Таблица F3.A-1.6 Свертка 2-х векторов (r)X[t] и (r)H[t] длины T=16 GF( 1 + 223 ) = GF( 1 + 28 ) = GF( F3 ) в (A-1)-арифметике, T–1 = 1/T = 0'11110000B = -16 Результаты в (A-1)-арифметике в виде 9-битовых слов = ПСАНВ± mod F3, т.е. в диапазоне [128..+128] |
t |
(r)X[t] вх.Сигнал |
(r)X[f]= ЧПФ((r)X[t]) |
(r)H[t] вх.Сигнал |
(r)H[f]= ЧПФ((r)H[t]) |
(r)E[f]= (r)X[f]·(r)H[f] |
(r)E[t]= оЧПФ((r)E[f]) |
(r)G[t]= (r)E[t]/T mod F2 |
0 0'10111111 = -65 0'11000010 = -62 0'00000000 = 1 0'00000010 = 3 0'01000110 = 71 0'11110100 = -12 0'10111111 = -65 1 0'01111111 = 128 0'11001100 = -52 0'00000001 = 2 0'00000100 = 5 0'11111101 = -3 0'11100000 = -32 0'11111110 = -2 2 0'10000011 =-125 0'11110101 = -11 1'00000000 = 0 0'00001000 = 9 0'10011101 = -99 0'00100111 = 40 0'10000010 =-126 3 1'00000000 = 0 0'10011010 =-102 1'00000000 = 0 0'00010000 = 17 0'01000000 = 65 0'01101111 = 112 0'00000110 = 7 4 1'00000000 = 0 0'00110011 = 52 1'00000000 = 0 0'00100000 = 33 0'10101101 = -83 1'00000000 = 0 1'00000000 = 0 5 1'00000000 = 0 0'10100001 = -95 1'00000000 = 0 0'01000000 = 65 0'11111001 = -7 1'00000000 = 0 1'00000000 = 0 6 1'00000000 = 0 0'01100111 = 104 1'00000000 = 0 0'10000000 =-128 0'00110011 = 52 1'00000000 = 0 1'00000000 = 0 7 1'00000000 = 0 0'10100000 = -96 1'00000000 = 0 1'00000000 = 0 1'00000000 = 0 1'00000000 = 0 1'00000000 = 0 8 1'00000000 = 0 0'11000011 = -61 1'00000000 = 0 0'11111111 = -1 0'00111100 = 61 1'00000000 = 0 1'00000000 = 0 9 1'00000000 = 0 0'11001110 = -50 1'00000000 = 0 0'11111101 = -3 0'10010101 =-107 1'00000000 = 0 1'00000000 = 0 10 1'00000000 = 0 0'11111001 = -7 1'00000000 = 0 0'11111001 = -7 0'00110000 = 49 1'00000000 = 0 1'00000000 = 0 11 1'00000000 = 0 0'10100010 = -94 1'00000000 = 0 0'11110001 = -15 0'01111100 = 125 1'00000000 = 0 1'00000000 = 0 12 1'00000000 = 0 0'01000011 = 68 1'00000000 = 0 0'11100001 = -31 0'11001100 = -52 1'00000000 = 0 1'00000000 = 0 13 1'00000000 = 0 0'11000001 = -63 1'00000000 = 0 0'11000001 = -63 0'01110001 = 114 1'00000000 = 0 1'00000000 = 0 14 1'00000000 = 0 0'10100111 = -89 1'00000000 = 0 0'10000001 =-127 0'11111011 = -5 1'00000000 = 0 1'00000000 = 0 15 1'00000000 = 0 0'00011111 = 32 1'00000000 = 0 0'00000001 = 2 0'00111111 = 64 1'00000000 = 0 1'00000000 = 0 |