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Today, we're going to explore differential amplifiers, particularly those using BJTs. Can anyone tell me what a differential amplifier does?
It amplifies the difference between two input signals.
Exactly! It amplifies the voltage difference between the two inputs. Now, why is this important?
It's important for noisy environments because it can reject common noise.
Great point! This rejection of common-mode signals is known as common-mode rejection. Remember the acronym CMRR for Common Mode Rejection Ratio.
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Now, let's discuss how we set the tail current in these amplifiers. What component can we use?
Current mirrors!
Perfect! Current mirrors allow us to establish a stable tail current. Does anyone know what the reference current in a current mirror is usually derived from?
It comes from a voltage source, usually a V_CC.
Correct! We can approximate that current in terms of the reference current, which, in turn, allows us to analyze the common mode gain. Keep in mind the factor of nonideality due to Early voltage.
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To analyze our circuit, we can draw a small signal equivalent model. Does anyone know what parameters vary in this model?
The transistor parameters like transconductance g_m and output resistances.
Exactly! These parameters will help us find the common mode and differential mode gains. Remember, g_m is crucial here. Can someone describe how it plays a role?
g_m contributes to how effectively our amplifier can convert input voltage to output current.
Well put! Now let's relate this to our common mode gain, which we represent with A_{cm}.
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We just talked about common mode gain, but what benefits do active loads provide over passive ones?
Active loads improve gain and linearity in the circuit.
That's correct! Active loads can increase both differential and common mode gains. Remember the acronym for active load benefits: AGA - Amplified Gain Advantage.
So, using an active load helps achieve better performance overall?
Exactly! And it allows us to use the same design for simpler single-ended outputs as well.
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Let's recap what we've learned about common mode gain and differential amplifiers. What are the primary components?
BJTs and current mirrors.
And the small signal model parameters like g_m and output impedance!
Excellent summary! Remember, the use of active loads enhances gain and offers better balance in differential amplifiers. Keep these concepts in mind as they are fundamental to analog electronics.
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The section provides an overview of how common mode gain is influenced by circuit configurations involving BJTs and current mirrors, emphasizing the advantages of using active load versus passive load in differential amplifiers.
In this section, we dive into the analysis of common mode gain in differential amplifiers constructed with bipolar junction transistors (BJTs). The focus is on how these amplifiers utilize current mirrors to replace traditional passive elements and enhance performance. We begin by examining the configuration of BJTs in differential amplifiers, particularly how tail current is established using current mirrors. The relationship between the reference current and the output currents of the transistors is explained, detailing how factors like Early voltage and Ξ²-loss can affect the output.
By establishing small signal models, we investigate how common mode gain can be approximated, and the significance of active load compared to passive load is highlighted. The section explains the implications of these configurations on overall amplifier performance, including improved common mode rejection ratio while maintaining high differential mode gain. We conclude by noting that modifications using active current mirrors not only simplify designs but also enhance signal fidelity in both differential and single-ended outputs.
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So, as we have done for MOS circuit. So, here also we can draw this small signal equivalent circuit compared to the MOS circuit the difference here of course, we do have rΟ. Now again similar to the previous case here if you analyse we can find the common mode gain and that can be well approximated by...
In this segment, we discuss how to analyze the common mode gain for a differential amplifier configuration. We start by referencing our previous work with MOS circuits, and note that while we are able to draw a similar small signal equivalent circuit for our BJT differential amplifier, there is a key difference: the presence of the parameter rΟ. The common mode gain can be determined for this small signal model, leading us to important approximations related to the amplifier's performance.
Imagine you are trying to tune out background noise, like trying to hear your friend speaking over a loud crowd. The way you concentrate on one person's voice while ignoring background chatter can be likened to how the differential amplifier should ideally respond to signals. The common mode gain helps in ensuring that it effectively amplifies only the desired signal, much like how you focus on your friend's voice.
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Now similar to the previous case, this this part can also be replaced by active load and that load current of course, should be consistent with whatever the current we do have flowing through transistor-3 and to make it consistent the mirroring circuit should also get current from here as we have seen for MOSFET version.
In this part, we explore how we can replace standard loads within our differential amplifier with active loads. This requires ensuring that the load current is appropriately matched with the current flowing through a specific transistor in the circuit. By doing this, we enhance the performance of the amplifier, similar to the way we've seen with MOSFET circuits. It highlights the significance of current mirroring, which preserves performance across different components of the amplifier.
Think of this scenario like a team of workers where each person must carry a different load. If one worker is overloaded (more current) while others are underloaded (less current), the team becomes less efficient. By ensuring everyone is carrying an appropriate load (current), teamwork is maximizedβthis is akin to balancing the current through transistors to optimize amplifier performance.
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Now here, similar to the common mode gain for differential mode gain we can we can draw the small signal equivalent circuit and then we can analyse the circuit to get the differential mode gain.
This section discusses how the modifications applied to enhance common mode gain also influence the differential mode gain. Analogous to earlier discussions, we can assess both outputs using small signal models. The fundamental idea is that by improving common mode gain through active devices, we can stabilize the differential mode gain as well, leading to a more efficient amplifier overall.
Consider a kitchen where youβre making a complicated dish. If you focus on getting one ingredient (common mode gain) just right, it can help in balancing the entire dish's flavor (differential mode gain). Ensuring both aspects are harmonized leads to a much better outcomeβsimilar to achieving optimal performance in a differential amplifier.
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So, just for completeness modified common mode gain it becomes with a β( )sign and this β. So, this is in comparison with the previous circuit gain, common mode gain, it was β. So, here of course, the common mode gain it got increased with respect to R , here we do have r which is much higher,...
In the conclusion of our analysis, we recapitulate the findings from our modifications to the common mode gain. We note that the increases observed in common mode gain result from the introduction of active components, which provides a significant advantage over earlier circuits. By measuring the changes in gain, we are better prepared to navigate the design considerations crucial for effective amplifier operation.
By reflecting upon our journey with this amplifier, think of it like upgrading a stereo system. By investing in better technology (active components), you realize a sharper sound and richer experience (higher common mode gain). This illustrates how fundamental improvements in technology lead to significant enhancements in performance.
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Key Concepts
Differential Mode Gain: The gain applied to signals that are different between two inputs.
Common Mode Rejection Ratio: A measure of the ability of a differential amplifier to reject common-mode signals.
Active Load vs Passive Load: Active loads improve performance in terms of gain and linearity over passive loads.
See how the concepts apply in real-world scenarios to understand their practical implications.
Using a current mirror significantly enhances the performance of a differential amplifier's common mode gain.
When comparing a differential amplifier with a passive load versus an active load, the latter shows improved gain characteristics.
Use mnemonics, acronyms, or visual cues to help remember key information more easily.
Gain in the common mode is a trick,
Imagine a race where two cars start together; the differential amplifier only focuses on the speed difference, ignoring the noise of both engines revving up.
C-A-G: Current, Active, Gain - remember these key aspects of amplifiers!
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Review the Definitions for terms.
Term: Common Mode Gain
Definition:
The amplification factor applied to the common mode signals in a differential amplifier.
Term: Differential Amplifier
Definition:
An electronic amplifier that amplifies the difference between two input signals.
Term: Current Mirror
Definition:
A circuit that provides a regulated output current that is proportional to an input reference current.
Term: Transconductance (g_m)
Definition:
The measure of the output current change for a given change in input voltage in a transistor.
Term: Active Load
Definition:
A load that uses active devices such as transistors to maintain high gain and linearity.
Term: Early Voltage
Definition:
The parameter in BJTs that accounts for variations in current with changes in voltage.