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Welcome class! Today, we're going to explore the concept of current mirrors. Can anyone tell me what they understand by the term 'current mirror'?
Is it a circuit that replicates a reference current?
Exactly! A current mirror is designed to replicate a current from one branch of a circuit to another. It's essential for biasing in amplifiers. What's the benefit of using a current mirror rather than just resistors?
I think it helps maintain the current more precisely than just using resistors.
Correct! Current mirrors improve circuit performance by providing a predictable current source. Remember, the acronym 'CRISP' stands for Current Replication Improves Signal Processing. Now, can anyone give an example of where we might use a current mirror?
In differential amplifiers!
Exactly! That's a great example. Let's summarize: current mirrors are used for precise current replication in various amplifier applications.
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Now, let's discuss how we derive small signal models for BJTs in current mirrors. Why do you think we need small signal models?
To analyze circuits under AC conditions?
Exactly! Small signal models allow us to understand how circuits behave with alternating current. So, when we have a BJT current mirror in a circuit, what happens when it only carries DC current?
I think the AC components become negligible.
Right! When a current mirror carries only DC, the equivalent circuit has certain components open. Remember the 'DCA' principle: DC is Considered Active. Let's practice drawing this model. How do we interpret the output?
We can find the transfer function from there!
Exactly! Understanding this process is crucial for working with amplifiers.
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Let's apply our knowledge to amplifier design. When using a current mirror in a common emitter amplifier, what advantages do we gain?
We can achieve higher gain and better stability.
Great point! The current mirror allows for better output impedance and helps match the currents in active loads. Who can summarize how we achieve this in a circuit?
We connect the current mirror to the output, ensuring that both transistors are well matched for consistent current flow.
Precisely! Matching is crucial. For quick recall, remember 'TAP' β Transistor Alignment is Priority. A well-aligned current mirror is key to performance.
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As we explore applications, we must address challenges. What are some issues you might encounter when implementing a current mirror?
Transistor matching precision?
Yes! Mismatches can lead to variations in current. It's crucial to consider temperature effects and parameter variations. How can we improve these issues?
Using integrated circuits can help with matching transistors.
Exactly! IC technology provides better thermal coupling. 'SAME' stands for Semiconductor Active Matching Enhances. Improving these characteristics is vital before integration. Let's summarize today's session.
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The section elaborates on how current mirrors are utilized in amplifiers such as common-emitter and differential amplifiers using BJTs. It covers the operational principles, small signal models, and practical applications, emphasizing the significance of current mirroring in enhancing circuit performance.
In this section, we delve into the application of current mirrors, particularly focusing on Bipolar Junction Transistor (BJT) implementations. Current mirrors are essential in analog circuits for biasing and improving linearity in amplifiers. We discuss their roles in different amplifier configurations, including common-emitter and differential amplifiers. The section begins with a review of the BJT current mirror's operational principle and its small signal model.
These concepts are crucial for engineering students and professionals looking to design reliable analog electronic circuits, as they illustrate significant improvements that can be achieved through proper current mirror implementation.
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So, here we do have; here we do have the current mirror and again we do have a reference current is only DC, here we do have the application circuit or application module and we like to draw the small signal equivalent circuit here.
In this section, we are discussing the current mirror circuit using Bipolar Junction Transistors (BJTs). A current mirror uses transistors to mirror a current from one branch to another, which provides a stable reference current for circuits. The reference current is a direct current (DC) in this case, and we are preparing to draw the small signal equivalent circuit.
Think of the current mirror as a water park where one big fountain (the reference current) keeps gushing out water steadily. Other smaller fountains (the application circuit) use this water without disturbing the main fountain. The steady flow in the main fountain ensures all the smaller fountains operate efficiently.
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So, this is the V and to draw the small signal equivalent circuit what we have for transistor-1 we do have r from its collector to emitter. So, this is the I should say collector node as well as the base node and base node as base node and collector nodes they are connected together.
To analyze the BJT current mirror circuit, we start drawing the small signal equivalent circuit. For BJT-1, we identify the resistances and configure them in the circuit. The collector and base nodes are connected; this indicates that they are part of the same circuit for transferring signals. This step is crucial for determining how signals will be processed in the current mirror.
Imagine you're building a model railway where different tracks represent sections of the current mirror circuit. The way you connect the tracks (collector and base connections) defines how the train (signal) will travel through the circuit. Proper track connections will ensure smooth transit of trains and hence a reliable performance, just like in the BJT circuit.
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And again since it is a DC current for small signal equivalent circuit this is open and in this network, particularly in this network if you see here we do have ground connection here also we do have the ground connection and the only solution for this v = 0.
In the analysis for small signals from a DC current source, we assume that the AC part is not contributing to any signal because this circuit will treat the DC component as an open circuit. By doing this, it simplifies our calculations, allowing us to focus solely on the small signal variations as they relate to the AC ground.
Consider a dam that holds a lot of water (the DC current). When measuring how much water flows out during a storm (the small signal or AC), we sometimes ignore the calm water state of the dam and only observe changes. This allows us to focus on the impact of the storm without considering the usual water level.
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So, we do have open circuit here and then if this portion it is open. Then if we have this small signal equivalent circuit what we can see here the solution of this voltage v gs voltage it should be 0.
In a small signal analysis of the BJT current mirror, when we treat the DC sources as open, we find that the small signal voltage at specific nodes ends up being zero. This indicates that in the absence of an AC signal, there's no change in voltage, establishing a baseline for further measurements once an AC signal is applied.
Imagine a laser beam projected onto a wall where the laser is the AC signal and the wall is the BJT circuitry. Without anything in the way (the open circuit), the laser spot (voltage) is unaffected; when something does come into play (an AC signal), we can observe the effects on the wall.
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So, that is how we consider the small signal equivalent circuit for a situation where the current mirror it is not carrying any signal current, or rather whenever the reference current is DC.
The section wraps up by explaining that the small signal model for BJTs is consistent in its treatment when compared to MOSFETs. Both can be analyzed under similar conditions, wherein the DC reference currents are treated to simplify the small signal model for performance evaluations in circuits. Understanding these differences is crucial for practical applications in design.
If we think of BJTs and MOSFETs as two different types of cars with similar mechanics, the key difference in how they work fundamentally can lead to alterations in their performance on the same kind of road (circuit). Understanding this aids engineers while designing circuits based on specific requirements.
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Key Concepts
Current Mirror: A circuit that duplicates a current from one branch to another, improving performance in amplifiers.
Small Signal Model: A simplified representation of a circuit used to analyze its behavior under small AC signals, crucial for determining gain and circuit performance.
Active Load: A configuration in amplifiers using current mirrors to maintain high output impedance and enhance gain stability.
See how the concepts apply in real-world scenarios to understand their practical implications.
In a common emitter amplifier, a BJT current mirror can be used as an active load to increase overall gain and improve linearity.
In differential amplifiers, current mirrors help balance and stabilize the currents, allowing for better performance.
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To keep the current steady and bright, use a mirror's insight!
Once upon a time, in a circuit land, there were two BJTs who loved to hold hands. They mirrored each other, making sure their current was just right, boosting their amplifier's might!
Remember 'CRISP': Current Replication Improves Signal Processing!
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Review the Definitions for terms.
Term: BJT
Definition:
Bipolar Junction Transistor, a type of transistor that uses both electron and hole charge carriers.
Term: Current Mirror
Definition:
A circuit that replicates the current flowing in one branch to another branch.
Term: Small Signal Model
Definition:
An equivalent circuit that simplifies the analysis of nonlinear devices under small perturbations.
Term: Active Load
Definition:
A circuit component that provides the required biasing and high output impedance.