0
  1. Trang chủ >
  2. Kỹ Thuật - Công Nghệ >
  3. Hóa học - Dầu khí >

Giáo trình truyền hình số - Chương 5 pps

Giáo trình truyền hình số - Chương 5 pps

Giáo trình truyền hình số - Chương 5 pps

... src="data:image/png;base64,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 05+ ePn16//79169fb29v7+rq2r59+6ZNmxYZRmlAg4ODQRBEKfDUqVMiIABxqbpsIZqdnb148eKbb7 752 muvTUxMhJV827Ztq5UKtrCq8p/+6Z/efvvtsBG5p6fn0Ucf/exnP3vfffeJg7X9kUst6kMXPSlVrCE4kslk4n1BtAUvqPRWdpujo6MPP/xwNptdwm1W4cWMbz9W9nTUVY/giYmJ48ePp9PpO+6447HHHvuP//iPF 154 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 556 Klx4cnLy6NGj8bVCd 955 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 85/ 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 655 54V2avk1t7yqtaqpwNEOP91zlOqS3g4unqw4k6ePLl+/frh4WFF0aAR8Pjx4+l0+n/9r//lyb/a1dnZOTk52dra2tnZOTY2VrH3HRwcjD9D1t3dvW/fvrK3FlW3VH+7IXVsdHR0dHR01apVlalShZV1/fr1J5988lOf+lQV9i9kGSPg3NxcT0/P888/Pz4+vnv3bqVc05qamoaHh48cObJly5bDhw9XMgXGJxMbGhoqry4w3ik4bBSr72f7qMLkF1apdnd3C380mvHx8XXr1h0+fFg3kYaIgNPT02vXrk2lUuPj 452 dnYq4PvT19Y2Pj7/00ks9PT0V+ySH3SqLjQNHiaJKUGOFVN6+fftct/Dcc88VHMaSuoqAY2NjnZ2dO3fu/MEPfqDxt 850 dnaOj4+nUqmNGzdW+NHAaIK4sltywxVPnTrVgDEoqgQ1Vkjl898iH/irfilIpdatWzfvpfK1r33Nd0K1WcqRmYeHh5988sljx45p/K1Xra2tP/jBD 556 6qnOzs5z585VrJY3erz94sWLC23GjToFd3V11UF34PgUuotfJZVKbdu2rYyW8Xl3o7wFwhdLOcb8Zcpba/nWnZycPHr0aLHDDKdd+epXv1peEZW3t2VcPPOqsylzKM+VK1cSUmA6nX799dc7Ojr27NmjrOozAh4+fPi 555 67cOGC2X7r/IppahoeHj58+HA6nV6O0x3epfLvKyMjIxrUyrjjZjKZhFWy2ezTTz9dRgScdzfKWyCbzaZSqVKOMX+Z8tZavnX/23/7b/kv9vf379ixIyzw0dHR5PctVkRlnyBxjco7ceLEzp07zQRWzxHw8OHDL730kvzXOA4cOLB+/fotW7bUykk/depUOFhatQ0Ot9xKHEmOpZXTdSme/KBB9PT0DA8PeySsmi3Bs4Bh/hsfH5f/GkpfX9+FCxe2bNmyHCM/Le1AgGGn4DAMNfKQaTV07MkPfSZfHtU29E84wfSS57+EwzT4ESvuxIkTxoOr/wgY5T9nugFt3rz5woULTz 755 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 955 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 755 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 752 L77wIKu2LXiZ1EEVYBAE27Zte+ONNxrklEWdgqMsCFAHPvzww09/+tPhNLN1YGZmJqd1uAzNzc1dXV3JVXGlLLOYhHPw4MGnn 356 ngj47//+7/fcc0/tnq0wxVemLXhBwnNWLOCH57XEoWFy1EcVYKOJZl80NRxQZ8bHx9PpdF9f3+zs7AruRnhLLeW2Gz4kV7AOpZQm1Ljw7fLHl8lf5s/+7M+WNuEkx4x5D2RVEATnz5+v6YfTc4bSrsDlFfz6sN0vvvhi9NbxSBees2LnIDyvyc+cFqvjrY8qwCAIOjs7f/KTnzTOt2T40K2p4YC6dPLkyfXr1w8PDy/tDbf0u2R4S13MbbcM4dsNDQ0lpMBwmdOnTycnxYUmnOSYMa9V9XHZhdE++fnNU6dOjea5detWiW9RYi+hhOf/yrj6Cx7RqVOn6qYK8Dd/8zfrpu2gFOFDtznDRAPUjevXrz /55 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 359 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 /54 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 554 66231CdTSW+++WbYdYtaUT2DkBebLC5/bAhFClDQLyPg9u3bX3/9dcVBJb322mu/93u/pxxqSPTs2iLTVZR7osqw+AZLHCur4GRx0R5W+cAr0fF6HBBY4Qi4adOm8+fPz83NKREqY3Z2dmJi4jOf+YyiqBWTk5OpX1mqKFlQieOc508WFx9rsKomhSsoKsxFThgAsKgI2NHREQTB+++/r0SojLfeequ9vT2cooeacOnSpfAJkr179y5mO7du3YrSz0MPPRS9PjAwEL5YYt/2rq6u7du3x1Ppww8/HP1dSj3lQhPtUiXg0N69e8PyjM9lAlDpCBgEwZ49e77//e8rESrjb//2b3ft2qUcakjUervICrYf/ehH0fPI8QELNm7cGL64f//+EjcVn8wtPsbniy++WMrq+f1Clnb5ZFExehwQWOEI+MUvfvGll15SIlTA3Nzc0aNH/+AP/kBR1JAlf2ot53G9MsbwK1bVV1vdjDwOCKxwBHzwwQevX79eN5MFU83eeeed9vb2Cs8jTpWIRnDNqU2MD3la+kztBbt9eMAAYAERsKmpSVswlfF//s//0Qpcu6pqsJWCrdLzDIivGAHiETAIgi9+8YvPPfecfsEsq9nZ2ZMnTz711FOKooaUXi2XLD7gS34GisaIKf3xuISNNGDxApQZATdv3tze3v7OO+8oF5bPK6+8kk6nw07oNJoSB3xZ0ONxOZmvOucFBqjqCBgEwde+9rWCsx3DUnn++ef/6q/+Sjk0uILP8C1Jeis4jToA80TAL33pS+Pj41euXFE0LIexsbFsNvu5z31OUTSmYn1B8tNb6QMmR9sMaVQFKCcCrlmz5tChQ88++6yiYTns2rXryJEjTU1NiqK25E/pViXyZ5OroWH2oqpQQwMCKx8BgyB46qmnTp48qSKQJTc2NjYxMfHoo48qipqzJGPXxeNasTbfKBWVOGdG/sOFNTTMXlQVamhAoCoiYEdHxxNPPKEikCW3a9euQ4cOrVmzRlE0pnhcK/bEXpSKSpwmLqcVOGTWXYByImAQBH/1V3+lIpClFVYBlj73F8yr2GN/Zt0FKDMCdnR07N27V0UgS2Vubm7Xrl0nTpxQBdjI4jV2qSKiZb761a/Ou8H4I3TxLsZHjhxR2gDlRMAgCP7yL//y5MmTY2NjyojFe/XVV6empnbu3KkoWELxR+gOHjwYpcDTp08rHIAyI+CaNWuOHTv22GOPmSyERZqdnX3yySf/5m/+Rkfg2hXV0pW9hfyuu4tcJacVuLm5OT7QTK0MDbP4ggVY4ggYBMGf/MmftLa2fuMb31BMLMYf/dEf/e7v/u7WrVsVRe3K/krZWyhxXpDSV4m3AodD1cQni6uVYVYWX7AASx8Bm5qaTpw4sWfPnunpaSVFecbGxk6ePHny5ElF0eCOHDmSWoggsVPw5OTk0aNHo4UfeuihKAuG6x49evTWrVvJu7TQGjg1dkA9madhrrOzs7e3t6+v7wc/+IFWPBZqdnb2scceO3bsWGtrq9JocG+88Ub4R39/f8GpQeK6u7tTqdT+/fuffvrpggsMDAxENWf9/f2rV68O/+7q6spms6lUKpvNPvPMM4ODgwnvstC6N3V1QD1JzfulNjc3t3bt2q997Wu7d+9WXixIX1/f1NTU+fPnFcV/feRSqVpMElHV18jISLy9tUSZTKalpaX0LYSVbdlsdmZmpuAIgvGquJxl9u3bd/To0bCQk4t6QQc1Ojoa9VZeqjO4HNt0MeOCocTTsWrehZqamv7u7/5uz549hglkQc6ePasJmFD8qb5SEmQ0DV3BxwHzO4LE/1mLnUIAKm9VKQt1dnYeOnTof/yP/6F3MCWanp7+/Oc/f+bMGU3ALLn8jiBxtdgpBKBKI2AQBM8+++wDDzzw+7//+4qMec3NzaXT6T179ugFXDfiAy+XoeA0buWtmMlk4sMBFpxr+MUXXwz/qJW5dxdZvADLGAGbmppOnjw5MTFx/PhxpUayp 556 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 157 zbAg9e348eN79uw5c+aMKYAb1ujoaClNsUEQXL16NfyjjNHCH3rooWj1sjNTfAu3bt2Kty8vaN+K7UzZBegqou61t7f/9V//tTtFnUfA0IEDB+68884tW7acOHFC3q9Lc3Nz+/fv/ 853 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 156 yZwfy/6Rq4unYfbt2xdOuevJnjIugCAI+vv7BwcHXcz49mMFT8eqFXnjpqamvr6+S5cu3X///evWrevv 75+ dnXU+Km9iYuJTn/rUl7/85YGBgXfffVf+o0QHDx4M/zA0zIJExRUVIMBKWbWC771mzZqwXXhqauqOO+44fPiwIFgxV65c6evrS6fTX/jCFy5dutTX16enNqVrbm7evn17KpU6cuSI0ijdkSNHUqnU9u3bm5ublQawsqqlVvbKlSt/+Id/+Oabbx46dGj//v0mll7Won722WdPnjypqFfmI6cpBBczLhiq4HSsqpJd6ejoOH/+/IULF773ve+FNYLT09PO0NIaGxvr6+tbt25da2vr1NTUgQMH5D8AaEyrqmpvNm/e/OMf//jy5cvvv/9+W1tbX1+fQQQXb25ubmxsLJ1Ob9my5ROf+MSNGzeGhoYM+AIAImB16ejoOHny5OXLl1tbW9etW5dOp8+ePWscwTLMzs4eP 358 7dq1X/jCFx577LEbN26o+QMAgup5FjAhxLzyyivPP/98EAS7du3atWuX6qtSjI2Nvfrqq0ePHk2n01//+tcffPBBvT2q5SPnaRhczLhgqILTsarKd3HNmjW7d+++du3aa6+99n//7/9ta2sLKwX1HS5oenr68OHDd91115YtW37rt37r8uXLP/7xjzdv3iz/AQC/lgJrK5KHlYLf/OY3JyYm9u7du3Pnzg0bNmjZnJ6e/s53vhMWS09Pz8GDB1X7+R0MLmZcMCScjlW1tcdhpeD4+Pj4+Phv/dZvPfbYY3fccccjjzzSmPWC09PTx48fT6fTbW1tr7/++h//8R/fuHHj3Llzqv0AgHlSYK1H8omJie9///uvvfZaWAH26KOPbtu2rY5nnJubm3vnnXfefPPNl 156 6fr16z09PX/ +53 /+2c9+VlWo38HgYsYFQ+mno37Ox/T09Llz5 155 5ZXz588HQdDb27tt27ZNmzbVQRycm5t7//3333rrrddff/38+fPt7e2PP/74F7/4RY3gvgTBxYwLhkaPgMUCUxQHOzs7P/7xj9dKZpqenv7Xf/3Xf/qnf4qO4oknnti+fXt9hFpfgsoBFzMuGETASsTBsbGxb3/720EQtLe3d3d3b9u27Z577vnv//2/V88QM1euXHnvvfd++tOfvv322ydPngx3defOnQ8++KDY50sQXMy4YBAByxdVrY2NjY2Ojl6/fj0Igp6entbW1k2bNt 155 52bNm0KgmBZ89bc3NyHH374i1/8YmJi4oMPPviXf/mXn/zkJ+Pj40EQdHZ2PvDAA9u3b6+tCkt8CeJiBheMCFhLwjT23nvvZTKZd 955 Z2pqKqwpDIX1hUEQfOITn1i/fn30ehgTE4TxLvrnO++8E 853 