frame和bounds的区别

• frame:根据父视图坐标系来确定自己的位置
• bounds:该视图在自己坐标系的位置和大小
• 修改bounds并不会引起视图位置的变化，会影响自身子视图的位置；修改frame会引起视图位置的变化

 UIView *view1 = [[UIView alloc] init];
 view1.frame = CGRectMake(, , , );
 [self.wiew addSubview:view1];

 UIView *view2 = [[UIView alloc] initWithFrame:CGRectMake(, , , )];
     view2.backgroundColor = [UIColor yellowColor];
     [view1 addSubview:view2];

这时显示的视图是

此时没有设置bounds，View1自己的坐标远点是（0,0），这是添加View2时，以（0，0）为原点计算偏移（50，50）;

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" alt="" />

 UIView *view1 = [[UIView alloc] init];
 view1.frame = CGRectMake(, , , );
 view1.bounds = CGRectMake(, , , );
 [self.wiew addSubview:view1];

 UIView *view2 = [[UIView alloc] initWithFrame:CGRectMake(, , , )];
     view2.backgroundColor = [UIColor yellowColor];
     [view1 addSubview:view2];

这时显示的视图是

此时View1设置里bounds，自己的坐标原点变为（50，50），添加View2时，以（50，50）为原点计算偏移

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eeRc3m1X5r4ieY8k82ytauw8W2Y7g/MIzFCbU42gU/i9qE7mjnpWO4HK5E06ZSpH/OVIUJ48qJ99G9uAYN60tSJEhVzhFcPX8CR252+emXVtRg65Zy5Fqddd3C9vNncb69049z9237jq1Ylp/t14Ej+y9gtV1DS/Mlv83PXVyBhvotfpc+qj1t2mjvMDEuuWBh3Gi9gaxF633zRey+WAXBc5/bjfs25+n3SyKDaG0+M+me+vm4CRdnmIkt38R9lyaYnEkuQPLeXM8vWloPw4Z8xFq+eIi1cG7f88YwanFeONq5cRa91XYTa7Y/j52NdVg40IkTJ9rMXtZN6rqCQ2a+wopN2LV7F7ZUFOLymcO40PHAYu0cD4fQ2d6KvHXPYdfOBpTlj+LCsfMYdOcJ9+PYgWPoyVyOHU07saN2LW5d+hAnreWdHKJlHb5/FfvefhvvvPMO3n57L671AoX+g2AUl8x897ASu17ag6Y6y6vtLK52DU3OKnYklGA0jI34D5DEQ9FkrgtuvYSEXMKjltZn9+jnTMgmxWYED/uGMTSWeDZg+nJGcPd+Dhp27cJzm8vR3X4OrbFr7jh7xDdQVV2Dsa9HcbjbeB/GvWGXv9UBe6idb+5AbeNOPL99E7zedpy5fMcvV1Tbj01bG7GraRtyLO7QwWYMx4Zn44W3ezwSQU7+GJqPvIu9dl/22v05cv6mjdHzfdP13vgfLt58iJQt4HhG83crw8ZPvZ230Dm2wEwxitvXPsJNq2Aby1wrNugbrXJ7EyqXR1ua6qp2HLv6EGN2M7pvXrcubTl21Kz1uxqLanZgoPvfuNvZi+qyUoTDHnJX1KB2TakPeEtdFToOW0tqlSA0cBf37ejWZzfbU9luT9E6bLpx3bqUdxFeWxTvujjhSH8vnJVuXbmGDVYpVtuE0N22FpxrPmKN7m5sLM3CqKtYuVZhMzOweNUmvLpqgxlnsqVcfjbFhq7bdzFqkyxjw724ZK0ArHu7osjGxWbq2QTPi8z6nOGRAdzvH7LuuytPBF5GHpYsjlbQiefKSKrkM5UzB/UvPIvibMt3UTXK7UHZ2dWHjUuG8JFVejfRtmFVtFO9fecO7HvvGLr7h+3c0bOua2jEqqVuLmCxPTyv42znPQyP5fnaZevrUWl1