I learned here last year, it takes some research to get it. Then, if like me, I forget what I learned.
Take it apart, look at it, see how they physically change, then: STOP!
research your cartridge, then change settings.
47K is for the majority of MM cartridges, it’s like PASS on a SUT if running a MM thru it.
The lower ohm settings are for various low output MC cartridges (LOMC), each having two important specs:
signal strength ( .. mV;) needs boosting (x factor)
internal resistance ( .. ohms) needs/becomes boosted (relative to x factor squared)
this is the trickiest part. result is what resistance is ’shown to’ the MM input.
the ’starting goal’ for ’shown impedance’ is: cartridge internal impedance multiplied by 10. then, up or down from there.
i.e. my AT33PTG/II has signal strength .3mV and internal resistance of 10 ohms.
I need an x factor high enough to get the signal high enough for my MM Phono input
and, I would like to have the impedance shown to the MM 47k input to be around 100 ohms.
x factor effects the impedance by a formula involving x-factor squared.
I better stop now, anyway, take it apart!
Take it apart, look at it, see how they physically change, then: STOP!
research your cartridge, then change settings.
47K is for the majority of MM cartridges, it’s like PASS on a SUT if running a MM thru it.
The lower ohm settings are for various low output MC cartridges (LOMC), each having two important specs:
signal strength ( .. mV;) needs boosting (x factor)
internal resistance ( .. ohms) needs/becomes boosted (relative to x factor squared)
this is the trickiest part. result is what resistance is ’shown to’ the MM input.
the ’starting goal’ for ’shown impedance’ is: cartridge internal impedance multiplied by 10. then, up or down from there.
i.e. my AT33PTG/II has signal strength .3mV and internal resistance of 10 ohms.
I need an x factor high enough to get the signal high enough for my MM Phono input
and, I would like to have the impedance shown to the MM 47k input to be around 100 ohms.
x factor effects the impedance by a formula involving x-factor squared.
I better stop now, anyway, take it apart!