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void BPF(short* x,short* y,short N,short I) { short t1,t2,t3,t4; short i,j,k,m,p,l,L,M,M1,K; L=N; M=N/2; M1=N-1; if(I==-1)//если обратное преобразование, то инверсия мнимой части { for(i=0;i } m=1; while(L>=2) { l=L/2; k=0; for(j=0;j { for(i=j;i { p=i+l; t1=*(x+i)+*(x+p); t2=*(y+i)+*(y+p); t3=*(x+i)-*(x+p); t4=*(y+i)-*(y+p); *(x+p)=t3*Wre[k]-t4*Wim[k]; *(y+p)=t4*Wre[k]+t3*Wim[k]; *(x+i)=t1; *(y+i)=t2; } k+=m; } L/=2; m*=2; } j=0; for(i=0;i { if(i>j) { t1=*(x+j); t2=*(y+j); *(x+j)=*(x+i); *(y+j)=*(y+i); *(x+i)=t1; *(y+i)=t2; } K=M; while(j>=K) { j-=K; K/=2; } j+=K; } if(I==-1)//нормализация при обратном преобразовании { for(i=0;i { *(x+i)/=N; *(y+i)/=N; } } } Таблица векторов прерываний //************************************************************************** //* S/W Interrupts //************************************************************************** SINT17 return_enable nop nop nop SINT18 return_enable nop nop nop SINT19 return_enable nop nop nop SINT20 return_enable nop nop nop SINT21 return_enable nop nop nop SINT22 return_enable nop nop nop SINT23 return_enable nop nop nop SINT24 return_enable nop nop nop SINT25 return_enable nop nop nop SINT26 return_enable nop nop nop SINT27 return_enable nop nop nop SINT28 return_enable nop nop nop SINT29 return_enable nop nop nop SINT30 return_enable nop nop nop //************************************************************************** //* Rest of the Interrupts //************************************************************************** INT0: return_enable nop nop nop INT1: return_enable nop nop nop INT2: return_enable nop nop nop TINT0: dgoto timer_interrupt nop nop BRINT0: return_enable nop nop nop BXINT0: return_enable nop nop nop TRINT: return_enable nop nop nop TXINT: return_enable nop nop nop INT3: return_enable nop nop nop HPINT: return_enable nop nop nop BRINT1: dgoto McBSP1_Rinterrupt nop nop BXINT1: return_enable nop nop nop DMAC4: return_enable nop nop nop DMAC5: return_enable nop nop nop short Blackman[]= {0.00000,0.00001,0.00005,0.00012,0.00022,0.00034,0.00049,0.00067,0.00087,0.00111, 0.00137,0.00166,0.00197,0.00232,0.00269,0.00310,0.00353,0.00399,0.00448,0.00500, 0.00555,0.00614,0.00675,0.00739,0.00807,0.00878,0.00952,0.01029,0.01110,0.01194, 0.01282,0.01373,0.01467,0.01565,0.01667,0.01772,0.01881,0.01994,0.02111,0.02231, 0.02356,0.02484,0.02617,0.02753,0.02894,0.03039,0.03188,0.03341,0.03499,0.03661, 0.03828,0.03999,0.04175,0.04356,0.04541,0.04731,0.04926,0.05126,0.05331,0.05541, 0.05755,0.05975,0.06201,0.06431,0.06667,0.06908,0.07154,0.07406,0.07663,0.07926, 0.08195,0.08469,0.08749,0.09035,0.09326,0.09623,0.09926,0.10235,0.10550,0.10871, 0.11198,0.11531,0.11870,0.12215,0.12567,0.12924,0.13288,0.13658,0.14034,0.14416, 0.14805,0.15200,0.15601,0.16008,0.16422,0.16842,0.17269,0.17701,0.18140,0.18586, 0.19037,0.19495,0.19959,0.20430,0.20906,0.21389,0.21878,0.22373,0.22874,0.23382, 