wItkom5rDw6e7kD/iN3P3OTxdlZOBh7eakNOZTV2b1uBkXsdOHn6Ig6eyMKe+rUYtuGbCykN6F41uDGgG+cFrZ7rciYGtz9q0/Yu7UxhrueXqvwhm+3sunIevfZaYnQ0jAU2I1jb2ITy4gXWVRn0n/7ZCTOG+cXL4F0esO7FCLruDKJgdUmCWTKxfOUiXL3ciaHaZf7pcvPGX+HEGtUkW5w++F5SsTLyRnxzB7OyLjInf7FNvVg12dSIqrIiP33F5jr0XP837nT2YdPyldiwvQa9J8/hg/du+PHFK6tQW7se+SknaCJmutPIzs70z1W08hlsq96EQmORqs30fePnamPg2DoUyp31Obtbz+JEQsseylqFPS8/63cVY9lNsZpFOeMNZnTDN7BNmrm9goLxOhvKynHPp3hw8RnWEgYh0+Ijw6MImx9c6Lp0HHuT5qry4tceaNx6zFrAUNYKbN+8xr+e/LK12D7UjSMXb2Mg/AxK1tagvOdkagO693x9fX2+AScaz2UeHHMmXbRokTs0bZjr+aUqfNhajnUNe2wSxlXxqcL4jQrugquApWULcev2PYSrV8RMGEHX3X5kFy1HTmKtTZlttArU7/k8SvJi1ToSxqgXQvaEh2BwzpTZxA4uWFqOFz9fjvDIMB7238XRo804lbsIu6xsk4NNwrxskzCu5ZgxjOChMQrSPugdRMh1DizM9pylm5rw6qao5tH+Pko5x3MO2ZDJmW1wMGomF+NFxmzo4drfqYIbVGQgyx7Ebha2tO5F1KwqiCW21t69qprEKxOFhTaEiw4zJ2Qc9u0dyilEbdNLqW+hM4wb37nXB85srovg1onbLs6lcWlnCnM9v6nLn2CwqRNNiiksXorI0FWcv3wLg8ODuGPdwis2Hb1q7fLUwBNyyMlfaq1aBKdPtaBvaASDfbdxYO87eP9MtAVLSIoMm5qvWbcMdy6exFXr3o6MDKHj0jm/q1xSUmhd5z4csLHH/lOtGM3IspYtOnm0cGHiMz8xR6uIU9dEP2E02uqE7V27fB0DQ0PW5bbxjE0GZVk3MZ1zJpdgdnuzK2dyXiGbCFlZlI32M8dwvbsPgwM9aLHJLvcKp6RwaibOnqHMgpj2JDp6BjAyPIBLJw7g3XcP44ENKZJDBlZtdE+W22i+fBND5pW+zqs4ebETOSXlWGQ9ivYP37Px+gepW0DX9XQv2d27QPeqwRnNLS64bmfii3iXdqYw1/MLyu8qVUZGtKs9fRsQrYBB2kAfinXrCsqq0WhPxqPnT8HG2n4o31xvXUI3XrRP29gNSAwZmY5t9IwZucXYuXMrDh06jYP7rvnJ8optJu7Z8kRJfLt04zZsHjiCC8cP4ULsaPRcBf5s2zYbXx4+cxH7bl30Y/NL1mLj6lhTFc8l2Jhpyj4XOXaNGZlFqNuyxq6vBQc6WqyrVeyPP/ssm1DmIjzaOYNzT73OnsDLsZr+/kTLOTnHTFQ17sLIsSNoPnowFp2PrTsb/VcvEZvgTqwD0QSZdn2u7cu0HtELGDl+FKePHIhrn22q9w0VOxBfZS9ajRe3D+L9k2exL9ZlzSuuROO2NX6aMhsqdNw/gSk/CeNSuVZuPn0ULU7vcW3YYzrsJg9CmbA5kEcO7qNxEZuJzZ6FeMRa2oh1UzOz8yz9xFNZOWwca84x86dRkInZBfuua2wDWPfxvcm5fkznDM5Nrt2rAdduhWwcP7ns02futG7c7sbKM4Ww9UpG7L7Ym0mbL4k2YomaaQ2YmFDbIiACj5/Ao5r/8ZdAOYrAPCYgA87jm69Lf/IEZMAnfw9UgnlMIOvSpaS3ivMYhS5dBD55AiH7pMvElxiffCl0RhGYpwTUBZ2nN16XPTcIyIBz4z6oFPOUgAw4T2+8LntuEJAB58Z9UCnmKYFJn43JtI/muG9WB+FPf/pTsBlff/GLX5z0Lfg//vGPqK6uRkNDg5/u+PHjOHfuHL75zW/Gdak2mpqa8Pe//x3Ll9s3xNMIP/zhD/GHP/wBAwMDePnll/Hb3/4Wixc/uR9QSOMSJHmMBDo6OvDiiy/OKsejR4/6n3kOErsvHURm+pR3kPgxrVPOgiYWxH