Projective Texture Mapping - 投影纹理
昨天导师让写一个投影纹理,将一个相机渲染的图片的一部分投影到另外一个相机里面,目的是无缝的拼接。
投影纹理就和shadow map一样,都是将片元转换到另外一个相机/光源坐标系下,投影后找到对应的纹素。
相机1:
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" 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mBL/Vp191PrXL4eeUEaazHnBGvaIJIEJ8w3fW1sc8ekzK9i2LfH8TQN/ZF3V8I4nzR36UR4n5uNz0Y5vYg2us9tDcI4rzv+vzBYWY8+VFh21kgR4OqlZPLkk0bjFc+wzTqr2hEibqOwZ6xBJEgviuI/hZBnCxujjcfIT4RRHmjY7H+epMR4uyt+g6eGzub+3qdJjeu7cr4pTAah57jmJNXNEEkiBsGcf/aIE5Dt3INMbg9iOnqkC4OngjiK6bMdaND24cwTlYuJuzNIB6MILrmSp5pEIcvqD0+J8QrmiASxK2CWN4+QkwfCuJ+slr6GwRx/3wQjXvG+jMkiCCIf3sQ43uD+FkjxGjzIPYdrBfXEJPLt5sIIgji5wexuRjEPL78Xf9MEJtvFcT5JUKCCIJIEH9aEE/zEBJEEMTvHcR8EsTk5UFMbgxi+MFBNK8Qnr2pclcQq0kQjzcE0SeIBJEgvjmI0+LdH8Tg7wri/FYJQQRB/LlBjDYIYvNUEJ0vCeK4mvqeZTf3BdExg+gQRBDEnxvE6DODuFxN/RVBbAkiCOLbgphcCGJ4ZxDzq0Hcf4cgnrtV8llBDAkiQSSIWwexGwWaQczvCWKyURCdlSD6a0E8nAlis00Qh0uE9y27cR4M4v5KEPWjhPMg6kcMCSJBJIivDuJsE+xwWqq7g3j4FkGcP1ay/5Agro8Q+0eZ49Dr92vkFU0QCeJmU+bYPz9CfDKIN15DXAmi/YYgrt0zfuRZZufpKfNk59fDSVxDGHerLYKhfF4Sxf1xCmky7N7LK5ogEsQnTPdwjc1NDy8H0bscxGYZxMW5yP56EBdnfjbng7jc/uu+IPYhFH+6ldOXH9jcwXouiGor7KF6p2OYjrvLpmXS71jeqYftyuU/tWKb7oJXNEEkiE9w1Raj0lENOsbDQCY79l8JYnQliAenWYz8np8y3xfEYaf++WMl8z+d0ac7g2id3e1Gbi8mfscoGU8icMZzsfqDZVp9+ILcU/s0bmgu/1vbn+sSRaX4a1Ov/yDtjyNgg1iCSBCfkdSK+sZTW9rrc1HyJDFOd0ra8Yyl7vsxC3VGj0d5llOSNuMBnzKI1rUg3jhltteD+NBd5rP3jM8F8dIRAvN06iMEdOz62gXlNHdtUc+P/6un52clmTp0RkTu5KfmGTG5um4oP2AxngjmDV+KmFc0QSSIT6jj8WTPuBLb0Q/KzDjNM6uNPHajl0lI5ff3MG2TO9xX+XC+lP5GD9PJCVP6UKv5ESQ3jxCt493XEJchnAdxMWnuRojh4qg+cXjgcMiUUbu2KMeTUgq113+W5aF5VmD3UyQoVOx8mbb94sTq0DiGVNzlnozDx6+OEUSXIBJEgriJwrygn5rHkHZzPfMkkHEfZ3V0XKROAOnbVg3HUemj+cohpfqE0aI/YDTvE1pODxeV0VCHi87OF03E3NA8EFCkyclWTp3f2ZeCOEvi9LC/xu//NJFx1S5th+35+09dxK5rX2IcwdWPloNUj+z8vnfLE6sPx3a69HsRRKN6XRCdM0GsCSII4tuCON/zNZ2uOfZmM8Zsdm67VS6mk976acjR5GR52Z/JWFRcPjOPBhwqWqraptOCqjuuw2XRbkJ/9FzZUO/kHt3TyTwZWtZbfpiy7j9En2j924Rtao5rh7NDi7WjClYPqieIIIh/XxDD2bf+HUGU3/axd8ONifFZj8lJnrE5GNXhqycD0kE+jEnb4bA6kbogKE9yHns6rWS0cuYnRPc3YILUX5uZ+4V7eDCIzjyI7bNBPBJEgkgQtwlicz6I8R1BTLcO4vSsl5UkVe7KXeRuLh/3i