0.23895,0.24415,0.24940,0.25471,0.26009,0.26552,0.27100,0.27655,0.28215,0.28781, 0.29352,0.29929,0.30512,0.31099,0.31692,0.32290,0.32893,0.33501,0.34114,0.34732, 0.35354,0.35981,0.36613,0.37249,0.37889,0.38534,0.39183,0.39835,0.40492,0.41152, 0.41816,0.42483,0.43154,0.43828,0.44505,0.45185,0.45868,0.46553,0.47241,0.47932, 0.48624,0.49319,0.50016,0.50714,0.51415,0.52116,0.52819,0.53523,0.54228,0.54934, 0.55641,0.56348,0.57055,0.57763,0.58470,0.59178,0.59885,0.60591,0.61297,0.62001, 0.62705,0.63407,0.64108,0.64807,0.65505,0.66200,0.66893,0.67584,0.68272,0.68958, 0.69640,0.70319,0.70995,0.71668,0.72337,0.73001,0.73662,0.74319,0.74971,0.75618, 0.76261,0.76898,0.77530,0.78157,0.78779,0.79394,0.80004,0.80608,0.81205,0.81795, 0.82380,0.82957,0.83527,0.84090,0.84646,0.85194,0.85735,0.86267,0.86792,0.87308, 0.87817,0.88316,0.88807,0.89289,0.89763,0.90227,0.90682,0.91127,0.91563,0.91990, 0.92406,0.92813,0.93209,0.93596,0.93972,0.94337,0.94692,0.95037,0.95370,0.95693, 0.96005,0.96305,0.96595,0.96873,0.97140,0.97395,0.97639,0.97871,0.98092,0.98300, 0.98497,0.98682,0.98855,0.99017,0.99166,0.99302,0.99427,0.99540,0.99640,0.99728, 0.99804,0.99867,0.99918,0.99957,0.99984,0.99998,0.99999,0.99988,0.99965,0.99930, 0.99882,0.99822,0.99749,0.99664,0.99567,0.99458,0.99336,0.99202,0.99056,0.98898, 0.98728,0.98546,0.98353,0.98147,0.97929,0.97700,0.97459,0.97207,0.96943,0.96668, 0.96381,0.96084,0.95775,0.95455,0.95124,0.94782,0.94430,0.94067,0.93694,0.93310, 0.92916,0.92512,0.92099,0.91675,0.91241,0.90798,0.90346,0.89884,0.89413,0.88933, 0.88444,0.87947,0.87441,0.86927,0.86404,0.85873,0.85335,0.84789,0.84235,0.83674, 0.83105,0.82530,0.81948,0.81358,0.80763,0.80161,0.79553,0.78939,0.78319,0.77693, 0.77063,0.76426,0.75785,0.75139,0.74488,0.73833,0.73173,0.72509,0.71842,0.71170, 0.70495,0.69817,0.69135,0.68450,0.67763,0.67073,0.66380,0.65685,0.64988,0.64290, 0.63589,0.62887,0.62184,0.61479,0.60774,0.60068,0.59361,0.58654,0.57946,0.57239, 0.56531,0.55824,0.55117,0.54411,0.53706,0.53002,0.52298,0.51596,0.50896,0.50197, 0.49500,0.48804,0.48111,0.47420,0.46731,0.46045,0.45362,0.44681,0.44003,0.43328, 0.42657,0.41988,0.41324,0.40662,0.40005,0.39351,0.38702,0.38056,0.37415,0.36777, 0.36145,0.35516,0.34893,0.34274,0.33659,0.33050,0.32446,0.31846,0.31252,0.30663, 0.30080,0.29501,0.28929,0.28361,0.27800,0.27244,0.26693,0.26149,0.25610,0.25077, 0.24550,0.24029,0.23514,0.23005,0.22502,0.22006,0.21515,0.21031,0.20552,0.20080, 0.19615,0.19155,0.18702,0.18255,0.17814,0.17380,0.16952,0.16530,0.16115,0.15706, 0.15303,0.14907,0.14516,0.14132,0.13755,0.13383,0.13018,0.12659,0.12306,0.11959, 0.11618,0.11284,0.10955,0.10633,0.10316,0.10006,0.09701,0.09403,0.09110,0.08823, 0.08541,0.08265,0.07995,0.07731,0.07472,0.07219,0.06971,0.06729,0.06492,0.06260, 0.06033,0.05812,0.05596,0.05385,0.05179,0.04977,0.04781,0.04590,0.04403,0.04222, 0.04045,0.03872,0.03704,0.03541,0.03382,0.03227,0.03077,0.02931,0.02789,0.02652, 0.02518,0.02389,0.02263,0.02142,0.02024,0.01910,0.01800,0.01694,0.01591,0.01492, 