HNbtRRvv6uq677771q9ff88999x9993q+XwJgosZFwwi4Eqanp4Oh5h5++23w1feeOONeKnFw1y+3t7eqFTb2toefPDBeHZsbW1VvedLUDngYsYFgwgIvgTBxYwLhoqejlVKAQCg0YiAAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICADAimpSBFBJ7e3tqVRKOVAfF7NCwLdfDZ+ObDarIAAAGoqGYAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBAAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQBEQAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAABEQAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBAAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQBEQAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAABEQAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBAERARQAAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICAAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgCIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICAAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgCIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICAAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgCIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICAIiAigAAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBAFgyTYoAgMVLpVKNdsjt7e3Xrl1z6hEBAWho2WxW6oVaoSEYAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAoDxNigCWijnjqS3t7e3Xrl1TDiACAouVzWYVAn60ANVPQzAAgAgIANUkk8mM/kqxZUZHR1OpVCqV2rdvXyaTyV9dMUKOlHYrWLKPU8oHisa9Ypfv+h8dHe3u7g7/LvgW8QVCMzMzzc3N0f8+/PDD//mf/+kjD3FqAQGobTn5LwiClpYWxQIiIAA1n/D6+/uDIMhv0o1emZmZteKNZQAAIABJREFUyWazMzMzOa8DIiAAtWrHjh0FXz916lQQBCMjI2HLb3Nz88jIiOICERCAGpbTtyMMfHFDQ0NBEHR1dUWvbNiwISjUOgyIgADUhosXLwZBMDIyEoa8MPAlizqCAAkMDQ1AvdEWDPNSCwhA9cpvzy3YzyOnvbirqyveNAyIgADUnjDPFazbC3sKHzx4UCmBCAhAowh7Cg8NDe3bt09pgAgIQM0L23zDer6gSFffqMF3aGgolUoZDhBEQADqQTQiYLGuvtFw0GFAzJ8mGBABAagZ+aMAhnISXnNz88zMTFRZODQ0ZII4EAEBqFX5wz6HPULCwQJzUuDg4GC8v4gWYRABAahhqZjkOT+6urqi6kCzg4AICEDtSajGS4h3zc3N0QAxnggEERCAOpTJZEZHR/MfDQwrAvPbiwEREICqFvYFGRkZyf66KPyFIa+7uzs/6kWdiAEREIBaEvYFCccCjFPDByIgAHUufyzAeA1fwcGiAREQgJo0b0+OsJk4Cog5y4ehML8GERABAaheYTtvfJy/SDhMYNhMHPyqXTjqBRyPg8VmEyFZihV11113iYAAMI8w/EUTBI+OjoZTgxSMj5Qoy8q5fv26CAhAg0puyQ1r/sKBA6MhYMK1oucCtQKDCAhATSrWkpsz5svg4GCUAkMzMzNagSFZKhpjCVjsxynlA0XjXrErfv1nMpnwCcL4nMI+8o5L+YuA4HsT6jkC+sg7LuW/IBqCAQAajggIACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACQu1IzWffvn2jo6O3bt1SVqHR0dGwZEZHR5f2FChbQAQEqsXQ0FB3d/fOnTszmYzSqC1OGSACAoty+vTplpYWkaKG7Nu37+LFi8oBEAGBxWppaVEINSGTyQwNDSkHQAQElsZSPQDHsuY/YR2oWk2KIMHs7Oz09HTOi//2b//2s5/9LAiC5ubm+++/P+d/16xZ09raquhYbt3d3dlsVjlUM+2/gAhYvaanp2dnZ997771MJvPBBx+8//77qVTq5MmTBRdOp9P3339/TofBqampN998s+Dyvb292Wy2ra3twQcfDIJg06ZNAiLzGhkZ6erqyn89k8kcPHjw6NGj0Sujo6MFl4QV0d7e3mj9qdvb 251 3RMDacOXKlbAO74033vjJT34yMTERvt7T09Pa2rpp06bt27cHQfCXf/mX4esdHR3lvUv4R5gsf/7zn58+fToIgieffDL61ujq6tq8efNv//Zv33333eW9C42mubl5cHBwx44d3d3d4SsqAqkq165dUwggAlaL6enpf/iHf/jHf/zH//f//t /58 +eDIEin0w888MD27dt37 959 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 25+ kxlJF0RoGTgQUpJ6Rw0c8czrRBOrq6or4SbO8vGysjgdgZWXlueee8/v9cAeWM4UNxaZSqQMHDkQikenpaYg/i/YApzMUCnV1de3bt+/kyZNnzpyxjo82mUxeu3bt9OnToVBIPuDlpEUikQhVGNXV1YFA4OjRo4peFnGN1oepKPFyGSawrl27VlCZyxbJCmpRVFdaTgwEAjktwi1QF9WRP5LF67M6a01Lfw3Kk4mJiYmJifHxcb/fD2tAAhrJ4uLik08+uXnz5mg0WlNTA1tbmebm5hs3bnR0dDQ0NHz66afmLNNRHN74OXnXrl3LOmteI16vlymGUChEFZ78mgbWWHQtSLeRLeFO29HRUUQJODMzQz8V8PYAdqenp+e99 