Match n Freq 6.532 freeware
Pulse shaping filter program that finds the pole-zero locations of a transfer function, H(s), for a matched filter. H(s) equals a -desired- signal (Yout) divided by a given input signal (Yin). Both Yout and Yin are functions of frequency. Group delay may also be calculated to compliment a given data set, thus, providing a flat group delay. Another improved productivity example do to using Calculus (level) programming.
| Author | Optimal Designs Enterprise |
| Released | 2020-06-02 |
| Filesize | 3.94 MB |
| Downloads | 1801 |
| OS | Win2000, Windows XP, Windows 7 x32, Windows 7 x64, Windows 8, Windows 10, WinServer, WinOther, Windows Vista, Windows Vista x64 |
| Installation | Install and Uninstall |
| Keywords | Matched Filter, pulse slimming, pulse shaping, Intersymbol Interference, Optimization, Calculus Programming |
| Users' rating (15 rating) |
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| 6.532 | Jun 2, 2020 | Major Update | Several equations found to have errors (from 1980!) … see ‘factor’ routine for more. Group Delay definition on the internet changed the way it is calculated here … Group Delay = - Partial[ H( j ω)] / ω … see ‘gDelay’ routine in ‘freq*.fc’ file. |
| 6.52 | Jan 27, 2020 | Major Update | Several equations found to have errors (from 1980!) … see ‘factor’ routine for more. Group Delay definition on the internet changed the way it is calculated here … Group Delay = - Partial[ H( j ω)] / ω … see ‘gDelay’ routine in ‘freq*.fc’ file. |
| 6.5 | Jan 11, 2020 | Major Update | Several equations found to have errors (from 1980!) … see ‘factor’ routine for more. Group Delay definition on the internet changed the way it is calculated here … Group Delay = - Partial[ H( j ω)] / ω … see ‘gDelay’ routine in ‘freq*.fc’ file. |
