Relay time without power bridged with capacitor?

Good Morning,

I built a circuit for a sound box that I can use with mains power and batteries!

Now I've installed a relay that switches to mains power when the power cable is plugged in. Otherwise, the box runs on battery power.

Now the problem is that when I pull the power cable out of the socket the box switches to battery power, but there are a few seconds without power and the sound disappears for a moment.

I wanted to fix this "current gap" by placing a capacitor in front of the amplifier. But somehow that doesn't work.

Capacitor is rated at 42 V and has 0.47 Farad

According to my calculations, it should provide power for 2 seconds.

The amplifier runs on 19 V and 5 .

If you can help me, I would be very grateful for your help.

2 votes, average: 2.00 out of 1 (2 rating, 2 votes, rated)
You need to be a registered member to rate this.
Loading...
Subscribe
Notify of
17 Answers
Oldest
Newest Most Voted
Inline Feedbacks
View all comments
atoemlein
1 year ago

Your problem is that the relay lasts too long even at lower, decreasing voltage, but the voltage from the power supply is no longer enough to operate the amplifier.

So you have to Converse do (not support the amplifier with capacitor): instead take away the "condenser" from the relay, bring it to waste earlier.

There are several possibilities:

  • What is it for a power supply? If open and accessible, you could unglazed DC before tap the capacitor (with diode in between), then it immediately drops
  • Or you take an AC relay that Entrance the power supply is detected, which also falls off immediately.
  • Or you put the relay down to its normal operation minimum holding voltage (for example, 12V relays can go down to 3V, must be determined experimentally). This is done with a "voltage eater", which can be a resistor or a Zener diode or a voltage regulator. And so that it still wears when plugging in, you have to switch an electrolytic capacitor over the "voltage eater". For example:

atoemlein
1 year ago
Reply to  Jens5456

Okay, I thought it was a normal (naked) relay like in your sketch.
Now it's such a trigger relay with some electronics before. Unfortunately, I don't know how it behaves exactly electrically. However, since you have and describe the problem, it may be similar to a naked relay if you have already tried. Or even deliberately delayed. You should study the detailed data sheet.

It obviously needs an auxiliary voltage/supply and then the control. Presumably it turns on a specific voltage both and out.
Normal relays have a hysteresis:
They attract, for example, from 80% of the nominal voltage, but only drop below 30% of the nominal voltage.
As written, you have to experimentally find out the waste voltage (run down control voltage slowly while monitoring the NC and NO contacts).
Then select the voltage regulator as closely as possible above this voltage.
In a 24V wheel, the waste voltage could be, for example, 5 or 8V. So take a 6V or 9V controller.

GuteFrageUse795
1 year ago

This is not possible because you switch AC.

GuteFrageUse795
1 year ago
Reply to  Jens5456

Then take good gold caps, but watch the tension. Calculate with factor 5 of the capacitance and charge the by no impulse short circuit via a load resistor.

Electrolytic capacitors have an unfavorable unloading curve.

GuteFrageUse795
1 year ago

What do you think about 5

GuteFrageUse795
1 year ago

Load resistance in series with gold cap, so that slower charging and ending.

Soren68
1 year ago

without reckoning I would say your capacitor can never supply the relay with current for so long.

tomaushamburg
1 year ago
Reply to  Soren68

You can't say that without reckoning. The current consumption of the relay depends on the capacitance of the capacitor.

tomaushamburg
1 year ago

no, the coil current or resistance is decisive. If you know the coil resistance, the discharge time of the capacitor is approximately t≅5*R*C. Since the relay already drops before the capacitor is completely unloaded, you might need to expect a factor of 10 or 15. If you convert the formula to C, you get

C ≅t / (10*R)