0.01397,0.01305,0.01217,0.01132,0.01050,0.00972,0.00897,0.00825,0.00757,0.00691, 0.00629,0.00570,0.00514,0.00461,0.00411,0.00364,0.00320,0.00279,0.00241,0.00206, 0.00174,0.00144,0.00117,0.00093,0.00072,0.00053,0.00038,0.00025,0.00014,0.00007, 0.00002}; short Wre[]= {1.00000,0.99998,0.99992,0.99983,0.99970,0.99953,0.99932,0.99908,0.99880,0.99848, 0.99812,0.99773,0.99729,0.99682,0.99632,0.99577,0.99519,0.99457,0.99391,0.99322, 0.99249,0.99172,0.99091,0.99007,0.98919,0.98827,0.98731,0.98632,0.98529,0.98423, 0.98312,0.98198,0.98080,0.97959,0.97834,0.97705,0.97573,0.97437,0.97297,0.97153, 0.97006,0.96855,0.96701,0.96543,0.96381,0.96216,0.96047,0.95875,0.95698,0.95519, 0.95335,0.95148,0.94958,0.94764,0.94566,0.94365,0.94160,0.93952,0.93740,0.93525, 0.93306,0.93084,0.92858,0.92628,0.92396,0.92159,0.91919,0.91676,0.91430,0.91179, 0.90926,0.90669,0.90409,0.90145,0.89878,0.89607,0.89333,0.89056,0.88775,0.88491, 0.88204,0.87913,0.87619,0.87322,0.87022,0.86718,0.86411,0.86100,0.85787,0.85470, 0.85150,0.84827,0.84501,0.84171,0.83838,0.83503,0.83164,0.82821,0.82476,0.82128, 0.81776,0.81422,0.81064,0.80704,0.80340,0.79973,0.79604,0.79231,0.78855,0.78477, 0.78095,0.77711,0.77323,0.76933,0.76540,0.76143,0.75744,0.75343,0.74938,0.74530, 0.74120,0.73707,0.73291,0.72873,0.72451,0.72027,0.71600,0.71171,0.70739,0.70304, 0.69867,0.69426,0.68984,0.68538,0.68091,0.67640,0.67187,0.66732,0.66274,0.65813, 0.65350,0.64885,0.64417,0.63947,0.63474,0.62999,0.62521,0.62042,0.61559,0.61075, 0.60588,0.60099,0.59608,0.59114,0.58619,0.58121,0.57620,0.57118,0.56614,0.56107, 0.55598,0.55088,0.54575,0.54060,0.53543,0.53024,0.52503,0.51980,0.51455,0.50928, 0.50400,0.49869,0.49336,0.48802,0.48266,0.47728,0.47188,0.46646,0.46103,0.45558, 0.45011,0.44463,0.43912,0.43361,0.42807,0.42252,0.41696,0.41137,0.40578,0.40016, 0.39454,0.38889,0.38324,0.37756,0.37188,0.36618,0.36046,0.35474,0.34900,0.34324, 0.33748,0.33170,0.32590,0.32010,0.31428,0.30846,0.30262,0.29677,0.29090,0.28503, 0.27915,0.27325,0.26735,0.26143,0.25551,0.24958,0.24363,0.23768,0.23172,0.22575, 0.21977,0.21378,0.20779,0.20178,0.19577,0.18976,0.18373,0.17770,0.17166,0.16562, 0.15956,0.15351,0.14744,0.14138,0.13530,0.12922,0.12314,0.11705,0.11096,0.10486, 0.09876,0.09266,0.08655,0.08044,0.07432,0.06820,0.06208,0.05596,0.04984,0.04371, 0.03758,0.03146,0.02532,0.01919,0.01306,0.00693,0.00080,-0.00534,-0.01147,-0.01760, -0.02373,-0.02986,-0.03599,-0.04212,-0.04825,-0.05437,-0.06049,-0.06662,-0.07273, -0.07885,-0.08496,-0.09107,-0.09718,-0.10328,-0.10938,-0.11547,-0.12156,-0.12764, -0.13372,-0.13980,-0.14587,-0.15193,-0.15799,-0.16404,-0.17009,-0.17613,-0.18217, -0.18819,-0.19421,-0.20022,-0.20623,-0.21223,-0.21821,-0.22420,-0.23017,-0.23613, -0.24209,-0.24803,-0.25397,-0.25990,-0.26581,-0.27172,-0.27762,-0.28350,-0.28938, -0.29524,-0.30110,-0.30694,-0.31277,-0.31859,-0.32440,-0.33019,-0.33598,-0.34175, -0.34750,-0.35325,-0.35898,-0.36470,-0.37040,-0.37609,-0.38176,-0.38742,-0.39307, -0.39