Voltage Compliance Range & Load Resistor Values for Current Source Circuit

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The discussion focuses on determining the voltage compliance range and load resistor values for a current source circuit. The compliance range is established as 0.1V < V < 9V, while the correct range for load resistors (RL) is found to be 100 ohms < R < 8.9 k ohms. Participants clarify the distinction between Vce and the voltage across the load resistor, emphasizing the need to calculate the voltage across RL using Kirchhoff's voltage law. The confusion about the limits arises from miscalculating the voltage across RL and not accounting for the emitter voltage (Ve). Ultimately, the correct understanding of these parameters is crucial for the circuit's functionality.
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Thank you for any help that you can offer.

Did I answer the questions?

Homework Statement



What is the voltage compliance range of the current source?
Between what range of RL values will the circuit function as a current source?

https://scontent-a.xx.fbcdn.net/hphotos-ash3/t1.0-9/1488711_10151945891295919_440459508_n.jpg

VB = 1.6V
VE = 1.0V
IE = 1.0mA
IL = 1.0mA

Homework Equations



VLimit = VCC - ILRE
VCE < V < VLimit

............. ...
Minimum staturation voltage:

VCE (Sat) = 0.1V
............. .....
compliance range is:

VCE < V < VLimit
............. .........
VCE < V < VCC - ILRE
.........
0.1V < V < 10V - 1V
.........
0.1V < V < 9V
.........

Between what range of RL values will the circuit function as a current source?

The range of load resistors can be found by:

iOUT = Vin/R
............
VCE/iE < R < (VCC - ILRE)/iL
...............
0.1V/1.0mA < R < (10V - 1V)/1.0mA
............
100(ohm) < R < 9000(ohm)
Are answers? Are there any errors located?

Thanks again for your help.
 
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Can you tell me why you think that for RL<100R this current source won't work?
Also calculate Vce for RL = 9K.
 
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So the ranges are incorrect?
 
or correct?
 
incorrect
 
So the active region is not in between 0.1V and 9V
 
If you assume that transistor is in saturation region for Vce<0.1V. In this case the active region (Vce range) is indeed between 0.1V and 9V. But still you have incorrect resistor range.
 
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Jony130 can you look at what I did and tell me where I went wrong?
 

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Vce voltage is not the voltage that "appears" across RL resistor.
V_RL = Vcc - Vce - Ve. So for Vce = 0.1V --->V_RL = (10V - 0.1V - 1V) = 8.9V.
And if Vce = 9V --->V_RL = ??
 
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  • #10
I'm lost .

I knew my answers were incorrect.

V(limit) was said to be the maximum before saturation

so the compliance voltage range is okay.

the load resistance range is not

so what do I do? Cause I don't get this now
 
  • #11
Do you see the difference between Vce voltage and voltage across RL resistor?
 
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  • #12
Vce is a junction voltage, The voltage across RL is a branch voltage,

But I don't understand this range business.

What does range mean with respect to Vce and RL?
 
  • #13
Q1. What is the voltage across V_RL if Vce = 0.1V ?
Q2. What is the voltage across V_RL if Vce = 9V ?
 
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  • #14
See I confused because I wasn't given an RL value,

Ic = Ie only during the active region so I have no currents,

I'm stuck like a duck.
 
  • #15
You don't need to know RL value. First we need to know V_RL voltage range. Next we can use this range to find RL value. The only think you need is to find V_RL range by using KVL and find V_RL voltage.
 
  • #16
Vcc-(ILxRL) - Vce = 0

10V-(IL x RL) -0.1 = 0

9.9V -(ILxRL) = 0

9.9V = ILxRL

9.9V/IL = RL

9.9V/1.0mA = RL

9.9 k(ohm) = RL
 
  • #17
You forget about Ve voltage.
 
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  • #18
Jony130 said:
You forget about Ve voltage.

Vcc-(ILxRL) - Vce -Ve = 0

10V-(IL x RL) -0.1 - 1V= 0

8.9V -(ILxRL) = 0

8.9V = ILxRL

8.9V/IL = RL

8.9V/1.0mA = RL

8.9 k(ohm) = RL

So is this the lower or the upper limit?
 
  • #19
Duave said:
Vcc-(ILxRL) - Vce -Ve = 0

10V-(IL x RL) -0.1 - 1V= 0

8.9V -(ILxRL) = 0

8.9V = ILxRL

8.9V/IL = RL

8.9V/1.0mA = RL

8.9 k(ohm) = RL
Finally, some good work.
So is this the lower or the upper limit?
What do you think ?
 
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