Hi Guys,
I bought a device that is used for T-Coils and induction hearing aids. I wanted to see how it worked, and whether I could a) replicate it, and b) improve its range.
Its a device with a 3.5mm headphone jack, that attaches to a 10uF cap, the negative side of the cap to a toroidal inductor, and then back to gnd. A thick loop of wire passes through the toroidal inductor and is supposed to hang around the users neck. Then the audio signal is induced to the hearing aid.
Ive been reading a bit about LC circuits, and I was wondering firstly, if I know the value of the capacitor, and assume that the heighest frequency the human ear can hear is 20Khz, sampled at 40(ish) KHz, can I work out the henries of the indcutor. I assume you would place the resonant frequency at the top end of the human voice (about 8Khz) and work the equation backwards.
So if resonant freq in hz = 1/(2*PI*sqrt(LC))
then L = ((1/(2*PI*f))^2)/C
If C = 0.00001 F
and freq = 8000 Hz
then L = 3.96*10^(-5) Henries.
If that is right(???) how could I then work out the range at which i would be able to pick up the signal?
thanks guys
I bought a device that is used for T-Coils and induction hearing aids. I wanted to see how it worked, and whether I could a) replicate it, and b) improve its range.
Its a device with a 3.5mm headphone jack, that attaches to a 10uF cap, the negative side of the cap to a toroidal inductor, and then back to gnd. A thick loop of wire passes through the toroidal inductor and is supposed to hang around the users neck. Then the audio signal is induced to the hearing aid.
Ive been reading a bit about LC circuits, and I was wondering firstly, if I know the value of the capacitor, and assume that the heighest frequency the human ear can hear is 20Khz, sampled at 40(ish) KHz, can I work out the henries of the indcutor. I assume you would place the resonant frequency at the top end of the human voice (about 8Khz) and work the equation backwards.
So if resonant freq in hz = 1/(2*PI*sqrt(LC))
then L = ((1/(2*PI*f))^2)/C
If C = 0.00001 F
and freq = 8000 Hz
then L = 3.96*10^(-5) Henries.
If that is right(???) how could I then work out the range at which i would be able to pick up the signal?
thanks guys
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