957 ++23kZ2j3ChUIDgcDtfX1/f29p47dw76zxZUVVV9+umnv/71rxsbG8fGxqx2e/39/exvfVHC4eFh3rHn8/nErjK+RgAIIclkcmZmxuFwOBwOn88H/QdKhgsXLtTX14+NjWG9MCRgXqTT6UAg0NPTMzs7Ozg4iGW/9uLgwYOzs7Ovv/663+8v+rugqamJ7QnGL+agQ68OL53X6+V3GJO7IdVqBKC/v7+6uhqRWVDCHDp0yPqrA4F1JWA6nX7mmWcmJyfj8XhzczPsa0eam5uj0eiXX3 757 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áp ... src="data:image/png;base64,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 05+ ePn16//79169fb29v7+rq2r59+6ZNmxYZRmlAg4ODQRBEKfDUqVMiIABxqbpsIZqdnb148eKbb7 752 muvTUxMhJV827Ztq5UKtrCq8p/+6Z/efvvtsBG5p6fn0Ucf/exnP3vfffeJg7X9kUst6kMXPSlVrCE4kslk4n1BtAUvqPRWdpujo6MPP/xwNptdwm1W4cWMbz9W9nTUVY/giYmJ48ePp9PpO+6447HHHvuP//iPF 154 YWpq6tq1a8PDw319fZ2dnTXRwNra2rp58+bdu3cPDw9ns9nLly9/6Utfevvtt9Pp9G/8xm888sgjw8PDYZsyFNPc3Nzf3x9PFcoEgEjNR8C5ubmxsbG9e/emUql0Ov32229HsW9oaGjr1q110NOio6Ojr68vioOPPvroK6+80tbWdtdddx0+fDh8nBHyHTx4UCEAUFcRMEp+v/Ebv/HYY4995CMfGR8fv3379vDwcH3EvoQ4uHv37nPnzt24ceO11177j//4j3Q6LQtSUHNzc/R3d3e3AgEgUntPlU1MTLz88svHjh1rb2/ftWvX+Ph4Z2dnA565NWvWbN68efPmzQMDA++8886rr76aTqfDMtm1a5dRZgiNjIyUHv6ixuINGzbE42OJMplMOKBdscfXou2X/nxbtM0FrRV/u+p5lm6Rxbscmw3XXdr9AWpGtkZMTU2FsS8Igr17946Pj2f5dbdv375w4UJPT08QBOl0+syZM7dv31Ys1WaRH7p4titl+ZGRkVI+7DMzMznfDP39/TMzM6XvRvy5wyAI8tfNGVAzYeORnG2WftTh4UQdNaL3Kradebd/9erVYsVYyr7FDyR/rwpuLWeE5IIbv3nzZnlnLX+vSizYpb2Y8e3Hyp6OGjgfFy5ceOKJJ4Ig6OnpEWtKcePGjWPHjoWVo4cOHZqamlImDRsB49mu2Cr5+S9y8+bNUnYjHjQLhrz+/v78WR8SwkrCLvX395d4yPF3DN+r8hEw/0Die5V/LKVHwJmZmWITaRQr2Pgh5JyysKumOzoiYEOdjup9FnBubm54eDidTm/ZsuW+++6bmpo6d+7c1q1bDYlSShvx7t27x8fHL1y48C//8i9tbW09PT2lzGtXVUZHR1OpVCqV2rdvXzRBX/RfyTKZTPRHsY2HytixlZ3AKvUrJS7f3NycvMro6Oidd96ZKuLrX//6vLtx69athx9+OH/dp 556 Klx4cnLy6NGj8bVCd 955 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 85/ 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 655 54V2avk1t7yqtaqpwNEOP91zlOqS3g4unqw4k6ePLl+/frh4WFF0aAR8Pjx4+l0+n/9r//lyb/a1dnZOTk52dra2tnZOTY2VrH3HRwcjD9D1t3dvW/fvrK3FlW3VH+7IXVsdHR0dHR01apVlalShZV1/fr1J5988lOf+lQV9i9kGSPg3NxcT0/P888/Pz4+vnv3bqVc05qamoaHh48cObJly5bDhw9XMgXGJxMbGhoqry4w3ik4bBSr72f7qMLkF1apdnd3C380mvHx8XXr1h0+fFg3kYaIgNPT02vXrk2lUuPj 452 dnYq4PvT19Y2Pj7/00ks9PT0V+ySH3SqLjQNHiaJKUGOFVN6+fftct/Dcc88VHMaSuoqAY2NjnZ2dO3fu/MEPfqDxt 850 dnaOj4+nUqmNGzdW+NHAaIK4sltywxVPnTrVgDEoqgQ1Vkjl898iH/irfilIpdatWzfvpfK1r33Nd0K1WcqRmYeHh5988sljx45p/K1Xra2tP/jBD 556 6qnOzs5z585VrJY3erz94sWLC23GjToFd3V11UF34PgUuotfJZVKbdu2rYyW8Xl3o7wFwhdLOcb8Zcpba/nWnZycPHr0aLHDDKdd+epXv1peEZW3t2VcPPOqsylzKM+VK1cSUmA6nX799dc7Ojr27NmjrOozAh4+fPi 555 67cOGC2X7r/IppahoeHj58+HA6nV6O0x3epfLvKyMjIxrUyrjjZjKZhFWy2ezTTz9dRgScdzfKWyCbzaZSqVKOMX+Z8tZavnX/23/7b/kv9vf379ixIyzw0dHR5PctVkRlnyBxjco7ceLEzp07zQRWzxHw8OHDL730kvzXOA4cOLB+/fotW7bUykk/depUOFhatQ0Ot9xKHEmOpZXTdSme/KBB9PT0DA8PeySsmi3Bs4Bh/hsfH5f/GkpfX9+FCxe2bNmyHCM/Le1AgGGn4DAMNfKQaTV07MkPfSZfHtU29E84wfSS57+EwzT4ESvuxIkTxoOr/wgY5T9nugFt3rz5woULTz 755 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 955 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 755 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 752 