Re: TEA2025B - Heavy noise over V++
Many ICs do not require an output capacitor in bridge mode. This is because you are connecting the load between the two internal amplifier outputs, which are both at 1/2 Vcc (so the net difference between the output terminals on the load is zero).
The outside foam on the drivers may be bad. You can change it (i.e. re-foam them) either with a generic kit on eBay, or with paper, some patience, and a drop of creativity, like this
:
https://www.badcaps.net/forum/showpo...&postcount=112
It's a bummer that the front mesh is molded and not removable, but if you have to, rip it out. If the foam is completely rotten (like it was in my case above), you will get horrible sound and could even short your amp if the coils inside the drivers scrape too much on the magnets.
Well, at first their formula seemed strange and I couldn't figure it out too, but I think I just did. So they give it out as:
Vout/Vin = R1 / [Rf + R2 + (1 / (jωC1)) ]
So here's how the formula breaks down...
Assuming the feedback capacitor has infinite capacitance, then it is not adding any impedance to that formula - i.e. (1 / (jωC1) is zero.
With that, the formula simplifies to:
Vout/Vin = R1 / (Rf + R2)
Now here is something STmicro didn't mention: R1 = 10 KOhm and R2 = 50 Ohms. I took these numbers from the block diagram on page 1 and just played around with them in the formula above, so that's how I figured it out.
So, with R1 = 10 KOhm, R2 = 50 Ohms, and Rf = 0 Ohms, we have:
Vout/Vin = 10000 / (0 + 50) = 10000 / 50 = 200
Vout/Vin is the voltage gain or Av. It's in Volts/Volts, NOT in decibels (dB). To convert it into decibels, use the following formula:
Av(dB) = 20 * log(Av) = 20 * log(Vout/Vin)
Vout/Vin was found to be 200 above
Av(dB) = 20 * log(200) = 46.0206 dB <-- which agrees with the datasheet.
Next, is the cut-off frequency. Datasheet states with C1 = 100 uF, fc is 32 Hz. Again, I had to do some playing around with the numbers from the block diagram, but I was able to figure it out.
--- It's basically an RC high-pass filter. Here is where our online RC-high pass calculator comes in handy, which can be found here:
http://sim.okawa-denshi.jp/en/CRhikeisan.htm
Plugging in 50 Ohms for the resistance and 100 uF for the capacitance in that online calculator gives 31.83 Hz - again, agreeing with the datasheet.
Alternatively, you can use the formula on page 6 of the datasheet, which is:
fc = 1 / (2 * pi * C * R)
where C is in Farads (F), and R is in Ohms. With stock values, C = 100 uF and R = 50 Ohms:
fc = 1 / (2 * 3.14 * (100 * 10^-6) * 50) = 1 / 0.0314 = 31.85 Hz
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Now let's grind those calculations again with your values (but I suggest you pull out a calculator and try them for yourself - it's pretty easy after you do it a few times). First, however, I need to mention that your "R=562" is NOT 562 Ohms... it is 56 * 10^2 = 5600 Ohms = 5.6 KOhms. So with C1 = 220 uF:
Vout/Vin = Av = 10000 / (5600 + 50) = 1.77
Av(dB) = 20 * log(1.77) = 4.96 dB ... which is approximately 5dB gain
^ that's quite below the minimum recommended gain in the datasheet. It's also quite low in general, so you are barely amplifing your audio output. I suggest you bump up the gain to at least 10 dB
Anyways, next is the fc cut-off frequency. Using that RC high-pass calculator, fc = 0.128 Hz.
^for all practical purposes, that is very nearly DC. However, that is only half of what is involved in the overall amplifier response design, because you have the output load and output coupling caps. With 470 uF output coupling caps and Rl = 4 Ohms, the cut-off frequency at the output is 84.7 Hz, as the datasheet suggests on page 6 (actually, they seem to have rounded it down to 80 Hz... which is common for average audio ICs in order to make them appear better).
I see you used 1500 uF Evercon ME (yikes! I suggest you use some other caps, as these tend to go more and more leaky over time - at least that's what happened to the GSC ME on my old Jetway motherboard). With 1500 uF, your cut-off frequency at the output is 26.5 Hz, which makes it much better in terms of bass response.
That's how I started as well. In fact, I still like to go "head-first" and just build the circuit rather than muck around on a computer simulator. But in college, they made us use MultiSim, and I got pretty used to it now, so I find it quite useful.
You know, I wouldn't be surprised. The Chinese are great at copying everything! 
Oh okay. I hope everything goes well there.
Originally posted by chozo4
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Originally posted by chozo4
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https://www.badcaps.net/forum/showpo...&postcount=112
It's a bummer that the front mesh is molded and not removable, but if you have to, rip it out. If the foam is completely rotten (like it was in my case above), you will get horrible sound and could even short your amp if the coils inside the drivers scrape too much on the magnets.
Originally posted by chozo4
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Vout/Vin = R1 / [Rf + R2 + (1 / (jωC1)) ]
So here's how the formula breaks down...
Assuming the feedback capacitor has infinite capacitance, then it is not adding any impedance to that formula - i.e. (1 / (jωC1) is zero.
With that, the formula simplifies to:
Vout/Vin = R1 / (Rf + R2)
Now here is something STmicro didn't mention: R1 = 10 KOhm and R2 = 50 Ohms. I took these numbers from the block diagram on page 1 and just played around with them in the formula above, so that's how I figured it out.
So, with R1 = 10 KOhm, R2 = 50 Ohms, and Rf = 0 Ohms, we have:
Vout/Vin = 10000 / (0 + 50) = 10000 / 50 = 200
Vout/Vin is the voltage gain or Av. It's in Volts/Volts, NOT in decibels (dB). To convert it into decibels, use the following formula:
Av(dB) = 20 * log(Av) = 20 * log(Vout/Vin)
Vout/Vin was found to be 200 above
Av(dB) = 20 * log(200) = 46.0206 dB <-- which agrees with the datasheet.
Next, is the cut-off frequency. Datasheet states with C1 = 100 uF, fc is 32 Hz. Again, I had to do some playing around with the numbers from the block diagram, but I was able to figure it out.
--- It's basically an RC high-pass filter. Here is where our online RC-high pass calculator comes in handy, which can be found here:
http://sim.okawa-denshi.jp/en/CRhikeisan.htm
Plugging in 50 Ohms for the resistance and 100 uF for the capacitance in that online calculator gives 31.83 Hz - again, agreeing with the datasheet.
Alternatively, you can use the formula on page 6 of the datasheet, which is:
fc = 1 / (2 * pi * C * R)
where C is in Farads (F), and R is in Ohms. With stock values, C = 100 uF and R = 50 Ohms:
fc = 1 / (2 * 3.14 * (100 * 10^-6) * 50) = 1 / 0.0314 = 31.85 Hz
.
.
.
Now let's grind those calculations again with your values (but I suggest you pull out a calculator and try them for yourself - it's pretty easy after you do it a few times). First, however, I need to mention that your "R=562" is NOT 562 Ohms... it is 56 * 10^2 = 5600 Ohms = 5.6 KOhms. So with C1 = 220 uF:
Vout/Vin = Av = 10000 / (5600 + 50) = 1.77
Av(dB) = 20 * log(1.77) = 4.96 dB ... which is approximately 5dB gain
^ that's quite below the minimum recommended gain in the datasheet. It's also quite low in general, so you are barely amplifing your audio output. I suggest you bump up the gain to at least 10 dB
Anyways, next is the fc cut-off frequency. Using that RC high-pass calculator, fc = 0.128 Hz.
^for all practical purposes, that is very nearly DC. However, that is only half of what is involved in the overall amplifier response design, because you have the output load and output coupling caps. With 470 uF output coupling caps and Rl = 4 Ohms, the cut-off frequency at the output is 84.7 Hz, as the datasheet suggests on page 6 (actually, they seem to have rounded it down to 80 Hz... which is common for average audio ICs in order to make them appear better).
I see you used 1500 uF Evercon ME (yikes! I suggest you use some other caps, as these tend to go more and more leaky over time - at least that's what happened to the GSC ME on my old Jetway motherboard). With 1500 uF, your cut-off frequency at the output is 26.5 Hz, which makes it much better in terms of bass response.
Originally posted by chozo4
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Originally posted by chozo4
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Originally posted by chozo4
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