dIJ+aUqODQPkHN2mBxfsdqLN7K04tiLfype2KTt8EzjWqqg9aji8dchbsT1Zsmubf+u2anEtxW4BCqCAa7emMTrsjeMkMVarJMGU2VQqvUKQ1VetjdRqg6HvKQurYY+wSKqD9FWUg1jPap8fRW/pbKXK91aaLcW9jWLRSVox1kwP2fbaCl0tNlbTmRPelKleMrXa0nsVKazO8i2HVmjLqoY98vqDoR9tekPddJPJtjWTzmm0Wu5Gt51BZHsQDAWbjCsIge/WisNyiU1bk6C5buHD4a1DysJqZZMQW0uWKX0V5SDa6q5tfj0WT2UbrVbZGtewuVLc2wjQQZQR3QrXHSu90ojcWJ4aB7UZDoa+fhRTqIY9UimS+fVWasowKpwBaOJF40XT7FIc2xgZZ2M1MUlGbGSvbdzV+guQQmdOcFOmesml1cbeywwTm2qFWpY8OS/sjfr1s67dymvKGzF1Yue2MyhERqW3k8qKJPCtVjbFVmRaLiGFm8PhrY0irGFotbIprkxlhWJ+Wyti8l3bfPFEQcl21zY/kKP2pkpxbCNAx+CVF92mJzzVNfsD7fl+a3N08RxsRvLUldGmpmddS2myjWrk3ZTdWru6qYnNljdlE63W9V5zduvelnodqmGPaIpRaJtdN1utrK1odofXIIeGUuwo+uL2IJANT1mu0Nqs765tvr4UJXkqKNfY7cRLyWojQGdRRnRrGoYU6cdQce4uGRw1w588uZoMgqaxXjcVmT30t1RK9jSpmLw/KMhuTZ2Zw6ZMBdn6Vjv0nsO5i1srdGVZqm2smzakNq9pKsV5h7dTWdEIdqMAMUg5sWl5+sgSJmmT2680Dqf4fVy6ycXVWV9NtnmVktVGgA7Ba3d063h2r8tKEysoZpwZd3pBZTD0ZcfNDtSaLcWhjaVFt/YtNaFNqSzXttqt95qazzC2wlBWbaTWCGrFMDe7bklB7q1I59DkDq9Fmq01WVGToZ56wVUJHBUzzow7h4JNw+GtsuNm2G0LpRDOwqSjXdGtcpHSdBGu0muIaOV5YLmUJq7dRrcjycOu9VJuM6U4trHla7eOtY0/GDtzYpsytaa+1cbeS+5Xaiy32q1LK8xbKtqpougye//JmhPWrKlsUJcdvn7yp9sKKV8Rr2WK1y/F66+m5RKbthoiWnkeWDa8Jq7d1rYH0tVZW7ZNl2Jpo6UzAdpHW6Pb2khNuR9Vf0eS9EtQ8ShKZhQjnxPuVvWDXiWaSZS+MzkqomGWUrbp5jRVimsbRwx3Jmeboq22hshM25kT2pS6Supbbey9pGJ+0JvloG6tMG+pem8r1xG062vbaFxT12SXHd7qEMqPbpXbi6Rvha9MywW2B0K24nXWZJI58jnhBmZ/xVbR/qVS0ncmR0U0zFLKNh22NlWKpY3YLXQu+Ua3AAAAIOPxzGSATka+GwgyaPv2ArBCdAsAAFAkRLcAAADlQHQLAABQJES3AAAA5UB0CwAAUCREtwAAAOVAdAsAAFAkRLcAAADlQHQLAABQJES3AAAA5UB0CwAAUCREtwAAAOVAdAsAAFAkRLcAAADlQHQLAABQJES3AAAA5UB0CwAAUCREtwAAAOVAdAsAAFAkRLcAAADlQHQLAABQJES3AAAA5UB0CwAAUCREtwAAAOVAdAsAAFAkRLcAAADlQHQLAABQJES3AAAA5UB0CwAAUCREtwAAAOVAdAsAAFAkRLcAAADlQHQLAABQJES3AAAA5UB0CwAAUCREtwAAAOVAdAsAAFAkRLcAAADlQHQLAABQJES3AAAA5UB0CwAAUCREtwAAAOVAdAsAAFAkRLcAAADlQHQLAABQJES3AAAA5UB0CwAAUCREtwAAAOVAdAsAAFAkXRzdVno9z/O83krbawIAAF1BPtFtf+B5nucFFelfz++rtr+FOrBbAAAoixyjW8luK0Fne20NuwUAgJLJPbrVOVk17PESRV8Nhn6Upj9eLfbpSn39aM0o856wKqxTT9XIRAmmq31+lKTS5yfLGzG3WpP0V/WyAAAAJk4R0a1kjbXaSOyIfjhYq8lmXP8cryx4duyX1fhzlIMYRks51x09ctZGEsGG6wk11Wis3JgJBwAAyJ1co1s1yqzJximsmfbLugXKkagfDlbDHs/r8X3PC/obuTXj1lE1lJU1rt/Zs98AADBpyT+69cN+dYo4NjNZ9VAysT3ZeoVJ40rgeX5fGHie11uJ1g/6a8kEtToh7IeDabtVV5ZmvOUZaSlPAACAXMg1uhWu3TYMNR1oahOGQtgaIfi0Hw7WKr31GFedEG4qutXabUIlEEps/7YBAICpQP7RrThFbL4lajD003Fn2uSSCWrBQUUTzbx2K3q8/FMl453Jyi+aAAAAciH36LYmWmPdz+Q7k/VGmIqAY9uOljf+la6wZt2ZLGao3D8VVy813Y3XAgBAjuQY3U4EzS+CAAAAphb5RLcTgN/hAADAlKYTolvtFDEAAMAUo+3RLQAAwJSmE6JbAACAboDoFgAAoEhyjW6rfX6hT/YvOv+WS8+1YskvplKvVeDJGwAAk5nJEt2WY7fSb3OF4goqPZVtNezR2qppOQAAdD6T6tptCXZb6ZV+jyT+i90CAMCEyCO6bUyB1p1DfoaUsDD1QCjp+Yv6Z0s1EJxJv360Qpg8Ikr4Ia/yEgJtEf1BasK2GvYIL+kTM1eelpVkWElejWR+42+9HzSPxMJuAQCmHmVcu00cq9YfqLGj5sU7wvpN5h/NA0tvIqrnUwmE5aY4Vbs8XihnHr2kqJpKKBYknl5I69dGKkGjgUS3AADdQh7Rba1mtzEhFhQcS+8fwvrN5a+sIDmlw1VYvf03ThEsmZgKqvUH2opZG4XdAgBMPYqLbpXJ21Qwp9qMYf2m8rfZrZBh69Gti90q0lXAWih2CwAwRck/upUvgspmEwW1YphrX7+J/CcY3bpcu5Uy0Z5DNBOX677CbgEAph7FRLeyhajXYpWXz9es61f7/PS9wab1jbaa3JPVWF8MTA23ItcsdyYPhr7+YrB0kbg2GPrCxWPttVvlejZ2CwAwZck/upXeIOsHvXLMNxj6qRcSmNbX2q1pfVsUKzwsIuj1TXbbWKK5gVmZKBbfFSiXK9yZLK0mLRearzzXArsFAJh6lHFncsdhuZLaeoZ5PlUKuwUAmIrkFd0aftjTCVTDnjiEled78yDXhvMQRwCAqUdu0a16ObbD0D1iIgfi+eGObTgAAHQMeUW3AAAAoCPXa7cAAABghOgWAACgSCZJdLtrmx9sCncJH9rdcQAAAE2SS3S7a5sfDHkJW53u1G3WPrFbAACYhOQX3cpGWK1s8lx8EbsFAIBuIbfoVjLCamWTd+u25LGFK9KB73B4qxAQ37qtWvfpeGEjQ+1k8qatStpUrYbDyvYoeVAZbncvAwBA91JUdKssqawY8lZsj5ZLNmyNVquVTXVvTtutlHA4vFU/dx3nUFlhsmQAAIByKCa6Nd/ftD2IA1z75PCubb6T3WZWbCjY5Dy/DQAAkDelRLfqXVS6WeIkK3mG2WS38rSzb5krbiRJYmUAAIA2UEx0m0wax0FqdqrtgeidlujWWrRUByaTAQCg3ZR0Z7J47Va+1Lo9CIaCTZZMDHa7aavsylq75VYpAADoHHKLbm2/uxXuTBatV5gTjqJP4X5jf8VWc3S7PRCKSwwbAACg85gkT5UCAACY9OQR3XrqzVCdS7u7GwAAug6iWwAAgHLII7ptM57XIm2vOQAAdAFlRbct22EJtHsbAABAd5B7dNt2B8VxAQCgkyggum27d2K3AADQieQY3bbdOLFbAADoPPKObttunHgtAAB0KN0c3ba/9wEAYOozha7dtrsrAQAArOQY3UZghwAAAAI8VQoAAKAc3KLbyHH5y1/+8pe//OVvS3+d7BYhhBBC+Qi7RQghhAoXdosQQggVLuwWIYQQKlzYLUIIIVS4sFuEEEKocGG3CCGEUOHCbhFCCKHChd0ihBBChQu7RQghhAoXdosQQggVrv8PhgfnIwdnoVMAAAAASUVORK5CYII=" 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" alt="" />

