What is the name of this op-amp circuit arrangement?

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In summary, the conversation discusses the identification of a circuit that operates as an inverting comparator. The circuit is powered by a single supply and has two switch positions that affect the input voltage. It is concluded that the circuit is always an inverter and the switch position is considered as the input to the circuit.
  • #1
Femme_physics
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I know this is a comparator, but I am asked for the name of this circuit.

Can I just say a comparator circuit, or a comparator op-amp? Or is there a specific name for this circuit arrangement?
 

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  • #2
I'd call it an analog comparator. Because it is powered from a single supply, and not both +Vcc and -Vcc you could mention that in the description.
 
  • #3
Makes sense.. I will mention that...thank you NascentOxygen!

:)
 
  • #4
By that I mean the output levels are approx. 0V and 8.2V. Perhaps "with single-polarity output" might cover it; or "with positive polarity output".

Could also state whether it's an inverting or a non-inverting comparator, too.
 
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  • #5
You mean to tell me that comparators can be tagged as inverter or non-inverter? I didn't think it would possible!

So,

If V+ > V-

It's a non-inverter comparator

If V- > V+

It's an inventer comparator?
 
  • #6
Noo!

V+ and V- are related to the inner working of the circuit. The description should be concerned with what the user sees. To wit, if S1 represents the input, then the highest of the input voltages forces the output to its lowest voltage.

Sure sounds like an inverter to me! :cool:
 
  • #7
NascentOxygen said:
Noo!

V+ and V- are related to the inner working of the circuit. The description should be concerned with what the user sees. To wit, if S1 represents the input, then the highest of the input voltages forces the output to its lowest voltage.

Sure sounds like an inverter to me! :cool:

Isn't this exactly what I said? It depends the condition of the switch then.
 
  • #8
It's always an inverting comparator. If S is high, output is low. If S is low, output is high.

It doesn't change from inverting to non-inverting.
 
  • #10
The circuit described in the schematic is built around an analog comparator (probably using an op-amp). The op-amp, like all op-amps, has inverting and non-inverting inputs. We are not talking about the op-amp itself here.

We are talking about the complete circuit. The power supply and arrangement of resistors and switching has created a circuit that in my view operates as an inverting comparator. https://www.physicsforums.com/images/icons/icon6.gif
 
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  • #11
NascentOxygen said:
The circuit described in the schematic is built around an analog comparator (probably using an op-amp). The op-amp, like all op-amps, has inverting and non-inverting inputs. We are not talking about the op-amp itself here.

We are talking about the complete circuit. The power supply and arrangement of resistors and switching has created a circuit that in my view operates as an inverting comparator. https://www.physicsforums.com/images/icons/icon6.gif

OK, let's consider the whole circuit,If we do the calculations in S1 condition,

V+ = 4.6 V

V- = 4.5 V

Since the the higher voltage value enter the POSITIVE end of the op-amp, it comes out as Vs which is POSITIVE. Where in all that do you see an inversion?
 
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  • #12
Femme_physics said:
OK, let's consider the whole circuit,


If we do the calculations in S1 condition,

V+ = 4.6 V

V- = 4.5 V

Since the the higher voltage value enter the POSITIVE end of the op-amp, it comes out as Vs which is POSITIVE.
Correct. That's for the 4.5V at switch in position 1. But we are not there yet ...

Now, for the switch position 2, the switch connects a different voltage to the op-amp's (—) input. What is that new voltage, is it greater or less than the 4.5V in position 1, and what does the output of the op-amp do? (Here's an opportunity to bring your potential divider expertise into play.)
Where in all that do you see an inversion?
You'll see. :wink:
 
  • #13
Now, for the switch position 2, the switch connects a different voltage to the op-amp's (—) input. What is that new voltage, is it greater or less than the 4.5V in position 1, and what does the output of the op-amp do? (Here's an opportunity to bring your potential divider expertise into play.)

:)

Well I did it, turns out that in case of S2, V- = 4.75 V

So in the case of S2 V- is bigger than V+ therefor the output from the comparator is the lowest output.

