FIR Filter Data

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Filter DAMPS_279_24

Impulse Response

Impulse Response

Transfer Function

Transfer Function

The filter data was provided by Author Chang Chip-Hong. It was used in [1].

Filter Coefficients

-106696 213723 -133754 93456 32539 -55028 32705 28867 -38987 7316 31400 -26559 -8867 31641 -13601 -20339 28037 -304 -27403 20421 12411 -29697 9522 22950 -26810 -3258 29811 -19177 -16043 31813 -7588 -26953 28289 6203 -33827 19400 20132 -35403 6271 31722 -30708 -9267 38886 -20235 -24719 39825 -4953 -37416 33909 12702 -44847 21242 30152 -45208 3543 44125 -37503 -16963 51987 -22496 -36581 51367 -1458 -52266 41868 21980 -60345 23606 44451 -58676 -1185 62104 -46773 -28409 70549 -24792 -54303 67610 4446 -73939 52338 36807 -83088 25735 66983 -78644 -9241 89475 -59532 -47669 99207 -26774 -83448 92709 15909 -109851 68377 62804 -120871 27525 106456 -111849 -25843 138812 -80685 -84878 152162 -28201 -140722 140276 41246 -183255 99334 120090 -202178 28790 197798 -187932 -68409 261655 -132512 -185779 297144 -29243 -313994 287737 128777 -441832 211801 354887 -557222 29431 691853 -649107 -380909 1334004 -708183 -1866799 4944867 10456287 4944867 -1866799 -708183 1334004 -380909 -649107 691853 29431 -557222 354887 211801 -441832 128777 287737 -313994 -29243 297144 -185779 -132512 261655 -68409 -187932 197798 28790 -202178 120090 99334 -183255 41246 140276 -140722 -28201 152162 -84878 -80685 138812 -25843 -111849 106456 27525 -120871 62804 68377 -109851 15909 92709 -83448 -26774 99207 -47669 -59532 89475 -9241 -78644 66983 25735 -83088 36807 52338 -73939 4446 67610 -54303 -24792 70549 -28409 -46773 62104 -1185 -58676 44451 23606 -60345 21980 41868 -52266 -1458 51367 -36581 -22496 51987 -16963 -37503 44125 3543 -45208 30152 21242 -44847 12702 33909 -37416 -4953 39825 -24719 -20235 38886 -9267 -30708 31722 6271 -35403 20132 19400 -33827 6203 28289 -26953 -7588 31813 -16043 -19177 29811 -3258 -26810 22950 9522 -29697 12411 20421 -27403 -304 28037 -20339 -13601 31641 -8867 -26559 31400 7316 -38987 28867 32705 -55028 32539 93456 -133754 213723 -106696

Filter Info

Filter TypeLow Pass?
Passband Edge 
Passband Ripple 
Stopband Edge 
Stopband Attenuation 

Coefficient Info

Number of Taps279
Symetrical Filter1
Effectifve Taps279
Unique Coeff values140
Max. Word Length24
Gain16948255
Fixpoint offset2-24
Ones for Binary1179
Max. Ones for Binary16 (LD 4)
Nonzeros for CSD869
Max. Nonzeros for CSD10 (LD 4)
Lower Bound LD4
Lower Bound LO141

References


[1] C. H. Chang and M. Faust, "On `A new common subexpression elimination algorithm for realizing low-complexity higher order digital filters'," \emph{IEEE Trans. Computer-Aided Design of Integrated Circuits and Systems},vol. 29, no. 5, pp. 844–848, May 2010.

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Page last modified on October 26, 2009, at 11:22 AM