Can I Charge A Capacitor While Using It?

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Charging a capacitor while using it involves understanding its role in the circuit, particularly in relation to inductors and AC/DC currents. In the discussed circuit, a battery creates a DC source that bypasses the capacitor, preventing it from charging effectively. To charge the capacitor, the inductor must be removed to avoid short-circuiting the battery, allowing the capacitor to reach the battery voltage. Once charged, the energy can oscillate between the capacitor and inductor, sustaining the circuit's function. Proper circuit design, such as using a Colpitts oscillator, can help maintain oscillation by incorporating a power source and biasing components.
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The thing between A and B is an inductor, don't know how to draw the coil :-p
Im wondering if there's AC currents flowing through point A and B?
Or is the capacitor keep charging up w/o discharging?
Or What happens??

If that doesn't charge the capacitor in the oscillator, I want to know how to.

Thanks :smile:
 
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ijrdn said:
Im wondering if there's AC currents flowing through point A and B?
Or is the capacitor keep charging up w/o discharging?
Or What happens??

Charging a capacitor is using it. It charges and discharges, storing/releasing energy in/from the electric field between its plates.

Where would the AC current in your circuit arise from? You have a battery (which is a DC source) which is shorted with your wire, effectively bypassing your capacitor, which you might as well remove from the circuit---it does nothing as your circuit stands. If you didn't short it out, your capacitor would charge up with its characteristic exponential curve leveling off at the battery voltage, at which point no more current would flow in the circuit.
 
Sorry, I was being a total idiot, I forgot to draw the inductor.
 
ijrdn said:
The thing between A and B is an inductor, don't know how to draw the coil :-p
Im wondering if there's AC currents flowing through point A and B?
Or is the capacitor keep charging up w/o discharging?
Or What happens??

If that doesn't charge the capacitor in the oscillator, I want to know how to.

Look up the expression for the impedance of an inductor (L), and you'll see that it acts as a short to DC. So no, there's no AC current between A and B.

To charge the capacitor (C), remove the L (and thus the DC short-circuit), and wait until the C charges up to the battery voltage. At this point you can remove the battery and your C will contain a certain amount of energy in the form of an electric field between its plates.

If you were to connect a L over the C at this stage (when the battery is removed), the stored energy would ideally slosh back and forth between C and L (which stores energy in a magnetic field) indefinitely.

Did that answer your question??
 
Also, the circuit symbol for an inductor looks like this:

[PLAIN]http://www.kpsec.freeuk.com/symbols/inductor.gif

Currently, your attempt at drawing a inductor looks more like a resistor to me. Though, I guess that's better than a straight line as you drew the first time :)
 
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Lol, I tried to draw that, but I failed XD, so I just stuck to the "resistor" thingy.
Just one more question, how do you charge the capacitor in an oscillator circuit??
 
ijrdn said:
Lol, I tried to draw that, but I failed XD, so I just stuck to the "resistor" thingy. Just one more question, how do you charge the capacitor in an oscillator circuit??

That's like saying "I tried to say thank you, but I couldn't find the words, so I said f*ck you instead". Symbols, like words, have meaning ... (most of the time anyway).

On charging the capacitor: Once the battery is removed the capacitor's potential difference, V=q/C, will initially drive the charge off the capacitor, which means a current will begin to flow in the LC circuit. The flow of current is key, because once the capacitor is completely discharged, how does the oscillator keep going?

The answer lies in how a inductor reacts to the (rate of) change in current passing through it. As you should know, the rate of change in current is proportional to the voltage across the inductor, V = L di/dt, which means that the current can't just suddenly (as in di/dt --> inf) stop, as that would require an infinite voltage across the inductor. Instead, the inductor induces an emf that is in the opposite direction of the current, effectively reversing the polarity of the capacitor which then recharges... and so on. Got it?
 
Yea I got that, guess I don't know how to ask a question...
How do you connect a battery to an oscillator circuit to give it that extra "juice" keep it going instead of dying by itself after it loses all of its energy due to resistance.
 
ijrdn said:
Yea I got that, guess I don't know how to ask a question...
How do you connect a battery to an oscillator circuit to give it that extra "juice" keep it going instead of dying by itself after it loses all of its energy due to resistance.

There are several ways to do it, I guess. E.g., the circuit below is a Colpitts Oscillator:

ColpittsOscillator.png


The oscillation frequency is:

[PLAIN]http://images.wikia.com/wikitex/images/b/bc/bc8/93f498a73f8ed418ee94a02e814fd1.png

You'd need to bias the transistor and add a power source, but luckily they've added the spice diagram for you to play with:

[URL]http://images1.wikia.nocookie.net/__cb20060228053834/howto/en/images/f/fd/NPN_Colpitts_oscillator_base_coil.png[/URL]

So go ahead and download LTSpice (it's free, link http://www.linear.com/designtools/software/ltspice.jsp" ), google for a user guide/tutorial, and fiddle away. Good luck.

SOURCE: http://how-to.wikia.com/wiki/How_to_build_an_oscillator_circuit
 
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