Is this where we call it an inverter?

So in S1, non-inverter

S2 - inverter

I hope I got it
 
  • #14
Summarizing:
✫ when the input is LOW (4.5V) the output is HIGH (∼8V)
✫ when the input is HIGH (4.75V) the output is LOW (∼0V)

Isn't that similar to how a digital NOT gate (i.e., inverter) works? i.e., OUT = ¬(IN)

So this comparator is an inverting comparator. (The fact that the switch delivers the input to the op-amp's inverting input is probably sufficient to guarantee this will be an inverting comparator.)

So in S1, non-inverter

S2 - inverter
No, it's all the time an inverter. This circuit is very similar to your digital logic, so think how an inverter operates there.
 
  • #15
when the input is LOW (4.5V) the output is HIGH (∼8V)

Can't be, in S1 the input to V+ is 4.66, and the output is indeed HIGH (8.2 V). But the input is High as well (4.66 V), since it enters V+
 
  • #16
Femme_physics said:
Can't be, in S1 the input to V+ is 4.66, and the output is indeed HIGH (8.2 V). But the input is High as well (4.66 V), since it enters V+
It all comes down to what we view as our "input" to the circuit. Because the only thing that the user can change is the switch position, I have been viewing that switch as our "input" to the circuit; the remainder of the voltages and components I picture as being fixed in position and not accessible to the user.

So I'm regarding the voltage selected by S as the circuit's input. I admit that sometimes circuits are concocted as an student exercise, and exactly what should be viewed as the input is debatable. :rolleyes:

But here, in the absence of instructions to the contrary, I'm staying with S. :smile:
 
  • #17
NascentOxygen said:
It all comes down to what we view as our "input" to the circuit. Because the only thing that the user can change is the switch position, I have been viewing that switch as our "input" to the circuit; the remainder of the voltages and components I picture as being fixed in position and not accessible to the user.

So I'm regarding the voltage selected by S as the circuit's input. I admit that sometimes circuits are concocted as an student exercise, and exactly what should be viewed as the input is debatable. :rolleyes:

But here, in the absence of instructions to the contrary, I'm staying with S. :smile:

Is that an official thing to do or is that from a veteran's electronics exerciser solver logic?
 
  • #18
NascentOxygen said:
But here, in the absence of instructions to the contrary, I'm staying with S.
Femme_physics said:
Is that an official thing to do or is that from a veteran's electronics exerciser solver logic?
I'm basing it on three pieces of supporting evidence. The fact that to make any other changes would require a soldering iron, that often a switch is installed for user convenience, and that I can see no other variable parameter or selectable option offered in the schematic. :smile:
 
  • #19
Makes perfect sense... I like the way your logic works! I doubt I'll get asked for that but always good to know :) thanks.
 

FAQ: What is the name of this op-amp circuit arrangement?

What is an op-amp circuit?

An op-amp circuit is a type of electronic circuit that uses an operational amplifier (op-amp) as its main component. Op-amps are high-gain, differential amplifiers that are commonly used in various applications, such as signal conditioning, filtering, and waveform generation.

How does an op-amp circuit work?

An op-amp circuit works by amplifying the difference between its two input terminals. The op-amp's output is a voltage that is proportional to this difference, and it can be further manipulated by external components, such as resistors and capacitors, to perform various functions.

What are the main components of an op-amp circuit?

The main components of an op-amp circuit include the operational amplifier itself, resistors, capacitors, and other external components. These components work together to create a functional circuit that can perform a specific task.

What are the applications of op-amp circuits?

Op-amp circuits have a wide range of applications, including analog computation, signal processing, audio amplification, and many others. They are commonly used in electronic devices, such as computers, televisions, and audio equipment.

What are the advantages of using op-amp circuits?

Op-amp circuits offer several advantages, including high gain, low input and output impedance, and high input resistance. They are also relatively easy to design and can be used in a variety of applications, making them a popular choice for many electronic circuits.

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