Cartridge Loading for a phono pre amp

@atmasphere I read this thread with great interest. This is the first time I've heard what you said. Magazines, manufacturers etc. have not mentioned this. So I change the loading to the 47kohms on my Musical Fidelity NuVista Vinyl stage and lo and beholds it sounds significantly better. I'm not a tech guy so I follow along as well as possible but I certainly notice a positive difference. Thank you!

The preamp sounded terrible, no matter what load or resistance setting.  There was an element of distortion or "haze" that hung over every instrument or vocal passage.  It sounded awful.  And I went down the path of every single dip switch position and I could not discern any  noticable audible difference.  Stanley Clark bass slam, Pavorati opera with chorus accompaniment, all sounded hazy and distorted.  I had to shut the unit down it sounded so bad.  I did 2 listening sessions; the second after cleaning all interconnects and making sure all contacts were snug and tight, same results.  The unit has been shipped back to Spain for "review".  I am always quick to grab something affordable that Stereophile recommends that is a bargain.  In this case Mikey Fremer spoke highly of this unit, The Vinyl phono preamp.  I'll let you know what they find when they "review" my unit.

I was the one who wrote previously about Faraday's Law and Lenz's law in support of Carr's assertion.

For your information, I have designed DIY phono stages that embody the characteristics that he espouses- very high supersonic overload characteristics for example- and are extremely compliant to the RIAA characteristic, very low noise, and essentially unmeasurably low distortion. There are several hundred of them out there...

In any case, there are no conservation of energy issues here. The mechanical energy of the groove wall reaction to the gravity induced downforce (i.e. the forced motion of the stylus) "uses" Faraday's law to produce an output EMF (voltage). That voltage produces a current that complies with Lenz's law- which essentially defines the inductance of the coil and occurs as an energy conservation consequence- and that current is defined by the total impedance of the coil- the inductance, the capacitance and resistance- the equivalent load impedance in fact.

The back emf is just due to the inductance, and is proportional to the frequency.

For a 10uH inductance at 20kHz, the impedance is about 1.6ohms, so relative to a 100 ohm R the back emf generated that opposes the input voltage is about 1.6/100 of the input voltage, and 90degrees out of phase, so it's about 0.1dB of the signal amplitude.

Yes, the back emf opposes the motion of the cartridge, but it's very small compared to the generated voltage- which is due to the conversion of mechanical energy to electrical energy as described above- and essentially can be ignored in calculating the dynamics of the cartridge arm system.