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Today, we will explore how current mirrors enhance amplifier performance. Can someone explain what a current mirror does?
Isn't it a circuit that provides a constant current reference?
Exactly! A current mirror sources or sinks a defined current. This is vital in amplifiers where stable DC operating points are crucial.
How does it work in a common collector amplifier?
In a CC amplifier, the collector current is set based on a reference current from the current mirror, typically leading to higher input impedance and better current handling.
What about the small-signal equivalent?
Good question! The small-signal equivalent shows that the current mirror does not carry any signal current, simplifying our calculations.
Can you summarize the importance again?
Certainly! Current mirrors maintain stability in amplifier configurations and enhance signal integrity by allowing precise control over biasing. Remember, stability and usability define a good amplifier!
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Now, letβs talk about the common drain amplifier. How do you think a current mirror helps here?
Doesnβt it replace the tail resistor to improve gain?
Exactly! By removing passive resistances and using current mirrors, we achieve a more significant AC gain. Can anyone derive the gain equation?
If I remember correctly, the gain can be expressed in relation to small-signal parameters.
Yes! Thatβs correct! The simplification into a small-signal model allows clearer gain calculation without the noise introduced by passive components.
What happens to the common mode gain with this configuration?
The common mode gain typically decreases, enabling better differential signal performance. Itβs a trade-off but essential for amplifier design.
Can you reiterate the significance of using active elements?
Using active elements like current mirrors allows for improved performance parameters such as gain, stability, and reduced distortion compared to passive elements.
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Letβs move on to differential amplifiers. How do current mirrors provide an advantage here?
They replace the tail resistor and allow for an active load, right?
Correct! This aggregation of components increases overall gain while stabilizing performance. What about the load component?
Using an active load helps in biasing with current mirrors.
Right again! In this scenario, we mirror the currents to optimize performance across the amplifier stages. Any idea how this varies the gains?
The differential mode gain improves while the common mode gain is reduced?
Yes! Youβre catching on well. This property of current mirrors not only stabilizes the circuit but also provides signal integrity in differential settings.
So, maintaining the ratio of input to output in this setup is essential?
Exactly! Maintaining that ratio through current mirroring ensures reliable performance and signal amplification across applications.
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Current mirrors are explored regarding their functionality and significance in enhancing the performance of common collector and differential amplifiers, highlighting how they replace resistors to increase gain and reduce common mode gain. The role of the current mirror in maintaining consistent operating points across transistors is also outlined.
In this section, we delve deeper into the application of current mirrors in different amplifier configurations, primarily focusing on their roles in common collector and differential amplifiers. The current mirror allows for a stable reference current setup, which enhances amplification efficiency.
The common collector (CC) amplifier utilizes a current mirror for setting the bias point using a reference current, where the collector current of transistor-2 is approximated by a multiple of this reference current under ideal circumstances. The small-signal equivalent circuit reveals that the current mirror does not carry signal current, simplifying the analysis.
Similar to the CC amplifier, the common drain (CD) amplifier benefits from the current mirror by replacing bias resistors, which leads to an improved gain calculation through small-signal analysis.
For differential amplifiers, current mirrors can replace tail resistors, which improves the common mode gain. Several strategies are highlighted, such as replacing two loads with active loads enabled by current mirrors, allowing effective mirroring of signal currents and boosting performance.
The discussion emphasizes the significant advantages of using current mirrors in amplifiers, specifically in maintaining stable operating points and enhancing signal integrity in differential settings.
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So, dear students welcome back after the break. So, before the break we are talking about usage of current mirror for CE amplifier, and also CS amplifier. Now we also can see that usage of current mirror for Common Collector amplifier as well. So, here we do have the transistor level circuit transistor-1 it is the main amplifying transistor input port is here. And then the output port it is here and earlier what we said is that the current of this transistor it can be set by one reference current.
In this section, we are discussing the application of current mirrors in different amplifier configurations, specifically the common collector amplifier. A current mirror utilizes a reference current to set the operating point of the amplifying transistor. The input and output ports are defined, and the input current through the transistor is regulated by a reference current sourced from the current mirror. Understanding this setup is crucial for analyzing the behavior and performance of amplifiers in electronic circuits.
Think of the common collector amplifier like a water pipe system where the current mirror acts like a valve that controls how much water (current) flows through the main pipe (transistor). The reference current is like a flow rate setting that ensures the right amount of water is always flowing at the output, regardless of how much is demanded at the input.
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So instead of having reference current this is what we do have the implementation of the current source. In fact, if you see that it consists of a bias resistor R maybe you can see bias. So, V to collector of transistor-B CC 3 we do have this R and based on the value of this R we can get a current here and we call this I the reference current and expression of I = ( ) .
In this chunk, we delve into how the reference current is established in the current mirror setup. A bias resistor (denoted as R) affects the current flowing through the circuit. The reference current is defined, and its value depends on the design of the circuit, particularly the resistor and voltage used. This reference current plays a critical role in maintaining consistent performance across the amplifier's operation.
Consider the bias resistor R like a faucet opener in a garden hose system. The larger the opening (or more you tighten the faucet), the more water (reference current) flows through the hose (amplifier). Adjusting this resistor is akin to finding the perfect balance to ensure water flows properly without flooding (overdriving) the plants (output signals).