L77wIKu2LXiZ1EEVYBAE27Zte+ONNxrklEWdgqMsCFAHPvzww09/+tPhNLN1YGZmJqd1uAzNzc1dXV3JVXGlLLOYhHPw4MGnn 356 ngj47//+7/fcc0/tnq0wxVemLXhBwnNWLOCH57XEoWFy1EcVYKOJZl80NRxQZ8bHx9PpdF9f3+zs7AruRnhLLeW2Gz4kV7AOpZQm1Ljw7fLHl8lf5s/+7M+WNuEkx4x5D2RVEATnz5+v6YfTc4bSrsDlFfz6sN0vvvhi9NbxSBees2LnIDyvyc+cFqvjrY8qwCAIOjs7f/KTnzTOt2T40K2p4YC6dPLkyfXr1w8PDy/tDbf0u2R4S13MbbcM4dsNDQ0lpMBwmdOnTycnxYUmnOSYMa9V9XHZhdE++fnNU6dOjea5detWiW9RYi+hhOf/yrj6Cx7RqVOn6qYK8Dd/8zfrpu2gFOFDtznDRAPUjevXrz /55 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 359 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 /54 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 554 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 556 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 157 zbAg9e348eN79uw5c+aMKYAb1ujoaClNsUEQXL16NfyjjNHCH3rooWj1sjNTfAu3bt2Kty8vaN+K7UzZBegqou61t7f/9V//tTtFnUfA0IEDB+68884tW7acOHFC3q9Lc3Nz+/fv/ 853 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 156 yZwfy/6Rq4unYfbt2xdOuevJnjIugCAI+vv7BwcHXcz49mMFT8eqFXnjpqamvr6+S5cu3X///evWrevv 75+ dnXU+Km9iYuJTn/rUl7/85YGBgXfffVf+o0QHDx4M/zA0zIJExRUVIMBKWbWC771mzZqwXXhqauqOO+44fPiwIFgxV65c6evrS6fTX/jCFy5dutTX16enNqVrbm7evn17KpU6cuSI0ijdkSNHUqnU9u3bm5ublQawsqqlVvbKlSt/+Id/+Oabbx46dGj//v0mll7Won722WdPnjypqFfmI6cpBBczLhiq4HSsqpJd6ejoOH/+/IULF773ve+FNYLT09PO0NIaGxvr6+tbt25da2vr1NTUgQMH5D8AaEyrqmpvNm/e/OMf//jy5cvvv/9+W1tbX1+fQQQXb25ubmxsLJ1Ob9my5ROf+MSNGzeGhoYM+AIAImB16ejoOHny5OXLl1tbW9etW5dOp8+ePWscwTLMzs4eP 358 7dq1X/jCFx577LEbN26o+QMAgup5FjAhxLzyyivPP/98EAS7du3atWuX6qtSjI2Nvfrqq0ePHk2n01//+tcffPBBvT2q5SPnaRhczLhgqILTsarKd3HNmjW7d+++du3aa6+99n//7/9ta2sLKwX1HS5oenr68OHDd91115YtW37rt37r8uXLP/7xjzdv3iz/AQC/lgJrK5KHlYLf/OY3JyYm9u7du3Pnzg0bNmjZnJ6e/s53vhMWS09Pz8GDB1X7+R0MLmZcMCScjlW1tcdhpeD4+Pj4+Phv/dZvPfbYY3fccccjjzzSmPWC09PTx48fT6fTbW1tr7/++h//8R/fuHHj3Llzqv0AgHlSYK1H8omJie9///uvvfZaWAH26KOPbtu2rY5nnJubm3vnnXfefPPNl 156 6fr16z09PX/ +53 /+2c9+VlWo38HgYsYFQ+mno37Ox/T09Llz5 155 5ZXz588HQdDb27tt27ZNmzbVQRycm5t7//3333rrrddff/38+fPt7e2PP/74F7/4RY3gvgTBxYwLhkaPgMUCUxQHOzs7P/7xj9dKZpqenv7Xf/3Xf/qnf4qO4oknnti+fXt9hFpfgsoBFzMuGETASsTBsbGxb3/720EQtLe3d3d3b9u27Z577vnv//2/V88QM1euXHnvvfd++tOfvv322ydPngx3defOnQ8++KDY50sQXMy4YBAByxdVrY2NjY2Ojl6/fj0Igp6entbW1k2bNt 155 52bNm0KgmBZ89bc3NyHH374i1/8YmJi4oMPPviXf/mXn/zkJ+Pj40EQdHZ2PvDAA9u3b6+tCkt8CeJiBheMCFhLwjT23nvvZTKZd 955 Z2pqKqwpDIX1hUEQfOITn1i/fn30ehgTE4TxLvrnO++8E 853 HNbtRRvv6uq677771q9ff88999x9993q+XwJgosZFwwi4Eqanp4Oh5h5++23w1feeOONeKnFw1y+3t7eqFTb2toefPDBeHZsbW1VvedLUDngYsYFgwgIvgTBxYwLhoqejlVKAQCg0YiAAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICADAimpSBFBJ7e3tqVRKOVAfF7NCwLdfDZ+ObDarIAAAGoqGYAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBAAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQBEQAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAABEQAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBAAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQBEQAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAABEQAAAREAAAERAAABEQAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBAERARQAAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICAAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgCIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICAAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgCIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICAAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgCIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAAAiIAAAIiAAACIgAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICAIiAigAAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBAFgyTYoAgMVLpVKNdsjt7e3Xrl1z6hEBAWho2WxW6oVaoSEYAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAQAQEAEAEBABABAQAoDxNigCWijnjqS3t7e3Xrl1TDiACAouVzWYVAn60ANVPQzAAgAgIANUkk8mM/kqxZUZHR1OpVCqV2rdvXyaTyV9dMUKOlHYrWLKPU8oHisa9Ypfv+h8dHe3u7g7/LvgW8QVCMzMzzc3N0f8+/PDD//mf/+kjD3FqAQGobTn5LwiClpYWxQIiIAA1n/D6+/uDIMhv0o1emZmZteKNZQAAIABJREFUyWazMzMzOa8DIiAAtWrHjh0FXz916lQQBCMjI2HLb3Nz88jIiOICERCAGpbTtyMMfHFDQ0NBEHR1dUWvbNiwISjUOgyIgADUhosXLwZBMDIyEoa8MPAlizqCAAkMDQ1AvdEWDPNSCwhA9cpvzy3YzyOnvbirqyveNAyIgADUnjDPFazbC3sKHzx4UCmBCAhAowh7Cg8NDe3bt09pgAgIQM0L23zDer6gSFffqMF3aGgolUoZDhBEQADqQTQiYLGuvtFw0GFAzJ8mGBABAagZ+aMAhnISXnNz88zMTFRZODQ0ZII4EAEBqFX5wz6HPULCwQJzUuDg4GC8v4gWYRABAahhqZjkOT+6urqi6kCzg4AICEDtSajGS4h3zc3N0QAxnggEERCAOpTJZEZHR/MfDQwrAvPbiwEREICqFvYFGRkZyf66KPyFIa+7uzs/6kWdiAEREIBaEvYFCccCjFPDByIgAHUufyzAeA1fwcGiAREQgJo0b0+OsJk4Cog5y4ehML8GERABAaheYTtvfJy/SDhMYNhMHPyqXTjqBRyPg8VmEyFZihV11113iYAAMI8w/EUTBI+OjoZTgxSMj5Qoy8q5fv26CAhAg0puyQ1r/sKBA6MhYMK1oucCtQKDCAhATSrWkpsz5svg4GCUAkMzMzNagSFZKhpjCVjsxynlA0XjXrErfv1nMpnwCcL4nMI+8o5L+YuA4HsT6jkC+sg7LuW/IBqCAQAajggIACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACAgAgAgIAIAICACACQu1IzWffvn2jo6O3bt1SVqHR0dGwZEZHR5f2FChbQAQEqsXQ0FB3d/fOnTszmYzSqC1OGSACAoty+vTplpYWkaKG7Nu37+LFi8oBEAGBxWppaVEINSGTyQwNDSkHQAQElsZSPQDHsuY/YR2oWk2KIMHs7Oz09HTOi//2b//2s5/9LAiC5ubm+++/P+d/16xZ09raquhYbt3d3dlsVjlUM+2/gAhYvaanp2dnZ997771MJvPBBx+8//77qVTq5MmTBRdOp9P3339/TofBqampN998s+Dyvb292Wy2ra3twQcfDIJg06ZNAiLzGhkZ6erqyn89k8kcPHjw6NGj0Sujo6MFl4QV0d7e3mj9qdvb 251 3RMDacOXKlbAO74033vjJT34yMTERvt7T09Pa2rpp06bt27cHQfCXf/mX4esdHR3lvUv4R5gsf/7zn58+fToIgieffDL61ujq6tq8efNv//Zv33333eW9C42mubl5cHBwx44d3d3d4SsqAqkq165dUwggAlaL6enpf/iHf/jHf/zH//f//t /58 +eDIEin0w888MD27dt37 959 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 25+ kxlJF0RoGTgQUpJ6Rw0c8czrRBOrq6or4SbO8vGysjgdgZWXlueee8/v9cAeWM4UNxaZSqQMHDkQikenpaYg/i/YApzMUCnV1de3bt+/kyZNnzpyxjo82mUxeu3bt9OnToVBIPuDlpEUikQhVGNXV1YFA4OjRo4peFnGN1oepKPFyGSawrl27VlCZyxbJCmpRVFdaTgwEAjktwi1QF9WRP5LF67M6a01Lfw3Kk4mJiYmJifHxcb/fD2tAAhrJ4uLik08+uXnz5mg0WlNTA1tbmebm5hs3bnR0dDQ0NHz66afmLNNRHN74OXnXrl3LOmteI16vlymGUChEFZ78mgbWWHQtSLeRLeFO29HRUUQJODMzQz8V8PYAdqenp+e99 957 ++23kZ2j3ChUIDgcDtfX1/f29p47dw76zxZUVVV9+umnv/71rxsbG8fGxqx2e/39/exvfVHC4eFh3rHn8/nErjK+RgAIIclkcmZmxuFwOBwOn88H/QdKhgsXLtTX14+NjWG9MCRgXqTT6UAg0NPTMzs7Ozg4iGW/9uLgwYOzs7Ovv/663+8v+rugqamJ7QnGL+agQ68OL53X6+V3GJO7IdVqBKC/v7+6uhqRWVDCHDp0yPqrA4F1JWA6nX7mmWcmJyfj8XhzczPsa0eam5uj0eiXX3 757 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áp ... mạng ATM/SDH/SONET TRUYỀN HÌNH CÁP DIGITAL I. Tổng quát hệ thống truyền hình cáp Digital : Truyền hình số truyền hình có chất lượng cao thỏa mãn được nhu...
  • 41
  • 697
  • 6
Giáo trình truyền hình số - Chương 6 ppt