870,-0.40432,-0.40992,-0.41551,-0.42108,-0.42663,-0.43217,-0.43769,-0.44320, -0.44869,-0.45416,-0.45962,-0.46505,-0.47047,-0.47588,,-0.48126,-0.48663,-0.49198, -0.49731,-0.50262,-0.50791,-0.51318,-0.51844,-0.52367-0.52889,-0.53408,-0.53926, -0.54441,-0.54955,-0.55466,-0.55975,-0.56482,-0.56987,-0.57490,-0.57991,-0.58489, -0.58986,-0.59480,-0.59972,-0.60461,-0.60949,-0.61434,-0.61917,-0.62397,-0.62875, -0.63351,-0.63824,-0.64295,-0.64764,-0.65230,-0.65693,-0.66154,-0.66613,-0.67069, -0.67523,-0.67974,-0.68422,-0.68868,-0.69312,-0.69753,-0.70191,-0.70626,-0.71059, -0.71489,-0.71917,-0.72341,-0.72763,-0.73183-0.73599,-0.74013,-0.74424,-0.74832, -0.75238,-0.75640,-0.76040,-0.76437,-0.76831,-0.77222,-0.77610,-0.77996,-0.78378, -0.78757,-0.79134,-0.79507,-0.79878,-0.80245,-0.80610,-0.80971,-0.81329,-0.81685, -0.82037,-0.82386,-0.82732,-0.83075,-0.83415,-0.83751,-0.84085,-0.84415,-0.84743, -0.85067,-0.85387,-0.85705,-0.86019,-0.86330,-0.86638,-0.86943,-0.87244,-0.87542, -0.87837,-0.88129,-0.88417,-0.88702,-0.88983,-0.89261,-0.89536,-0.89808,-0.90076, -0.90340,-0.90602,-0.90859,-0.91114,-0.91365,-0.91613,-0.91857,-0.92097,-0.92335, -0.92568,-0.92799,-0.93025,-0.93249,-0.93468,-0.93685,-0.93897,-0.94107,-0.94312, -0.94514,-0.94713,-0.94908,-0.95099,-0.95287,-0.95471,-0.95652,-0.95829,-0.96003, -0.96172,-0.96339,-0.96501,-0.96660,-0.96816,-0.96967,-0.97115,-0.97260,-0.97401, -0.97538,-0.97671,-0.97801,-0.97927,-0.98049,-0.98168,-0.98283,-0.98394,-0.98502, -0.98606,-0.98706,-0.98802,-0.98895,-0.98984,-0.99070,-0.99151,-0.99229,-0.99303, -0.99374,-0.99440,-0.99503,-0.99562,-0.99618,-0.99670,-0.99717,-0.99762,-0.99802, -0.99839,-0.99872,-0.99901,-0.99926,-0.99948,-0.99966,-0.99980,-0.99990,-0.99997}; short Wim[]= {0.00000,-0.00613,-0.01227,-0.01840,-0.02453,-0.03066,-0.03679,-0.04292,-0.04904,-0.05517, -0.06129,-0.06741,-0.07353,-0.07964,-0.08575,-0.09186,-0.09797,-0.10407,-0.11017,-0.11626, -0.12235,-0.12843,-0.13451,-0.14059,-0.14666,-0.15272,-0.15878,-0.16483,-0.17088,-0.17692, -0.18295,-0.18897,-0.19499,-0.20100,-0.20701,-0.21300,-0.21899,-0.22497,-0.23094,-0.23691, -0.24286,-0.24880,-0.25474,-0.26066,-0.26658,-0.27249,-0.27838,-0.28427,-0.29014,-0.29601, -0.30186,-0.30770,-0.31353,-0.31935,-0.32515,-0.33094,-0.33673,-0.34249,-0.34825,-0.35399, -0.35972,-0.36544,-0.37114,-0.37683,-0.38250,-0.38816,-0.39380,-0.39943,-0.40505,-0.41065, -0.41623,-0.42180,-0.42735,-0.43289,-0.43841,-0.44391,-0.44940,-0.45487,-0.46032,-0.46576, -0.47118,-0.47658,-0.48196,-0.48732,-0.49267,-0.49800,-0.50331,-0.50860,-0.51387,-0.51912, -0.52435,-0.52956,-0.53476,-0.53993,-0.54508,-0.55021,-0.55532,-0.56041,-0.56548,-0.57053, -0.57555,-0.58056,-0.58554,-0.59050,-0.59544,-0.60036,-0.60525,-0.61012,-0.61497,-0.61979, -0.62459,-0.62937,-0.63412,-0.63885,-0.64356,-0.64824,-0.65290,-0.65753,-0.66214,-0.66672, -0.67128,-0.67582,-0.68032,-0.68480,-0.68926,-0.69369,-0.69810,-0.70247,-0.70683,-0.71115, 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