3wemIIPpjtjv/1r3/1ow8cOIDVq1dj3bp1/n5rayva29vx0ksv+ftf/epX/XXwVSZ/Z5o/003O3rlzB2VlZVPCcuf4+te/DvdQUJhfBNzX6H71q18lXbR7SP/kJz9JOuZ2vvvd7yI/P/qFatfwOPNNVz8Tzel+L2nIvgnigmuQ/vnPf/rbqf50dnZixYoV8e/W/uc//8Hu3bujSd1rCCbYB7Y9+8mJGZeJ5/jd737nuSUIdXV13v3794PdKddVVVXutYm/TJXIWsIZ00yl1fFPHwEz1bQX9frrr/v1xUzkueUvf/lL0n5wPMjE5efqoBnQa2lp8bffeOONINp766234ttuw6V97bXX/GPf+c53/P0ggXPllCE4UVDhE9eByKVpbm6ednG6IEyXZ6r8A12wvnHjhvf73/8+2PX27t3rVVZWevbFYO/73/9+/LjbqKioSNrXzvwkENQ5+yrdJADORK7eWesWj+vq6koySTwitpFYn92h733ve0npXfyXvvQlP7V9pc+zljamjK5c/KlTp/ydcWfEkrjIiSf4xS9+4bW1tcVSJK/cxbkQXGSgD9YuLjG/IL07vmXLFv/C7Ud7vQ0bNrhDfkhMHxybuP7ggw/8fIPzJK5lvIm05ve+q3PW7YvXl4k0nAkTw2wM6OpsEL7xjW8k1fH+/v4gatL6lVdeSUo7yYBO8bWvfS0mdNEwc0XXbtt+AtQ/5rYTl8Q0wfHpjrmfm/n2t8fzOHQoMP74Osgn1frXv7bf8LEf75gY9+abs9NP1D0N+5Ov9mko9Rwoo+syBjXlC1+IGrG2dvxYrNFJfIin3A7ycPmZ5mc/+5n3rW99y7M5kSRTWbJJ4c0334ye13SuGxoEV65JIdGAp0/D+/nP48X37BcoLP3kxZktVaEnpnXpbLzq3b4N7403kpdbt+DdvPnoBtqzJ/pgsLmZlGWbWIandf/TfXUf411JNOBsakisCzot7927/fr+wgsv+P5xdX+2wbXI9rbAT55yFtQGlPjzn/9sedo3ee1NoZkFv/kN8NOfum/Jw35VC7AfZI6HH/wgvplyw+mC4PILZnobG2E/EhSNqasDzpyJbptJ7WoCxfTrr3wFeOut8TSz1Y0rnp6t6DPu6SnvnClpYqWbTaHcv2VYZr9eN1VlcjOe9qrDKyz0c3OvPWxI5PvVHTCD4Uc/+hF+/OMfw8aH+OUvfxmPc/HuLYO5L3oslWtrrXmODljh2Wy+949/xNP7OteKxfT+2vJM2k+Mm5g2cX/bNniu1XPL5s3jeUyXX2LewXZ9/aO3moH2aVqPE3qaSj0Hyvq4W8BYF/Rvf/ub9+Uvf9lvCRNn9F0L19PTY56IBlef8/LyvMOHD3vr16/30+/bt8+PdPc0KRQVFXn79+/3BfaKz+JmXtwJ7LebUi6JhnN5Je4fOwYvcQnO9agGDHSf9vXMd+LTTiDN63vcBnSuCMaSVvftF8mTPJRqx5nS1Wu32HvseJJJn4Rx/+fBvSR0/07swoUQXn0VOH/efm7d3jnaIasDloWF/v7oOvh7LfoDXsHurNbWciWFPPsJTvdvCPfvTzqsHRGYewT+9S/fTbMtWOJL/ERNyjHgeAIbjCnMGQIaA86ZW+EXJNYWUYXSh7EpfBKLAEdABuT4SS0CFAEZkMInsQhwBGRAjp/UIkARkAEpfBKLAEdABuT4SS0CFAEZkMInsQhwBGRAjp/UIkARkAEpfBKLAEdABuT4SS0CFAEZkMInsQhwBGRAjp/UIkARkAEpfBKLAEdABuT4SS0CFAEZkMInsQhwBGRAjp/UIkARkAEpfBKLAEdABuT4SS0CFAEZkMInsQhwBGRAjp/UIkARkAEpfBKLAEdABuT4SS0CFAEZkMInsQhwBGRAjp/UIkARkAEpfBKLAEdABuT4SS0CFAEZkMInsQhwBGRAjp/UIkARkAEpfBKLAEdABuT4SS0CFAEZkMInsQhwBGRAjp/UIkARkAEpfBKLAEdABuT4SS0CFAEZkMInsQhwBGRAjp/UIkARkAEpfBKLAEdABuT4SS0CFAEZkMInsQhwBGRAjp/UIkARkAEpfBKLAEdABuT4SS0CFAEZkMInsQhwBGRAjp/UIkARkAEpfBKLAEdABuT4SS0CFAEZkMInsQhwBGRAjp/UIkARkAEpfBKLAEdABuT4SS0CFAEZkMInsQhwBGRAjp/UIkARkAEpfBKLAEdABuT4SS0CFAEZkMInsQhwBGRAjp/UIkARkAEpfBKLAEdABuT4SS0CFAEZkMInsQhwBGRAjp/UIkARkAEpfBKLAEdABuT4SS0CFAEZkMInsQhwBGRAjp/UIkARkAEpfBKLAEdABuT4SS0CFAEZkMInsQhwBGRAjp/UIkARkAEpfBKLAEdABuT4SS0CFAEZkMInsQhwBGRAjp/UIkARkAEpfBKLAEdABuT4SS0CFAEZkMInsQhwBGRAjp/UIkARkAEpfBKLAEdABuT4SS0CFAEZkMInsQhwBGRAjp/UIkARkAEpfBKLAEdABuT4SS0CFAEZkMInsQhwBGRAjp/UIkARkAEpfBKLAEdABuT4SS0CFAEZkMInsQhwBGRAjp/UIkARkAEpfBKLAEdABuT4SS0CFAEZkMInsQhwBGRAjp/UIkARkAEpfBKLAEcgazp5CN500YoTAREgCagFJAFKLgIMARmQoSetCJAEZEASoOQiwBCQARl60ooASUAGJAFKLgIMARmQoSetCJAEZEASoOQiwBCQARl60ooASUAGJAFKLgIMARmQoSetCJAEZEASoOQiwBCQARl60ooASUAGJAFKLgIMARmQoSetCJAEZEASoOQiwBCQARl60ooASUAGJAFKLgIMARmQoSetCJAEZEASoOQiwBCQARl60ooASUAGJAFKLgIMARmQoSetCJAEZEASoOQiwBCQARl60ooASUAGJAFKLgIMARmQoSetCJAEZEASoOQiwBCQARl60ooASUAGJAFKLgIMARmQoSetCJAEZEASoOQiwBCQARl60ooASUAGJAFKLgIMARmQoSetCJAEZEASoOQiwBCQARl60ooASUAGJAFKLgIMARmQoSetCJAEZEASoOQiwBCQARl60ooASUAGJAFKLgIMARmQoSetCJAEZEASoOQiwBCQARl60ooASUAGJAFKLgIMARmQoSetCJAEZEASoOQiwBCQARl60ooASUAGJAFKLgIMARmQoSetCJAEZEASoOQiwBCQARl60ooASUAGJAFKLgIMARmQoSetCJAEZEASoOQiwBCQARl60ooASUAGJAFKLgIMARmQoSetCJAEZEASoOQiwBCQARl60ooASUAGJAFKLgIMARmQoSetCJAEZEASoOQiwBCQARl60ooASUAGJAFKLgIMARmQoSetCJAEZEASoOQiwBCQARl60ooASUAGJAFKLgIMARmQoSetCJAEZEASoOQiwBCQARl60ooASUAGJAFKLgIMARmQoSetCJAEZEASoOQiwBCQARl60ooASUAGJAFKLgIMARmQoSetCJAEZEASoOQiwBCQARl60ooASUAGJAFKLgIMARmQoSetCJAEZEASoOQiwBCQARl60ooASUAGJAFKLgIMARmQoSetCJAEZEASoOQiwBCQARl60ooASUAGJAFKLgIMARmQoSetCJAEZEASoOQiwBCQARl60ooASUAGJAFKLgIMARmQoSetCJAEZEASoOQiwBCQARl60ooASUAGJAFKLgIMARmQoSetCJAEZEASoOQiwBDImk7sTRepOBEQAZqAWkAaoTIQgfQJyIDps5NSBGgCMiCNUBmIQPoEZMD02UkpAjQBGZBGqAxEIH0CMmD67KQUAZqADEgjVAYikD4BGTB9dlKKAE1ABqQRKgMRSJ+ADJg+OylFgCYgA9IIlYEIpE9ABkyfnZQiQBOQAWmEykAE0icgA6bPTkoRoAnIgDRCZSAC6ROQAdNnJ6UI0ARkQBqhMhCB9AnIgOmzk1IEaAIyII1QGYhA+gRkwPTZSSkCNAEZkEaoDEQgfQIyYPrspBQBmoAMSCNUBiKQPgEZMH12UooATUAGpBEqAxFIn4AMmD47KUWAJiAD0giVgQikT+D/AZchNYrdsz77AAAAAElFTkSuQmCC" 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