Solving simple transistor circuit

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    Circuit Transistor
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Discussion Overview

The discussion revolves around solving a simple transistor circuit, specifically determining the currents IEQ, ICQ, and IBQ. Participants explore the implications of given parameters, such as beta, and the behavior of the base-emitter voltage under different operating conditions.

Discussion Character

  • Homework-related
  • Technical explanation
  • Debate/contested

Main Points Raised

  • One participant claims the circuit is overdetermined and cannot be solved, questioning the validity of assuming a base-emitter voltage of 0.7V.
  • Another participant suggests that a better approach is to assume Vbe = 0.7V and calculate the voltage across a resistor to find IEQ and beta, indicating that beta might be higher than 75.
  • A participant expresses confusion about the base-emitter voltage being consistently taken as 0.7V, noting that in saturation mode, the base-collector voltage may not follow this rule, citing observed values as low as 0.5V.
  • Further clarification is provided that while 0.7V is a common approximation for silicon transistors, the actual forward voltage can vary significantly and is not a fixed value.

Areas of Agreement / Disagreement

Participants do not reach a consensus on the assumptions regarding the base-emitter voltage and its implications for the circuit analysis. Multiple competing views on the behavior of the transistor under different conditions remain present.

Contextual Notes

There are limitations regarding the assumptions made about the base-emitter voltage and the accuracy of the beta value, which may affect the calculations and conclusions drawn by participants.

davidbenari
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Homework Statement


https://drive.google.com/file/d/0Byf8Tfw7vme8N1ZZaUFzOWQtb0k/view?usp=sharing
upload_2016-3-28_18-38-18.png

Determine IEQ ICQ IBQ

My problem is that this circuit is overdetermined and cannot be solved. (See below)

Homework Equations



##\beta = 75##

##I_E=76 I_B ##

The Attempt at a Solution



The current IB is calculated as ##I=\frac{1}{500}=.002mA##

The current ##I_E## is ##I_E = 76*.002 = .152 mA##

Similarly ##I_C= 75 * .002 = 0.15 mA##

The voltage ##V_{CE}## is calculated by knowing the current in the emitter and starting upwards from the -3V node, in other words

##V_{CE}=3-(-3+4.8*.152)=5.27V##Knowing this we see that there is a contradiction. The voltage drop across the BE is not .7 .

Is this a sound way of proving that the BE voltage doesn't HAVE to be 0.7?
 
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Typically you don't know the beta of the transistor very accurately. A better assumption is probably that Vbe = 0.7 V, then calculate what the voltage is across the 4.8 kOhm resistor, then calculate IEQ, then beta. Beta appears to be significantly higher than 75.
 
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Oh okay. Its just I was given the value of beta.

What I've noticed is that BE voltage is always taken as 0.7V (or similar), however in saturation mode when both BC and BE are forward biased, BE is 0.7 while BC isn't necessarily 0.7 (I've seen 0.5 in problems). This seems weird to me since forward biased is considered as 0.7 or above. Is this normal?
 
davidbenari said:
Oh okay. Its just I was given the value of beta.

What I've noticed is that BE voltage is always taken as 0.7V (or similar), however in saturation mode when both BC and BE are forward biased, BE is 0.7 while BC isn't necessarily 0.7 (I've seen 0.5 in problems). This seems weird to me since forward biased is considered as 0.7 or above. Is this normal?
A base-emitter voltage of 0.7 V is a handy approximation suitable for typical design and analysis work. But it is just a "rule of thumb" sort of approximation, pretty good for silicon transistors under typical operating conditions. Not so good at all for germanium or other types of transistors.

The base-emitter junction is essentially a diode, and as such its forward voltage will vary like a diode; the IV curve is not a perfect vertical line at 0.7V. You may see forward voltages between 0.6 and perhaps 1.3 or so volts under different circumstances. Look up the "diode equation" .
 

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