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qxBUPJwpwqWZRZqKqgrCjKEcIDAwpmvO+0Chz2R+ErG4rHakvQ1XsODooNFh4Q/VG7lOjBX1do9YuCptAMeg4Oig0WHhB9UbuTOgyaT8jH33ro6r0FB8UGCw+IvqgdDBGaQc/BQbHBwgMCtYP20Ax6Dg6KDRYeEKgdtIdm0HNwUGyw8IA4ltoBAAAMCNQOAADSp7HaAQAADJEGagcAAJAwqB0AAKQPagcAAOmD2gEAQPqgdgAAkD6oHQAApA9qBwAA6YPaAQBA+qB2AACQPqgdAACkz/8B7/Df9IXlVZwAAAAASUVORK5CYII=" 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这些对象有可能会溢出,然后我们打开OQL窗口

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" 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执行如下OQL语句

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" alt="" />

aaarticlea/png;base64,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" alt="" />

也就是说这个是null,但是仍然有强引用存在,gc的时候是不能回收的,这样就会出现内存的溢出问题

不懂就按F1,关于OQL有详细介绍,

或进官网  mat Querying Heap Objects:http://help.eclipse.org/indigo/index.jsp?topic=%2Forg.eclipse.mat.ui.help%2Ftasks%2Fqueryingheapobjects.html

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" alt="" />

一步一个脚印,方便自己复习,该出手时就出手,有错误,一定要指正,非常感谢,共同进步!

http://www.cnblogs.com/o-andy-o/archive/2013/06/11/3132316.html

所有包含Heap Profling功能的工具(MAT, Yourkit, JProfiler, TPTP等)都会使用到两个名词,一个是Shallow Size,另一个是 Retained Size.
这是两个在平时不太常见的名词,本文会对这两个名词做一个详细的解释。

Shallow Size
对象自身占用的内存大小,不包括它引用的对象。
针对非数组类型的对象,它的大小就是对象与它所有的成员变量大小的总和。当然这里面还会包括一些java语言特性的数据存储单元。
针对数组类型的对象,它的大小是数组元素对象的大小总和。

Retained Size
Retained Size=当前对象大小+当前对象可直接或间接引用到的对象的大小总和。(间接引用的含义:A->B->C, C就是间接引用)
换句话说,Retained Size就是当前对象被GC后,从Heap上总共能释放掉的内存。
不过,释放的时候还要排除被GC Roots直接或间接引用的对象。他们暂时不会被被当做Garbage。

看图理解Retained Size

上图中,GC Roots直接引用了A、B和D三个对象。

A对象的Retained Size=A对象的Shallow Size
B对象的Retained Size=B对象的Shallow Size + C对象的Shallow Size

这里不包括D对象,因为D对象被GC Roots直接引用。
如果GC Roots不引用D对象呢?

此时,
B对象的Retained Size=B对象的Shallow Size + C对象的Shallow Size + D对象的Shallow Size

http://bjyzxxds.iteye.com/blog/1532937

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