Cartridge dynamic behaviour

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This is wrong, 500K in parallel with whatever makes 21k is a very different result.

I said you can not use any two resistors with the same parallel value. I will not remove my post and you can carry on as you wish.
Use the calculation model that I have published today and you will see what happens with gain when inserting a 500K resistor.
I can't imagine someone doing this, but the model gives the right answer anyhow.
I'm somewhat flabbergasted by your unwillingness to cooperate in something where you had no cooperation whatsoever, despite my offering to correct all possible errors.
That makes that this addendum is sentenced to death.


Hans
 
Only got half the data (and some of it not entirely sure I can trust without measuring myself) but appears I was wrong. The range of normalised output in terms of mV/H varies considerably across the history of cartridges but modern ones seem to have all clustered together. For a x-section of currently available or recently discontinued cartridges the output is 6-10mV/H.


For some of the freeky old skool stuff I have the range is 22-45mV/H. But this was from the era when low inductance was the rage.



Need to find some more figures, and no idea if this means anything or not.
 
I also thought it would be nice to keep the gain at 20dB, that could be my lack of experience whit much of any output variation in carts.
That's where I started, but figured the compromise of gain variation between cartridges was worth the simplicity of the arrangement in this topology.

Besides, I sort of think as a matter of principle, cart output V ought to correlate with L...……


LD
 
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I made the preamp sound like the ( fleetwood Mac ) CD with the same LP.
The preamp is not RIAA compliant but the sound is like a $20k MC cart and RIAA preamp except it has lower noise. The cart + preamp are RIAA compliant.
You may find the L and R response from your cartridge is not equal requiring slight differences in preamp EQ.
 
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I have seen many measurements on the internet of supposed L and R, but I am not sure I trust them. Hopefully from the measurements people have been doing here we can extract some measurements to compare to spec.



For example numbers I found done on a std LCR meter for AT150 generator
Spec 530R 356mH
measured 677R 378mH


That's enough in a 2L-R setup to put the pole 40Hz out which is significant. But the measurements are as likely to be off as the cart.
 
I have seen many measurements on the internet of supposed L and R, but I am not sure I trust them. Hopefully from the measurements people have been doing here we can extract some measurements to compare to spec.



For example numbers I found done on a std LCR meter for AT150 generator
Spec 530R 356mH
measured 677R 378mH


That's enough in a 2L-R setup to put the pole 40Hz out which is significant. But the measurements are as likely to be off as the cart.
Bill,
even when your LCR meter might be a bit off, but a relative measurement between L and R will give a good indication how close the two channels compare.


Hans
 
That’s an imteresting observation, possibly meaning that there is a tolerance in Lc and/or Rc making them slightly different between L and R.
With 47k preamp this is moot, but with an Aurak it becomes obvious.

Hans
Another factor helps mitigate such imbalance in Aurak: variation in R and L are correlated - they arise from the same piece of wire and are codependent upon physical parameters like number of turns.

For the case of a cartridge with 5% correlated mismatch between L&R channel inductance and resistance, with Aurak that maps on to about a 0.5dB mismatch in channel level, not eq.

0.5dB shift in level is the same as for standard 47k loading, if channel output correlates directly with coil inductance.

Either with Aurak or standard loading, normal variation ought not to be a factor in a healthy cartridge. 0.5dB channel level mismatch is trivial in audio terms.

Aurak isn't particularly sensitive to variation in cartridges or between channels - but then neither is standard loading.


LD
 
@Scott
Not exactly, the error is very small but the two resistors fall out of a quadratic equation 5.4K and 4.2K are exact and can be swapped but making them equal gives a slight gain error. You need to be careful any two resistors with the right parallel value definitely do not work without changing the gain which is proportional to the sum which you want to keep equal.
In hindsight, I think I misunderstood your message because of the word "exact".
I thought you were talking about two different problems, but it was probably just the gain change that you tried to mention all the time in case of using two unequal resistors giving a certain value in parallel.
In the example I gave, the difference in overall gain between 4k2//5k4 and 4k7//4K7 is only 0.1db, but f.i. a 3k//10K will make a difference of 2.8dB when using a 500mH+1000 Ohm/180nF combination.
The larger the difference between the two, the more gain you get.
But this is all taken into account in the Excel model I provided.
Aurak, technical reference as addendum to Cart. Dyn. Behav.


Hans
 
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With 47k preamp this is moot, but with an Aurak it becomes obvious.

Hans
I am not so sure it is moot with 47k. The audio frequency capacitance resonance means that differences, especially in "L" will cause some very strange phase shifts between left and right above 5kHz. Far far larger than the effects of 1% component matching in the RIAA network that people worry so much about.
 
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