I am totally lost here. How does impedance matching apply with capacitor coupling?For a second stage, all u have to do is consider the input impedance of the second as the output impedance of the first, for the gain calculation of the first stage.
Is there an equation to calculate gain based on the resistors?The value of resistors depend upon the gain of that stage, not on any parameter of the previous stage or the next.
This is about the only equation I know in terms of transistor amplifiers.The overall gain would come out as the product of the individual gains of each stage.
Thats why I use them.Capacitors in class a amplifiers serve only to provide AC coupling, blocking DC interference with the signal source.
So is output impedance equal to RC where R is the resistor from collector to +ve and the capacitor is connected to collector? and is the input inpedance equal to RC where R is the resistor between base and +ve and the capacitor is the capacitor connected to base?Hence the only thing to be kept in mind is the impedance (reactance) that they will offer. Usually, capacitors used in this type of amps range from 0.01 to 1 uF.
Doesn't that distort the radio signal if I just connect the resistor from base to +ve?, or does the emitter resistor cancel all distortion? and how high should the emitter resistor be?Your circuit has current feedback which reduces the input resistance.
You need to trsansfer the resistor from the collector to Vcc, connect a resistor from the base to gnd and insert a resistor in series with the emitter.
You must know its output impedance (I can't remember it) in order to design an amplifier with a high enough input impedance so that the receiver's output isn't loaded-down.mstechca said:The source is my superregen receiver detector.
A capacitor passes frequencies and impedances. If you connect a circuit (amplifier) with a 1k input impedance to a circuit with a 10k output impedance you get a 1/11 reduction due to "loading-down" by the action of the resulting voltage divider.I am totally lost here. How does impedance matching apply with capacitor coupling?
If a common emitter amplifier stage has a low impedance source and a high impedance load, its gain is simply the value of its collector resistor divided by the value of its unbypassed emitter resistor. The emitter resistor provides negative feedback and allows the transistor's base to be biased easily and securely with a simple voltage divider. The unbypassed emitter resistor vastly increases the transistor's input impedance.Is there an equation to calculate gain based on the resistors?
You can't just simply multiply the individual gains of transistor stages without investigating the effects of inputs and outputs being "loaded-down".This is about the only equation I know in terms of transistor amplifiers.
You shouldn't simply pick a coupling capacitor's value blindfolded. You might end up with no low frequencies or too much rumble.So is output impedance equal to RC where R is the resistor from collector to +ve and the capacitor is connected to collector? and is the input inpedance equal to RC where R is the resistor between base and +ve and the capacitor is the capacitor connected to base?
You must bias the base of a transistor so that the output can swing equally positive and negative from its idling voltage. The easiest way is by using an emitter resistor to raise the emitter voltage (and therefore also raise the base voltage) to a known amount, determined by how much the supply voltage and temperature changes, usually 10% of the supply voltage. If unbypassed by a capacitor, the emitter resistor vastly reduces the stage's gain but the distortion (ordinary distortion, not clipping distortion) is reduced by a similar amount. Since the DC voltage required at the transistor's emitter and base are known, the base voltage is established with a simple voltage divider of the supply voltage.Doesn't that distort the radio signal if I just connect the resistor from base to +ve?, or does the emitter resistor cancel all distortion? and how high should the emitter resistor be?
Doesn't everyone?I want to make an audio amplifier with the best gain and least distortion possible.
so basically, I have to assume the transistor is not present when it is not conducting, and the resistor is ignored at this time?For example #3, the collector's voltage swing:
1) When the transistor isn't conducting, the collector voltage will be 6V.
This is where I am lost. How did you calculate the resistance and the inductance for the emitter?2) When the transistor is conducting hard, it will have a very low voltage across it and the idling emitter voltage will double to 1.2V.
Does idle voltage mean when the transistor is always on, or always off? To me, Idle means stalled in one state.3) You want the idle voltage of the collector to be half-way between 6V and 1.2V which is 3.6V. Then the collector can swing 2.4V up to 6V and an equal 2.4V down to 1.2V.
So I always need to make a center collector voltage? If I can't be perfect with the voltage, how much percent can I be off without noticing a huge amount of quality loss?Setting the collector's idling voltage is a very important part of designing a transistor amplifier stage.
This part is here is confusing me. Where do you get 4V from? and the 3.9K collector resistor has 2 what?With the collector's voltage idling at 3.6V, the 3.9k collector resistor has 2.4V across it.
mstechca said:The 3.9k collector resistor pulls the output to 6V when the transistor is not conducting.For example #3, the collector's voltage swing:
so basically, I have to assume the transistor is not present when it is not conducting, and the resistor is ignored at this time?
You want the idling emitter to be about 10% (0.6V) so that you can set the base voltage accurately. You want the collector voltage to idle at near half the supply so that it has the max symmetrical swing.This is where I am lost. How did you calculate the resistance and the inductance for the emitter?
Therefore you know the collector voltage and the voltage across the 3.9k collector resistor. Ohm's Law tells you the current.
Didn't you know that the emitter current in a high gain transistor is about the same as the collector current? You know the emitter voltage that you want and now you know its current. Again, Ohm's Law tells you the value of the emitter resistor.
Idling is at rest, without input. It is ready to swing positive or negative from this resting voltage or current. If it rested fully on or off, it would be able to swing in only one direction with enormous distortion since it wouldn't be able to swing in both directions like the signal.Does idle voltage mean when the transistor is always on, or always off?
The accuracy of the resting voltage determines the max output signal level before clipping. 20% is close enough.So I always need to make a center collector voltage? If I can't be perfect with the voltage, how much percent can I be off without noticing a huge amount of quality loss?
2.4V is 1/10th of a volt less than two and a half volts. 6.0V - 3.6V = 2.4V."With the collector's voltage idling at 3.6V, the 3.9k collector resistor has 2.4V across it."
This part is here is confusing me. Where do you get 4V from? and the 3.9K collector resistor has 2 what?
So you are saying I should pick a 0.6V for the emitter. Are you selecting the current as well? because ohms law requires two known values of current, voltage and resistance to get the other value.You want the idling emitter to be about 10% (0.6V) so that you can set the base voltage accurately. You want the collector voltage to idle at near half the supply so that it has the max symmetrical swing.
Therefore you know the collector voltage and the voltage across the 3.9k collector resistor. ohm's Law tells you the current.
Didn't you know that the emitter current in a high gain transistor is about the same as the collector current? You know the emitter voltage that you want and now you know its current. Again, ohm's Law tells you the value of the emitter resistor.
2.4V is 1/10th of a volt less than two and a half volts. 6.0V - 3.6V = 2.4V.
I selected only the emitter voltage. The emitter current is known to be about the same as the collector current.mstechca said:So you are saying I should pick a 0.6V for the emitter. Are you selecting the current as well? because ohms law requires two known values of current, voltage and resistance to get the other value.
I selected 3.9k for a fairly low output impedance and a reasonable amount of current. You could use 10k or more, recalculate everything else and end up with extremely low current where some transistors don't work very well.Did you select the 3.9k resistor, or did you select the current?
For calculating the idling voltage at the collector, you want it to be near half the supply voltage for symmetrical and largest output swing. But the emitter voltage increases the collector's lowest voltage by about 1.2V when the current is doubled when the transistor is conducting fully. Therefore the collector swings between 1.2V and 6V. Half-way on the total swing is 3.6V.Ok. From what I understand, you are saying take the emitter voltage away from Vcc voltage, and subtract the result from Vcc to get Vc?
Why is the emitter voltage subtracted?
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