Giáo trình truyền hình số - Chương 6 ppt

... của tín hiệu ngõ vào Hình VII.8: Trình xử lý CIRC HÌNH II .5: Giải mã CIRC. 22D 23D 24D 25D 26D 27D 14D 15D 16D 17D 18D 19 20D 21D 5D 6D 7D 8D 9D ... 1 P’ = -1 0 Q’= -2 0 PHẦN TỬ CÂN BẰNG (Parity) A + B + C + D + P = 0 A + 2B + 3C + 4D + Q = 0 P = -1 0 Q = -2 0 HỘI CHỨNG (Syndrome) S0 = A’ + B’ + C’ + D’ + P’ = -2 S1 ... hiệu số sai khác bit dữ liệu. Do vậy quá trình sửa sai là quá trình rất quan trọng và phức tạp. Đối với CD, VCD,… Người ta dùng mã xen chéo Reed Solomon (CIRC) làm mã sửa sai. Trong quá trình...
  • 9
  • 403
  • 3
Giáo trình truyền hình số - Chương 4 docx

Giáo trình truyền hình số - Chương 4 docx

... chức chương trình, sắp xếp các chỉ số nhận diện chương trình, tương ứng trên mỗi dòng truyền tải của chúng; quá trình nhận diện chương trình dựa vào các chỉ số trong bảng như đã miêu tả. Một chương ... MPEG. Một số thuật ngữ và các nguyên lý cơ bản của lớp hệ thống MPEG được trình bày dưới đây (như ở hình 3.13):  Chương trình (program): Theo ngôn ngữ phát thanh truyền hình, chương trình thường ... ánh xạ chương trình của các chương trình đặc trưng. Theo đó, quá trình nhận diện một chương trình và nội dung của nó mang thông tin trong hai phạm vi sau:  Thứ nhất, bảng tổ chức chương trình...
  • 23
  • 540
  • 5
Giáo trình truyền hình số - Chương 3 docx

Giáo trình truyền hình số - Chương 3 docx

... 8,064 Mbps Truyền hình có tỉ lệ khuôn hình 16 : 9 5, 760 Mbps Chương trình thể thao trực tiếp 4,608 Mbps Chương trình phim/quảng bá 3, 456 Mbps Chương trình phim pay-per-view 3, 152 Mbps Audio ... = 44,2 Mb/s (5c) Mạch khuyếch đại tín hiệu ra Video + FM sound Gain (dB) : 50 | Approx 50 | - 20 Level(dBm) :-8 0 | -3 0 | -5 5 to –30 | -5 0 | -5 0 |1V PP | Hình 1.30 Mức ... (6 ,51 + 14) = 2 05, 1 dB - Độ rộng búp sóng Anten vệ tinh : 3dB = 2 - Hiệu suất Anten vệ tinh :  = 0 ,55 - Hệ số tạp âm máy thu : F = 3 dB - Nhiệt độ tạp âm feeder : T0 = 290 K - Nhiệt...
  • 28
  • 361
  • 1
Giáo trình truyền hình số - Chương 2 ppt

Giáo trình truyền hình số - Chương 2 ppt

... tự hiện tại. Trên dải tần của một kênh truyền hình có thể phát một kênh chương trình truyền hình độ phân giải cao HDTV hoặc nhiều chương trình truyền hình có độ phân giải thấp hơn. Có dung ... dòng truyền tải Mpeg -2 . Nhiệm vụ của mã hoá kênh là làm cho tín hiệu truyền dẫn phát sóng phù hợp với kênh truyền. Trong truyền hình số mặt đất mã được sử dụng là mã Reed-Solomon. Mã Reed-Solomon ... hoặc 17 05 sóng mang trên kênh 8MHz và fSPACING là khoảng cách giữa các tần số sóng mang OFDM. Trang 3 II/ TRUYỀN HÌNH SỐ THEO TIÊU CHUẨN DIBEG Tiêu chuẩn truyền hình số mặt đất...
  • 12
  • 555
  • 7
Giáo trình truyền hình số - Chương 1 potx

Giáo trình truyền hình số - Chương 1 potx

... 25, 0 37 ,5 50 ,0 62 ,5 75, 0 87 ,5 0 12 ,5 25, 0 37 ,5 50 ,0 62 ,5 75, 0 87 ,5 0 12 ,5 25, 0 37 ,5 50 ,0 62 ,5 75, 0 87 ,5 0 12 ,5 25, 0 37 ,5 50 ,0 62 ,5 75, 0 87 ,5 ... 12 ,5 25, 0 37 ,5 50 ,0 62 ,5 75, 0 87 ,5 0 12 ,5 25, 0 37 ,5 50 ,0 62 ,5 75, 0 87 ,5 0 12 ,5 25, 0 37 ,5 50 ,0 62 ,5 75, 0 87 ,5 Camera Matrix Điều Chế + R(0 5 ... Việc chấm dứt truyền hình tương tự và phát triển truyền hình số đòi hỏi phải đầu tư mới máy thu hình số, máy phát hình số, các thiết bị sản xuất và hậu kỳ số cho chương trình truyền hình, Điều...
  • 14
  • 318
  • 2
Giáo trình kỹ thuật truyền hình - Phần 2 Truyền hình màu - Chương 5 ppsx

Giáo trình kỹ thuật truyền hình - Phần 2 Truyền hình màu - Chương 5 ppsx

... (-1 35 o). Lúc đó cả 2 vế của chuyển mạch phải đóng xuống II và pha của đường tách sóng u sẽ là: (-1 35 o) + (+1 35 o) = 0o, còn pha của đường tách sóng v sẽ là (-1 35 o) + (-1 35 o) = -2 70o ... u(xanh) = 0,493 (B - Y) v(đỏ) = 0,877 (R - Y) 3. Chọn sóng tải phụ tránh các hài tần của fH và fv MHz43,4fMHz433618,4 251 56 25: 75, 283Hz25f 75, 283Hz25f)41284(fMHz5ff)mn(fMHz3scHHscvHs ... 59 Với n = 284: n nguyên dương m = 41 0 < m < 1 fv = 25Hz fv: ước số của fv 4. Chọn fv = 50 Hz và fH = 156 25Hz 5 5..44 MMÃÃ...
  • 5
  • 437
  • 1
Giáo trình kỹ thuật số : Chương 5 part 1 pps