/b0UE61NMrz6KTv+5xO9nBrQq2NtDP33Dz7o4KYE0QQxC8KYj55biWd3tm4GsTc3i6I5Y1BlJ9Ys36vpS7jk9EZ81MjiCCIkFpzP4foiSA6bw/i8fEg7oxnUv6CIDoEkSASxK8NYvq+IB62D6KRRBXE47cO4vDTiYXZBJEgfo8gNu5HBXFIIkEEQcS7g7hrjh8WRJ3Erw9isVEQ9wSRIBLElwVxuhlYdDmI0SKI/jyIy51g1oIYPhvEeDWI/loQZRJVEJ2PDWJwaxD33W9FEAkiQXxG9XAQ7ZcEMX5vELvkfO8gquds0kYv0Gx5RRNEgvhMEM3qRe6FICYvCGL0TBCdTYIo582fG0R7MWXWayyb0lHP3IRJUrZFXcpnbNgPkSASxM2CGE+DGF0KYnYliMkNQQyj5WY1bw/ivkvilwbRXwbRnl1D7HeWyOUDhFGaZW2Rl0Uln7iJoiyRzyoeXXbMJogE8SODeFgGMdg2iNlmQRSjxK8JotyT1l4Nonrc5uRn4qFC1xEDwVyMAsNQP6adp1H/aHUUDk8a8oomiATxNUEMf04Q7fTs1mAvCGJl7my7m44Q5Va8ckosBoLVqS7rthsH6u0lymB83lrsjTh80ThkiiASxE2CGPnjY72xMw/i+G17JYjxPHdJs10Q8/jlQXTO7Zb4wiD2+wAVOoWeGgd2A0ExDpT7nZ3UxmT9Nmel8RdkHIBDEAkiQdxGnUZ6W6tO5HjDTi/W9RGiuXP/5wcxvxLEMxvIBtntQbS8yJ6farA2ZR53n5DDwDLvhoFVlqptspva2CP7ZJlXFHdnghgRRIJIEDchts+SoxK576nYCTAIHDUt06cC6NHJLIhWdUsQ95OtrD89iGIL2duDeFwN4vyYl8UI0bKCOs3aWg0Dj1b3H/LY2Ol2ZxdH49S9ydfIJoggiC812R/fSbshSiy2bM2yqq1zEclW3soUG68amwR23WnH81POT5mNLnyLIK4MEleCKN7Db9eD2H9BxqNDu6+buinSjwOzxPg6Llco7W4MYk4QQRC3NtmK9diNCYeNBP0sGFPpOmEt9l0VC97kirewm2t3U7zhjZdBjG3zEmSXkBuDaH1lEJdJFEFcnu13doTo61WCsfipIseBpZgLN8a5AlFyccnmI0EMCCJBJIgbBdFcba1vXMrBTRqogYyOZeEb26764ixNx5xv69n20dOjH3mv1DzupFmO/cLlOVHxykl8bw3iPIldEFd62AXRWdSw+6nRqrlw4Mjjs9QxpLE5kpZXYwkiCOJ3CuLKKSpuYU+eKJldGvMytTG1mm5XRZGLc/iqSq0c7mbifnxDEO21IL54hLibB3GaRB3EyfkwIu/iporleUc5Fy7ULZFm7czSYr5miCCCIH77IHqTIC4OovdSe7xsJrRHY74th5KlnG7LE5zEEeueZ4Xp4hDmM0G0Nw/iMNoTR4Ha8816xiR2QTT+YKr5ci5cyAZOh8HRyud0fxBdggiC+AlBzMwgTnfi8uqLQbTSa3svWNVwyInciKAbOpZquq0GkmocGa0E0TozQrTOB3E2wRVTXB3ExfRXPBXip8HyzNJ+1WA0NFDMhT01F7aSaDIP1nv1vDWI9iKIlsUrmiASxK2KuGkQF9fY1FJuYzzlF455BLwYSAZhOd63Edck5Qmid02ZozF7/T8MQbTtxaoYlcvpCFEOa08nORduk76B1/Zy/NIg9nhBE0SC+BVBLK8EMTsTRPNuRusuTs3z2qYfRepxZJZlubxzI5cA6ZFkI26CrwbRiuW1SGNeLFOyeg1xmArHWSCKPLke6PvydL4oXB2IbhnE8tEpc/+TJQ09+ZhLmCS8oAkiQXxVEK17gmhfC2K1DOJy6YrVLsaRvl9a05GkHEqGeV2PI0n9jK8O4uRaoQqiGCHKdc/D5UB1PbCSc+GkUg30p3eET6fdZwZRP8usH3ap5I8LucaRFzRBJIjvCKI1DWIXqcvjv+eCOO1Maa2t+Wt11forkuLudjffrvql5HHTP//RVbAbIUYnfRu80tcDVUQPoqJnnlje7U+nDwvi8IMhF3/kSmyEmORZrJc5