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OK1VKZ > TECHNICS 07.09.04 00:31l 45 Lines 2372 Bytes #999 (0) @ WW
BID : 69EOK0PPL057
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Subj: Re:Lowpass filter 5MHz (G8MNY)
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From: OK1VKZ @ OK0PPL.#BOH.CZE.EU (Zdenek)
To:   TECHNICS @ WW
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Ad "Lowpass filter for 5MHz" from G8MNY et al. :

Supposing, both L´s in the first design are 2uH and the L´s in the second one 
are 2uH and 1.5uH respectively, and R(in)=R)out)=50 Ohms, I have some remarks:
(1) To both schemes : Their VSWR is by 3.5 MHz and above hardly admissible 
[>1.5].
(2) For lower decrement in permeable band (below their cut-off frequency) and 
good suppression on higher frequencies, there are the much preferable "4K" or 
Butterworth´s filters.
(3) There are good-class freeware programs enabling LC filter design (e.g. 
ELSIE - Student edition - up to LC filters of order 7) or their analysis at 
least (e.g. SIMetrix Intro). Both mentioned are in English and freely 
available to download on internet (www.tonnesoftware.com ; www.catena.uk.com).
(4) Indisputably, they are other free programs for this reason too. But using 
this two I´ve got indisputable experience, that their results differ quite 
insignificant one another. And if by practical realization significant 
deviations occured, the difference was always caused by a mistake or 
inaccuracy in realization.
(5) To support my remarks mentioned above, I show most important results 
obtained with ELSIE and verified with SIMetrix on both filters published by 
G8MNY [(A) ; (B)].
 Furthermore I add a filter "4K" [(C)], which was designed per ELSIE for 
cut-off (-3dB) frequency 8 MHz. (The exactly computed results of L&C 
components "4K" were rounded to tens of pF and to tenths of uH, and with this 
rounded values the properties of this "4K" were computed again, then realized 
and gauged. These rounded values are : C1=C3=360 pF ; C2=720 pF ; L1=L2=1.8 
uH)

Cut-off (-3 dB) = (A)8.756 (B)7.388 (C)7.905 MHz
VSWR (3.5 MHz) = (A)1.78 (B)1.62 (C)1.19
VSWR (5 MHz) = (A)2.14 (B)2.18 (C)1.29
transmission (3.5 MHz) = (A)-0.440 (B)-0.339 (C)-0.123 dB
transmission (5 MHz) = (A)-0.737 (B)-0.800 (C)-0.212 dB
transmission (10 MHz) = (A)-9.4 (B)-50 (C)-14 dB
transmission (20 MHz) = (A)-43 (B)-37 (C)-47 dB
transmission (50 MHz) = (A)-84 (B)-59 (C)-88 dB

Moral of the story : Just a few hams have access to  measuring instruments of 
really good-class. But almost each of us can get some freeware computing 
programs of adequate quality and learn to use them ... 

73´s to all de Zdenek OK1VKZ


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