Giáo trình kỹ thuật số : Chương 5 part 1 pps

... ==917Dạng sóng củaSC-FF18SC-FF tích cựccạnh âm713Ví dụ 5- 2  Khi mấtnguồn ánh sáng hệ thống sẽ báo động. Công tắcSW1 dùngđề reset hệ thống14Đồng bộ và bất đồng bộ Hệ thống số có thể hoạt ... sóng mạch chốtcổng NOR23Flip-Flops Thành phầnnhớ phổ biếnnhấtlàcácFlip-flop, flip-flop đượccấu thành từ nhữngcổng logic đơngiản. Ký hiệutổng quát củamột flip-flop4Mạch chốtcổng NAND ... (NGT)16Flip-Flops và xung clock Trong các FF có ngõ vào xung clock (CLK) (a) Xung clock tích cựccạnh dương (b) Xung clock tích cựccạnh âm11 Chương 5 Flip – FlopsTh.S Đặng NgọcKhoaKhoa Điện-ĐiệnTử2Giớithiệu...
  • 12
  • 358
  • 0
Giáo trình kỹ thuật số : Chương 5 part 2 ppsx

Giáo trình kỹ thuật số : Chương 5 part 2 ppsx

... Flip-Flop vào bấtkỳ thời điểmnào.18 35 Ứng dụng của Flip-Flop36Ứng dụng củaFF Mộtsốứng dụng của flip-flop Bộđếm Lưudữ liệunhị phân Truyềndữ liệunhị phân giữa các thiếtbị2141Truyềndữ ... thiếtbị2141Truyềndữ liệu đồng bộ42Truyềndữ liệusong song1427D-FF và JK-KK Có thể tạo ra D-FF từ JK-FF28Truyềndữ liệusong song1937Đồng bộ tín hiệu Đasố hệ thống hoạt động ở chếđộđồngbộ. ... hiệu Tín hiệu không đồng bộ A có thể tạoranhững mẫu xung không đúng.1733JK-FF vớingõvàokhôngđồng bộ34Ví dụ 5- 4 15 29Mạch chốtD Không có mạch phát hiệncạnh xung Ngõ vào xung clock đượcthaybằng...
  • 12
  • 421
  • 0

Xem thêm

Từ khóa: giáo trình truyền hình số mặt đấtgiáo trình kỹ thuật truyền hình phần 2 truyền hình màu chương 5giáo trình truyền hình kỹ thuật sốgiáo trình cung cấp điện chương 5giáo trình truyền hìnhgiáo trình truyền hình dương xuân sơngiáo trình truyền hình tương tựgiáo trình truyền hình vệ tinhgiáo trình truyền hình cápgiáo trình truyền thông sốgiao trinh marketing can ban chuong 5giáo trình miễn dịch học chuong 5giáo trình hóa lượng tử chương 5giáo trình thổ nhưỡng học chương 2 ppschương trình truyền hình giáo dụcBáo cáo thực tập tại nhà thuốc tại Thành phố Hồ Chí Minh năm 2018chuyên đề điện xoay chiều theo dạngNghiên cứu sự hình thành lớp bảo vệ và khả năng chống ăn mòn của thép bền thời tiết trong điều kiện khí hậu nhiệt đới việt namNghiên cứu tổ chức pha chế, đánh giá chất lượng thuốc tiêm truyền trong điều kiện dã ngoạiNghiên cứu tổ hợp chất chỉ điểm sinh học vWF, VCAM 1, MCP 1, d dimer trong chẩn đoán và tiên lượng nhồi máu não cấpBiện pháp quản lý hoạt động dạy hát xoan trong trường trung học cơ sở huyện lâm thao, phú thọGiáo án Sinh học 11 bài 13: Thực hành phát hiện diệp lục và carôtenôitGiáo án Sinh học 11 bài 13: Thực hành phát hiện diệp lục và carôtenôitPhát triển mạng lưới kinh doanh nước sạch tại công ty TNHH một thành viên kinh doanh nước sạch quảng ninhTrả hồ sơ điều tra bổ sung đối với các tội xâm phạm sở hữu có tính chất chiếm đoạt theo pháp luật Tố tụng hình sự Việt Nam từ thực tiễn thành phố Hồ Chí Minh (Luận văn thạc sĩ)Nghiên cứu khả năng đo năng lượng điện bằng hệ thu thập dữ liệu 16 kênh DEWE 5000Định tội danh từ thực tiễn huyện Cần Giuộc, tỉnh Long An (Luận văn thạc sĩ)Tìm hiểu công cụ đánh giá hệ thống đảm bảo an toàn hệ thống thông tinThơ nôm tứ tuyệt trào phúng hồ xuân hươngThiết kế và chế tạo mô hình biến tần (inverter) cho máy điều hòa không khíQuản lý nợ xấu tại Agribank chi nhánh huyện Phù Yên, tỉnh Sơn La (Luận văn thạc sĩ)Tranh tụng tại phiên tòa hình sự sơ thẩm theo pháp luật tố tụng hình sự Việt Nam từ thực tiễn xét xử của các Tòa án quân sự Quân khu (Luận văn thạc sĩ)chuong 1 tong quan quan tri rui roGiáo án Sinh học 11 bài 14: Thực hành phát hiện hô hấp ở thực vậtTÁI CHẾ NHỰA VÀ QUẢN LÝ CHẤT THẢI Ở HOA KỲ