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So, we can say that the collector current of transistor-2 I_C2 is well approximated by I_C3 Γ I_REF. So, this is the exact equation assuming transistor-2 and transistor-3 they are identical and then this may be well approximated by Γ I_REF. Strictly speaking this approximation it is associated with the drop of the 2 non-ideal factors.
Here, we express the relationship between the currents throughout the current mirror transistors. The collector current of transistor-2 is effectively mirrored from the reference current set up through transistor-3, under the assumption that these two transistors are identical. Non-ideal factors can introduce discrepancies, but for this idealized model, we can expect a near-perfect relationship between these mirrored currents.
Imagine you have two identical twins (transistors). If one twin holds a particular weight (reference current), the other twin is expected to carry the same weight. However, small differences (non-ideal factors) in their strength might slightly alter how much they can lift. In our circuit, when conditions are ideal, their weights (currents) are perfectly matched.
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Now, once we get the DC operating point then to find the gain from input to primary input to primary output we can draw the small signal equivalent circuit and since the current mirror here it is not carrying any signal.
In this part, we shift our focus to small signal analysis after establishing the DC operating point. The small signal equivalent circuit allows us to understand how signals (AC variations) interact within the circuit. This analysis is essential for determining the gain of the amplifier. Since current mirrors do not carry signal variations, we can simplify our analysis accordingly.
Think about a crowded bus during peak hours (DC operating point) versus a bus with a few passengers (small signal). At the crowded peak, you're focused on the full capacity (DC behavior), but when assessing how quickly the bus can move when less crowded, you can simplify the scenario to just a few passengers (AC analysis).
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Similar to common collector amplifier the current mirror can also be used for common drain amplifier which is the MOSFET counterpart of this circuit.
The common drain amplifier, often found in MOSFET configurations, works similarly to its BJT counterpart (common collector). Here, current mirrors help maintain consistent biasing and operating conditions, allowing for effective amplification. Just like in the previous transistor scenarios, understanding the behavior of current mirrors within this configuration is vital for effectively designing and optimizing electronic circuits.
You can think of the common drain amplifier like a modern faucet that allows water to flow freely into any fixture (the load). The current mirror helps maintain a steady flow, regardless of the number of fixtures being used at the same time, just as the faucet would maintain pressure to each location.
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So, of course, since this both the resistors are very high you can well approximate this by 1. Now, next thing is that the current mirror can also be used our rather frequently used for differential amplifier.
In this segment, we discuss another vital application of current mirrors, particularly in differential amplifiers. Current mirrors help to improve performance by ensuring stability in current flow, which enhances the amplifier's efficiency and effectiveness in distinguishing between input signals. This improvement is critical in applications where precision and accuracy are paramount.
It's similar to how balanced weights on a scale ensure accurate measurements. If one side of the scale has a consistent reference weight (like a current mirror), it helps in making precise calculations (amplifying signals) when different weights (input signals) are measured on the other side.
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In fact, there are different possible applications and the applications of the current mirror on differential amplifier it is having 3 folds. One is for replacing this tail resistor; and if you replace this tail resistor that will improve the common mode gain.
This section elaborates on the three main applications of current mirrors in differential amplifiers. Firstly, replacing tail resistors with current mirrors improves common mode gain, which enhances the overall performance of the amplifier. Secondly, active loads can be implemented, and thirdly, signal propagation is enhanced through the current mirror, improving both differential and common mode gains. Understanding these applications is essential to leverage the benefits of current mirrors in circuit design.
Imagine swapping out an old car battery (tail resistor) with a modern, more efficient battery (current mirror). The new battery not only provides steadier power levels (improved common mode gain), but also allows for more accessories to run smoothly without disruptions, showing how enhancements can benefit overall system performance.
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Key Concepts
Current Mirror: A circuit configuration used in amplifiers to maintain a stable reference current.
Common Collector Amplifier: An arrangement where signal output is derived from the emitter, offering high input impedance.
Differential Mode Gain: A measure of how effectively an amplifier can amplify the difference between two input signals.
Active Load: Utilization of transistors instead of resistors in biasing, enhancing the performance metrics of amplifiers.
See how the concepts apply in real-world scenarios to understand their practical implications.
Using a current mirror in a common collector amplifier allows for greater control over biasing, resulting in stable gain across various loading conditions.
In differential amplifiers, the use of current mirrors for biasing tail transistors improves common mode rejection ratio, enhancing overall signal integrity.
Use mnemonics, acronyms, or visual cues to help remember key information more easily.
In a mirror, currents glide, stable outputs with no divide.
Imagine a quiet river reflecting a constancy of flow. In our circuit, current mirrors reflect this steadiness across conductive paths.
Remember 'C.C.D.' for Common Collector, Common Drain, and Differentialβkey amplifier types using current mirrors.
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Review the Definitions for terms.
Term: Current Mirror
Definition:
A circuit that produces an output current that is proportional to an input current, providing stable references.
Term: Common Collector Amplifier
Definition:
An amplifier configuration where the output is taken from the emitter, providing high input impedance.
Term: Differential Amplifier
Definition:
An amplifier that outputs the difference between two input signals, often utilizing current mirrors for enhanced performance.
Term: SmallSignal Equivalent Circuit
Definition:
An equivalent circuit that simplifies analysis of linear circuits by substituting linearized models of components.
Term: Gain
Definition:
The ratio of output signal to input signal in an amplifier, often expressed in decibels.