prygCSJB3CqIVmUGMZ4GsbwYxMO7g3jwKtscSPYjvyY5DmPIbgqp59ptlQTJKQyOrmctLwiKINqT5wzHzzFa3/ThXUG09BPl6k+XO+qpl25qn6utwGTUw6h/bIggEkSCuGEQm+2CGFwP4soer/cFcW19TWIdrJnuxSLmmud2+LocxNA6PRdE/9kgqoWPYh+IbjCYq7lx7OduvxOHNY4iCSJBJIhfEsT6RUEsNgjiGY8GcW0bnPcE0TpZSSpuLOlZfpnGwxOA+XgAThgTRIJIELcP4uQMvuljxc8Hsd04iO3bgriy6cPrpsx27YoLm2pqLJb+qN0R5VCwjMYtNUqCCIL42iAWRhD3zQuCuH8oiPWXB3GRxG1HiOOfxG/iUl78FHvjZOkproy1ml0Qjb0RCSII4vZBtG4M4nT5sF/MulNdDWLxrYM4S+LWQVTXCOVd46SoxDVCORI8+ZX5QA5BBEF8rWH0IW5FmEHc+U8FMf2iINovC+IkiY8Gcb/fT4IoFlSXmV4+o6bGybDiWhxDOrlbbwaRa4ggiNsL5WYLYt8uz/K6IPaXqGx7GsTDtSD62wSx/uAgGr/FvUE0nhaUQeyfLBGLgkq1dfZkJ8nhXOZZEHcEEQTxhWq9nlk+P1yOuyzIIFqfHMTiC4I4DBLvu6liPDXdxFmiQ6iWz9h+PdsULTYPqj8XRO4ygyC+QKUGhb48OqDUS5nVXobJMHRUQTQD5Ld3B7FeBDG7MYjF5wSxT+Kdd5ltvYe2nBrXKoTj/SmCCIL4ITJjPz+/9PRCZrmDYSE2ehXPC+ddJsM8VXseqO9Wv5p1ov0pQVRJPBPExR/a8urxETuxEaRnBbPLrX65OHzhziAOn4tNEAkiQXwyiOa35vhN1nVRttLXp05VIox66CieFS4cuS3WJIjmxlppuFkQdx8WRJHEaRD11UF/GCF2ITzKXXHzMu9DOGw5W+22D6LesILNHQgiQXxuymwGsfbM735zqwe7G6YNm1/rg1TyXO9/LfYtLIxJ4O5cEPd/SRBFEuPFZrNiytyFUD1r3B+13Cw+n/uCOLnOWq8F0bKSSO1ykWY5L2iCSBC3CqJ9Pohi3mpN1+HpE1T0vLrUI0d1S8a3l0Esh91ZhyAutzScrf9+IIj5W4JoJSfzzrG6RpgVaj21DGH/db0hiNaDQdTPabt5FGVVXXY/nRxe0ASRIG4WxGIWxPNVshLz/boc5P3IUZ8uVahbMuN20zJ1072qV4O4sg9X4X1gEOPTaW/cLJGXCMNsuMg6eEkQxc43YjNx9xiE3RdcHW4gvtC8oAkiQXxPECdVssJZuPJhAqfm1UmhVvOoOzIijqXcodA8iOS5INZfGETLE5sunE46hOrYUXlQ/eK32DaI/Sle8idQorf3roJhTzNe0ASRIL4liO1tQRxPq7Pl+Gk8mbSUhwDoebWcWK8HcXHiyexDvyuIaqvtaRD7O/CJ3o7wdDJvLFnuS4NoWXWk9sRNqyIvKzkxF4U0ztviBU0QCeJmQWwnQayeC+I0LnZTi/sN4y2ZuqhKeT9GHSSluzKOEMcq2tVbgzgNsgriGEK550JX9CJYbvrwsiD22zoW4jplmchrEXU0jLYJIkEkiN8siJP1x31fyqoyDmvuvssdJ9dHm5iNqzzrHUFcELPTNJmEsL9G6BfO8gnnFwTR17vdeJ64WJiogwhlouvxzcYg8nomiARxuyBWsyCa397V5SCW3qUgdkWcP5DRp0HNq+W0Wl5zFI+0denR02p51fFMEH3juNENgrgzbhr3yy/F1HQSwvFJHWf5G28bRLnbTVM4niMuFsphaTIOBQkiCOILtOeD2E6DOD0zNLg7iMWiQ041H975ce0Y82p98mgtHyD0psehyCCurAV8YoQ4hFDfNRbDsaBqVncZM4PYDxK3CqLfnwwYn6qyqIYe+4lxQZEggiB+ZRCP1suDaG48Oz5CGCa1ul2tp9WuvOjo1o09z8/jQcxiI4T9XWP5OWb+9SDqJN4YxOxSEOX2X77fROJiYXAK8mjcks0+G0QuIRJEgrh9ELNJEItpEJ03BHHvr+1sE6qbq3odeKuvOuaZmlbrebV95mLmpSCq6HbVTUo9Ijx6s0P5jrcFUSbx2SCqq4WJum8imyweETQeFyKIIIgvDqI5I9wyiNWWQTQfmRFnjXZxrMJ+q301r470RcfSWzlnVAdxMvqU97wTdbOkCs+9181BFEl8NIj6oEAnzOsqzYN+gyFx6p75zPTZIB4JIkEkiJuQe8KItdIvAAAbCUlEQVRuEMT6ahDbZRDbZRCLa0EcduIPdUYmq3nqqsjV09XO0VVXHS0jiGMIc33XWFyw2y0fNHwkiAfrdLo/iLYIorhv0qrdhMwdNggiCOJ71XF/rqVY4eua3731JIjZ5FTSg3MliM47gjif/1qeG1R6JXg7XHYUcezS6J4WIdTXHTcLohud7gmi+JLHaVsWmX4AfH5Yyo1BrAgiQSSI2whr8fRXI67D+X7mmmOqutkyiHb14iD2z9cYE+t4jGMYlCe59YQ/uxWzF5/bZkG0T6cbgqiOno+yOg8dyyvjyU+eB4LoqscJ3YDXM0EkiE8RGwQ4cuVxUWVVoGeZ0vQ27iyIxy2CWLwsiObjJiKOcZFEp9XnlTcO4m43S+LKshs/ygqRQn2412Qkvn9ohCiPaOlGv7yeCSJBfEo/15Rbp4RZvwJP7J0iZtPjoVOzILr+5Q0YvjiI86eS/bYL4pn9Gy4G0b07iLMkToJoHcOkzIPJisong2j7TaF/nkURr2eCSBCfDaLx+EkUi41G+yV5YjYtn6TrwujPgujNtrlaBLHdMIjpc0GURx4k8vre/vUjxFkSE/2F8YJEXSxMZ5/45SDm54JYxHLkK/6mxGVRtdEDr2eCSBA3C+IhiH19sV9cgSsdTzxCq0YfqdpjahjY3B/EbBmbvzaIIolqtxw7sboU5kX3o0XdN1nsJf5YEL0i6n5sifF8GBRR/2Ahr2eCSBA3D+K4f7ZlDdsyJ62eTR/lf3Lj6c2JrYLYrmQuuCeI1bZBfGDKrB+uPnU/VsTFwkqn0NankT4dRLXVQ12IfWHlDrzjHpK8ngkiQXxZEF1zTUuYNvLgjv4Bt27I0x/YJzfDcS9Oh1eD6H5MEKNtgnhUI0Qxwo7T9nQSFwvlYTPmFhRPBdHSt0/KIh+fLySIBJEgviKIjhnEXeGuzFvV6W5NnDrDbFouZZkH8XhLEOu/LIhuJFcWVmUSuGIYLZ5wnp/PugxicVsQbb9J1EpKMeaMkvHNCCJBJIgvCWJ0NYj9YubIGZbnqDKq2fTTQay+bxAtL2xrvZxmfJxvkyCq2ydVUraZOohh1yTjNQqCSBAJ4huCeLxQpch8kq8rQJKOs2lRxmMxzKb7nSM2DmLyQUHUjyFngbVyrP2TQexGhvIL231dxd0T/carQeQuM0EkiC8LYnspiPFshJREdj+blmUsxGw6jcbrjCtBXG56/Z2CqM88cINEHG8iVydFzvJzav1ZEu8IonXyyjTNWnErWbzki/GCIkEEQXxzEJ35qVEXgzjsXy3L2PVqmE3LMsZ/QxD1zRHbbrogipWFbarPErTlb7M8NUteQ5wk8cYgytsnp6Qsk/Coz5yxCCII4huDeJwEsboYxGAZRDMbcW7s8Wd146gwqeVs2tg/wi3t2QF7dwQxPhPE9jVBHD9J9RhyWWdjCvWv2ZGzHsQuiXcFUfwkkaeMntLSGa9IEkQQxI8NonU2iPLX8/leNGGsZ9NtX0avtOdjr08M4tjrLoWxfAzZ8xJ16N3kSJcLQTQGiReD2PU1d/pbyb4vzlQx33I9iDVBJIgE8QVBdF8XxIMV+P0p6/2xUnVSqIcDhxy8MIjhUyNEtbKwDOVjyAfr0AVxt5//ZpeCOCbxbBDFx4iySjzWEumTB08+QQRB/IwgZvcEMbwhiMM2NOoyox+F3d+iMy5nbHz7w4JoHdyq6TLVrywcf2H+A+B6EPskrgZRTMPF2DlPgiRWj7WoY0jvCaIf83omiATxI4PYrAZxb6xk7H6PftNr8TCaLmOpttqZnYnn7xbnjZ4LYrFdEMV9jaRLobM8XuChIKokLoPYxPKp5EQtYUwa81xmc+2TGcTYDGL3Dmp7RV7PBJEgPmXyve5F/mQHxOk2ftMghleCWF4M4vL30F0MU7HoTl9mPKoyOqm/2OTw1UG0XLmyMErX138/GESRxGkQPUc9lTxuCTYLonNDEGNxZbMLt8vrmSASxKeIHfaHbbK99OuC2O9Apo40aPT5yLKMSRtNz4kXSdwuiLtpEOVyGrmEUlz0jDcOYhe5cGiuOtIgn45A7wxiV1R5Sp9cm8PrmSASxKd0k9RcHOopJ6pO2pwNovOCICYrQWxs8zKjLGMWhMNyxqGM4p2tO4O4nwexX1YonwO0jJWFw1M2TwexWjy6J55wlls0iP0RG9vPpxPyO4IoVoV3w9habnTOmSoEkSA+reofuatFF6uhBt03ZbppEA9Bc2MQjYU48gQAP3X0fPoYjAu9zd0NrgfRngdxuCZpy48QOqHYszDqU6h/df+KICbB6SSn4+pXrgTx7DXEo6MGso1fD18JXs8EkSA+JetmyWotjLiyn8tjjjO1AfP0yVynvSuI/iKIzm1BjO2VzljmIm9ZxjAMu6FtKB5pm96BKezdfH2gfJJ6CKJ5e0asdInTIg9r/ZDhbvquWwexidOsFstq9Boc8ZEuB7FeC2L3WVf5uDJ8PMua1zNBJIhPKVI1k5VrBOU6GDU/7bpYJP31xRuCGLwuiLvFI8KyikmkrzPKnVLFYmlLBdGe3oDZj0G0jdaJRdZpm4eOWE7jVL69W97J3jKIcrd/cbUvlLfr93pL7fuD6Mv9xcIikjEUvwlBJIgEcSupb1Zu2CS762JeFP3RxuL64vTuwDxmjwSxeTSI8mZCEhsLvYcyJsV4wvFw06T7dDL1pIrdL7LumiJTeJAXD53MXp1pPx9Eq/uyifRmlbyV3J/LvB9Xat8TxEgsrkm6vw7vWI1fKIJIEAniK4LYhP38UzQxTPUhRur6Ym3e0rgexHoeEieeB2QtiMGtQVTn0Q0njepbMHFUJOIqoz52qX8GpAuiHCGKXSdEUY7eJEKWuEC6378iiF6RqoHh8GcYD6pXTzjfGkTLc+puch+os7O9avxyEkSCSBBfG0T9gIi2vL74QBCP8yDuNwiief9F3jD2iy4Y3atD3MVN8lo8Gyg+36YK05N4DNnzllsWviiIlrjUmcitu2YH1U8Wat8URMsL8royVisSRBDElwcxmQVRV0JEMcr1Hiyii1VW5dMHSoL0WhDd1wXRnB+3/e5Z6v6Lqz7lMveck2VZ62sXtw+iPPpE3kpeHlSfTRdqz4OYz4M4LIyMxZkq/ciTIIIgvj2IY2jiXIXmoM85Kku1fFE/TnI9iN48dTcHMb45iGIXR29x/0Wfn3o6t4HDtkHUA0Ox2b9Y0nMliCKJF4LYlF1X+6WRfjJeUCSIIIhfFsTdEMTxG3K4vii7GGbN5KaLvWUQg8eDaG7mf7BeHcRgGBjqnSxuCKKfn06rQbT95lSo3bjVgiCCCIL4atnZIDqXgmi1/Q0LfZSKPM1+vO9ySxD9dwfxdSPE/V7cSi6GgeF4u+eGIKrj+SZBlHd/yuQUlJHejpsggiC+OYj+hSA2+WIBtLlqLwr1+sVWdTGu52HyokUQ878hiN37yZtOdR6GaTN5CmZ3axDNTy5vfD/OCrm45uSVxtfjahB5lpkgEsQtg5ibQTxOg1gugmg+YaePFOjPUa+LUjwebS5vuTGI0TcK4l4ODKO0FbsrdH9UJ7Lnz8jcEMREfo30INHy8nRcXHOyyni3HsRs/AX1N2M5Ia9mgkgQXxZE96Ygrp6xIlaJjNcXVRffFMTqbUGUq5GybmAYDCfwLT/5m4MokmhZQVLnxuNBtwTRtru/GS9IeCkTRIL4yiB6kyD68yD6u0uHTh2SbvaoThRu67LrYhBk8028ngti+JVB9JJ0GBiOv83xiSB248vkdIqiODdG1fMguvMgiqXmcU4NCSJB/OIg1tMgNmtB7N+162JayZOaszQan3d5MojR1wRRLDtywlxsyDp/xPrhIFqeWlzjn052Pjmo3gxiMw2ifDonTitewwSRIL4miOUkiNnTQTTPGI0DdX1RPz4SxXE3GFqm6aODaIlHYJKy+/yLlSOYHwmibcdJIPa/6c/aOp1uDaKoYcsLGARxS5WxDnjzIJpbDzaO8RCHeqxO7Ho/fZbuc4PYjeKOetPEboDrt1sEUWwwVJW1WGk4nmeQn8wg1ueCWKVpwasXBHFjeaZ21VsG0boYxHIaRH8RxHj2TN0smaKLSVGXYk9DZ+ji5wVRBG0YGHaTWv3HfTqI4gnxrE4cz22byeY8uTeuSjwbRCsoeemCIG7Pc+Re9uJ4ZL+5FMR62yCqG8XqTm2lzpQSXQxS/4OCuLOjxHXHgeEw3PVb58YgLq5Bhpk8HiEtcrXzvyX2YtybQbT6NThngmi5LLABQXyN4QzQvGyzUq74GINon30WrwuivUEQd8MW0Op5lzwp5OXFxjc+9lcEUWTPb6Ioy8eBoXFF9Kkginly6PaXCmQQx4+rb6qoJE6CaMciiCw3BEF8oXFjGO8YlPJ4YDly6YYumX97EO0Hgti9zX6yS7WYRerzpNTtaNlF+91BFI8g92sMw8J4Em9M5sNBtNykTBzzwul6EFUSjSCKDYfCIzXEShCPjkQQNwniuC+MV3aDs6g/Nd3LzHHaPIj5PIjWA0GMFvsZRoH5vIvczTCOwpXzpM4FMXsoiK0Oonj2xDcePjm4lb9fHi3wWBAtq5t7p1U43d3mXBBFEvsgyj0p04LlhiCI7wqiHPbJo5a6IogstvLSoq/vuHRBtC4FMXwiiOMbqSCamwqKzQzF9UXX8ybbGb4giHvz4ROdJU8EceVY03uDKB9CkYtrpgfVXw+i2qGX5YY4H0TXPR4J4guCmKuLZWpH/jhxxApksYFL02Wx9i4FcTcPYrgIYngtiLtZEPtxlVPr64thcBy6uGkQj61vm08lT7Y5Wz3n+Z4gdn+CsKzkgvSuuleDeOrJ1U2x37DcEATxK4OoL1qF6tKi2PA0r6ty3L/+piBG14MY3hJE8ZhgM7nv0nXR89wwte3NRoiF2q4mcOZ7aj8ZRNsPXf0Qiq0vDJwNYt/ByZ3+kuWGIIifEESxhG44D7nLYq4vLartp98exMX96LBI43hcQ/lgENUxA4k84XntqeUngigPdm1z9RDKeJl0EcQ+hIsps/gdc16hIIifEkQzHHmsLi2K8zTDo5c39qREV4PoPxXE2Z0NW2xpIJ93Ufddhi7adwRRdF6tMcySc5tpPxpEEcNMLK5pY3v6yfdBHGbG564hWh63lEEQvzKIydkg6tPgbF/dccnEHZdIZkhn8cVBnN+OFk/VHPrzXboutn0XM9e6JYhqYCjPbur+DFFy2CKI+jGb7ksSp7U+Ik+8/+S2jHGFcOUa4s5WZ06x+BoE8auDeLgYxPH7VtxxKZxj0N9xEVV8SxDNVdPGltyqi6HsYhU63uyG9CyIciW6evik6Y9B2CyInSZt9UMoKnezEF68qWLLDbStIzUEQfwGQRzGOn6l77iIC3DquM1pgx4NYnhDENWjhN7KFNgJyjRra33jZXru6Em10BsGhurzUg/obRTE4SEUa36F8DRc5DwfRLm+JmTxNQjiNwjiuAeBGKBVkzsublB2FQrcsQTLICavDqL6NOWKoSjVXRTrFz31KM7Jcs2BoXFhb5sgWo58CKXf7Hq4Qji/DX4miKKGUVbzigRB/GZBFL9YTR+3sIpIXloUa1fkbDFMHwpivBbE+vYgWoltzOujNNNd9CznNAwM93vjYmT3uT0fRHFmQpFlgWXNLhFaNwZRjA2pIR4MYhjFaUAQNw9iOAnidEPrZHIenp3NLtJ13/j6jkuaiUUxSWbccTkXxHTzIB7y+ehPdbEMi1NXdHtyY6b/3J67higfQjnN75XcHsTMlzVkPy88HMR/ozhuCeKrg+jdEcTWV63Z6Sf/CnVpUSzO0ZstvieIycpeDPbOz5LsNNyonm96+EgQg+klQjnKi1bm0deD2KZpRQ1BEP/KICq2nYXjHZdYDBabW4K42yiIxjId9dZpkp526x4KYh/CIpVHxKgfBY8FMWfxNZ6fMkdMmb84iNMi9qfw9UnMArWxmHj0T21Bmy+Wwrw8iEPyngji9GP3IWwDuVmDWIk5XJB8IIgsvsYWQeSmymbMs+QPYWQGsfSmd0BuCmKfxXG5nc5iUIpLi8Hkwz0RRPuuINppP2V+LIjm4hl5EkpeRGLcO7kieXcQWW4IgviBQrFeRp73EZk7IF4MYnoxiCuP7HqFudei2rBmLYjWJwVxvoiwfwjFTdIhhuOlyruCyHJDEMSPrqJnBf1zJw8EsbkcxINV2Hux12LTPxAdOCsb1twexMJ9YRCHe8bGlFk/hBKKxZZeEu0W+8beEUSH1xsI4ufTmyWoe8N3BbG+JYj9fWiZxTTL8zaTzxLbF4N4KDcIYn4xiPlsw4XFNUR1YmjYr7u2RBCXq8qvB9GP6iDgdQaC+H2URZWKKm4eROM2tFyeUwRyS+x+ec5OnJ+SfEUQzywi1EHUJ4YG5hN5SbR2RN/lINpNxAIbvCKI3GV+RxXzC0HcPRTE3d7cssZuHfV0sciiqHDc+E8HMbwniH0I+xHiShDbWBxmEsy2i7g9iJlv1JAFNnhJEFmH+BZyO9jxlvCTQaztnXn+cPd/lXMwnoeWWazzYLl/VxlvG8TphgvGlHmRMy8o89BZbp5zZxBtcToBNcSrgvhfF8Q0IIhvqWJwlDkIp0fIR7NGlPcFUYaocuabV3tOkemjUK3tgzi/Z7y7FER1EkqWeNbaIah3BFE8OlhQQ7zyGuJvgvjmKrpB0e+Z9aIg9tfs1A2XSu/JsF0Q/dPVmyrmgulc7oAbJ2f2kLg1iEWa1RwfihcH8T+mzO/X70stq7gIYrxREH21I4PKYluK5TllvDxP6oEg7m4LYjdPlieGinXX6zd57gliQg3xjikzN1W+qorqFJP07iCWtwXRHlb39bvnVInYxVCsBZoE8fiCIKp5cqoeQpHLgJ4KIssN8Y4gRl0Pf7Hs5kurWHivCWI7ewJErOVOXHHHRZ5XEPeP0tjtvUFsrgTRssT+sWkkz6vqP4HHg2hRQ7wtiL9Yh/jlQse6EMTFnqu3B3F2oJQtzl2Sd1zcftVil0V/syCKm8C5nic3Qwzlh94/GkSLxdd45zVEFmZ/WhXzR4K4PFHKau35cVL2sFOtyuJRZbFcP0j5/iCK7VlzPU+255tpPxJEagiC+JMFR+uQZOI89vuCmK0EsVjePplt3a2y6Ojdc9xZFu8MonoIJSzj6dBweMe7gph2QfSoId4dRFFDgvhZ5I0P+Rj0uSDmDwZxfpZBf4kukzeiq3q6ajH0bw6iGBoWcrMGp/bFp7bYruGeIPpxVLCDDQgixiqWQxXfEER5x0WuzxlXLVo3BtG2m6jSD6F0A04RxP1+5R1vC6I8MK9kgQ2+Joie4LoE8XOrGGXha4N4EEEcjjPusqhXLeZyycxKEI2tr8U8uTSeT7bcwt+t9PC2IFJDEERcludvCeI4x7V1FrNSbBMhbhevBNFWZ8EXkxOkxVLs+tEg2t34lB1sQBBxXTcjffkIcXojxLajwOsXLRpZlEEUSxqHefL0Qb3HgtjVkB1sQBBxVxX1vDT3bwlivRLE8vKU2ayiHXcfTt+HlqtzslQ8aiiCGHWjxzBY7lzzYBD9JmbPBhBEPCBwLCtUJ3a+IojGoaPRsFxcn20lt1rMqiSZzZOfC2KYUUMQRDyhP59AV3HzIKrlPoF1WGwq5gahup18btvDu4MYcBMFBBFbVDGNZBVfE8Q4WFujI1oo//smI0QWX4MgYjOJruJqEP0XBPGKu4LI0fIgiHhFFcuV/QPLTw6i5VJDEES8SuB43yaI1pG/LxBEvLyKR+uDg+ixuyEIIt5dRXXY3moQ6y8eIVJDEER8RRW9RNyBnj6NvB7EY/XyINp+k4bcUgZBxNcpiyyaVPFrgiie82PPBhBEfEgV40ZV0a69dweRHWxAEPFpVWxVFd88QhQ1rHIW2IAg4tMkXRXzNwZRbA/GDjYgiPhcwXH5GPIrgsgONiCI+CZVdCdV3DqINjUEQcQ3q+JwnJS7ZRDLuKthzU0UEER8O+I0qYNbiHOUNwpiXnFLGQQR37iKiTwjYF7Fh4LIng0giPj+xGHQoopjFJt7g2jxKAoIIv4e4tjTuK9iE1rUEAQRP76KUdxNoOPbg2h5fNlAEPG3Eou4sxunzJbL1wsEEX+72XLF9Rqy1ysIIn4MxzsfRXY3BEEEVaSGIIj42Y5GFakhCCIg9oaghiCIAEAQAYAgAgBBBACCSBABEESCCIAgEkQAIIgAQBABgCACAEEEAIIIAAQRAAgiABBEACCIAEAQAYAgAgBBBACCCAAEEQAIIgAQRAAgiABAEAGAIAIAQQQAgggABBEACCIAEEQAIIgAQBABgCACAEEEAIIIAAQRAAgiABBEACCIAEAQAYAgEkQABJEgAgBBBACCCAAEEQAIIgAQRAAgiABAEAGAIAIAQQQAgggABBEACCIAEEQAIIgAQBABgCACAEEEAIIIAAQRAAgiABBEACCIAEAQAYAgAgBBBACCCAAEEQAIIgAQRAAgiABAEAGAIAIAQQQAgggABBEACCJBBEAQCSIAEEQAIIgAQBABgCACAEEEAIIIAAQRAAgiABBEACCIAEAQAYAgAgBBBACCCAAEEQAIIgAQRAAgiABAEAGAIAIAQQQAgggABBEACCIAEEQAIIgAQBABgCACAEEEgL8yiKEUEEQAPzeIQacrIUEEQBAJIgAQRABYD2IuJAlBBEAQCSIAgkgQAYAgAgBBBACCCAAEEQAIIgAQRAB4NIg8qQKAIBJEACCIAEAQAeB6EEOCCOAnB1GGkCACIIgEEQAIIgAQRAAgiABAEAGAIALA/UH8TyGIAH5uEHUICSIAgkgQAYAgAgBBBACCCAAEEQAIIgAQRAB4Joj/EkQAPzyIqoOMEAEQxH6EKLtIEAH88CD+yzVEAOAaIgAYQeQaIgDMR4gEEQBBJIgAQBABgCACAEEEAIIIAAQRAAgiADwUxEByCCKAnxtEx3FECQkiAIJIEAGAIAIAQQQAgggABBEACCIAEEQAIIgAQBABgCACAEEEAIIIAAQRAAgiABBEACCIAEAQAYAgAgBBBACCCAAEEQAIIgAQRAAgiADw3YLoSP8jiAB+bhCPx/+JEhJEAASRIAIAQQQAgggABBEACCIAEEQAIIgAQBABgCACAEEEgFcEkc0dAPzkIMoeEkQAWAQRAH4s1cMhiM7//nfUXAD4IVT1/jcPomziEEUA+Cn6HE6DSBMB/Lwa/m8s4CyIqokA8ENM8rcMIgD8UAQRAAgiAEz9H65rIN9787dAAAAAAElFTkSuQmCCAA==" alt="" width="641" height="373" />
将相机2中红框中内容投影到相机1中:
而如果直接纹理映射会扭曲错位:
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没睡午觉导致的一个bug - 求投影纹理坐标的代码写在顶点着色器里了,导致的结果和直接纹理映射是一样的。应该写在片元着色里 ==!
------------------------------------------------------------------------------------------------------------------------------------------
贴一下fs的代码
#version 430 core
out vec4 color; in vec2 TexCoord;
in vec3 PInWorld; uniform sampler2D materialTexture; uniform mat4 toCamera2; uniform int renderMode;
uniform int projectionMode; void main(){
vec2 tc = TexCoord;
if(projectionMode==0){
vec4 tmp = toCamera2*vec4(PInWorld,1.0f);
tc.x = clamp(tmp.x / tmp.w * 0.5f + 0.5f,0.0f,1.0f);
tc.y = clamp(tmp.y / tmp.w * 0.5f + 0.5f,0.0f,1.0f);
} if(renderMode == 0) color = vec4(texture(materialTexture,tc).rgb*vec3(1,0.2,0.2),1);
else color = vec4(1,0,0,1);
}
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