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Mic Kaczmarczik's Bass Cutoff Frequencies Information

Bass Cutoff Frequencies

This directory contains USENET articles Mic has saved about guitars, equipment, pickup, techniques, players, and so on. Mic has graciously granted permission to post the stuff on the JT30 page on the off chance that it might be useful in the context of Blues Harmonica. Mic is not responsible for the content, just the collection.

Circuits

Bass Cutoff Frequencies
From mgarvi--(at)--anix.com Thu Nov 2 16:46:08 CST 1995
Article: 4903 of alt.guitar.amps
From: mgarvi--(at)--anix.com (Mark Garvin)
Newsgroups: alt.guitar.amps
Subject: Re: Pro Reverb
Date: 2 Nov 1995 11:29:54 -0500
Organization: PANIX Public Access Internet and Unix, NYC
Lines: 90
Message-ID: <47arm2$as--(at)--anix2.panix.com>
References: <473he4$pf--(at)--ewsbf02.news.aol.com> <473tpe$jo--(at)--anix2.panix.com>
NNTP-Posting-Host: panix2.panix.com


>>coupling cap from .02 to .2 mF? According to Weber, this is supposed to
>>let more mids and lows through. Perhaps this cap value could be decreased
>>to reduce bass response.


>In <473tpe$jo--(at)--anix2.panix.com> mgarvi--(at)--anix.com (Mark Garvin) writes:
>
>That's correct. You could compute the corner frequency for rolloff by:
>
> Freq = 160000 / (cap_in_uf * resistor)
>
>where 'resistor' is the total resistance to ground on the 'right'
>side of the cap. Don't remember which cap you're referring to, but
>the resistor is probably the grid resistor of the next stage.
>
>Ex: Low E on the guitar is 82.4 hz, so a .002 cap and 1meg grid
>resistor would roll of your low E string about 3db.
>
> Freq = 160000 / (.002 * 1meg)
>
>You can see that if the next resistor is 1 meg, changing from .02
>to .2 is overkill.


I got some email about my previous posting about bass cutoff frequencies,
so I guess I wasn't clear enough. I'll try again:


|| C
-----------------||--------+----------
|| /
/ R
/
/
|
-----
---
-


In this type of circuit, the bass will start rolling off at
a frequency determined by the cap and resistor values. The
formula for computing the 3db-down point (corner frequency) is:


159155
F = --------
R * C


F is the frequency in hertz
R is ohms
C is microfarads


The 'magic number' 159155 is derived from 1000000 / (2 * pi).
The 1000000 eliminates the need to state capacitance in farads.
The 2 * pi has to do with rotational velocity of a sine wave at the
frequency in question. You don't really have to know about this.
Components are just not that precise, so I generally just use 160k.


The three variables can be interchanged freely to derive two other
similar equations--for situations where you want to compute C or R:


159155
C = --------
R * F


or...


159155
R = --------
C * F


So if you had a 1 meg grid resistor and wanted to find the
value of cap that would reduce your low E string volume by 3db,
use:


160000
C = ----------------
80hz * 1000000


80hz is the approx freq of the low E string (actually 82.4hz)
1000000 is the value of the grid resistor in ohms.
This tells you that you need a .002 uf cap to do it.


------------------------------------------------------------------


For high-freq rolloff, reverse the positions of the cap and the
resistor in the ascii schematic. Don't forget that you still
need a DC-blocking cap if you are working with a coupling circuit.


Hope this is a bit more clear this time.


Mark Garvin





 

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