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Today, we will discuss current mirrors and their role in amplifiers. Can anyone explain what a current mirror does?
A current mirror replicates the current flowing through one transistor into another transistor.
Exactly! Think of it as a tool that maintains consistent current across different parts of a circuit. Now, letβs dive deeper by discussing how we analyze these current mirrors using small signal models.
So, what do we mean by 'small signal model'?
Great question! A small signal model helps us understand how the circuit behaves for small variations around a DC operating point.
Overall, this will help in linear circuit analysis, especially when amplifiers are involved. Letβs summarize the main points discussed: Current mirrors replicate current, and the small signal model allows us to analyze circuit behavior around a bias point.
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Now, letβs explore what happens under DC conditions. When the current mirror is not carrying a signal, what does the circuit look like?
I think it means the circuit is open because thereβs no signal.
Correct! In the DC state, the small signal equivalent circuit can be simplified based on open-circuit conditions. Remember this as 'DC means no current flow'! This makes it easier to analyze, and we use resistances to relate this to the actual circuit behavior.
What about the MOSFET version? Does it have a different structure?
Yes! While the principle is the same, the structure for MOSFETs differs in how we depict the small signal equivalent circuit, particularly in terms of resistances and voltage-dependent current sources.
To recap, under DC conditions, the circuit is considered open, allowing us to focus only on DC resistances.
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Switching gears, letβs look at the AC conditions. When a current mirror carries an AC signal, how does our model change?
Now we have to consider the voltage-dependent sources!
Exactly! With input currents in an AC condition, we model the small signal circuit to analyze voltage changesβthis is crucial for understanding transfer functions in amplifiers.
What about BJT mirrors? Is the analysis the same?
Good observation! The approach is similar for BJTs, but with additional components like collector-emitter resistances that slightly modify our analysis.
As we conclude, remember that in AC conditions, we introduce voltage-dependent current sources which directly influence how we analyze behavior in amplifiers.
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Finally, letβs discuss applications of current mirrors. Where do you see current mirrors being applied?
I believe theyβre often used in amplifiers and analog circuits!
Absolutely right! They are essential in circuits for current biasing and signal amplification. Understanding the small signal model helps create accurate predictions of circuit behavior in these applications.
Can we summarize the differences between MOSFET and BJT current mirrors?
Yes! MOSFET versions utilize gate voltage dependence, while BJT mirrors rely on base-emitter voltages. Both serve to replicate current effectively but with different characteristics.
In summary, today we learned how the small signal model aids in analyzing current mirrors under both DC and AC conditions, essential for practical amplifier designs.
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The section details the small signal equivalent circuit of current mirrors for transistors, emphasizing their behavior under DC and AC conditions. It presents both MOSFET and BJT versions while elaborating on key applications in amplifiers and differential circuits.
In this section, we examine the small signal model of current mirrors, specifically for MOSFET and BJT implementations. Transistor-based current mirrors are critical in analog electronic circuits, especially in amplifiers and differential configurations. The analysis begins by defining two operational states:
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So, we need to understand the small signal model of current mirror, and to go into the small signal model we do have two possible situations. One is the current mirror may not be carrying any signal namely under DC condition what is the small signal equivalent circuit, and then we do have the second possible situation where the current mirror may carry signal in the form of current.
In this chunk, we're introduced to the concept of small signal models, specifically for current mirrors used in transistors. The text discusses two situations: the first is when the current mirror is under DC conditions, meaning there is no signal present, and the second is when the current mirror is active, carrying a signal. Understanding these conditions is crucial for analyzing circuits that involve current mirrors, as they dictate the behavior of the circuit under different operating conditions.
Think of a current mirror as a water faucet that can either be turned off (DC condition) or adjusted to deliver different amounts of water (AC signal condition). When the faucet is off, no water flows, which is like the DC condition. However, when opened slightly, water begins to flow, similar to how an AC signal allows current to flow through the circuit.
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So, let me talk about the small signal model of current mirror implemented by MOSFET. Here we do have the current mirror circuit, we do have transistor-1...we do have the small signal model for transistor-1.
This chunk details the small signal model for a current mirror made with a MOSFET. It explains how transistor-1 is connected in such a way that allows it to mirror current from a reference source. The small signal model focuses on analyzing the behavior of transistor-1 under small signal variations, effectively translating voltage changes into current changes. The text talks about the specific notations used for voltages and resistances, making it clear how these elements interact in the circuit.
Imagine a big light switch that controls a group of smaller lights. The small signal model is like using a dimmer switch to slightly adjust the brightness of those lights. Even though you might not see much change in power being used, small adjustments can significantly affect the overall light output, similar to how small voltage changes affect current flow in a circuit.
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Now, for small signal model this is DC current, so...this circuit is open.
This part discusses how the voltage across the transistors varies when analyzing the small signal model. When no signal is present, the DC current is considered, leading to an open circuit model where certain nodes have a voltage of zero. This simplification helps in calculating how the circuit behaves under small signal conditions. By treating the DC part as zero, it allows easy assessment of how the current mirrors affect subsequent circuit elements.
Consider a well in a water reservoir system. When the well is not being actively used (the DC condition), you can think of it as an open pipe where no water flows. If you want to check how the system reacts when water pressure changes slightly (small signal analysis), you examine the pipes without any water flowing, simplifying how changes in pressure would play out in the system.
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Now, whenever we do have a current mirror getting implemented by a BJT instead of MOS, then also we will be getting similar kind of circuit.
This chunk introduces how small signal models apply similarly when using BJTs (Bipolar Junction Transistors) instead of MOSFETs for current mirrors. While the underlying principles remain consistentβcurrent mirroring and response to small signal variationsβthe specific circuit details need to be adapted based on the type of transistor used. Understanding this equivalence between different transistor types is essential for circuit design and analysis.
Picture a set of traffic lights that can be controlled by either a central control system (BJT) or individual timers (MOSFET). While both systems aim to regulate traffic flow, the way they implement changes might differ. However, fundamentally, both systems can adjust the flow of traffic (current) based on specific inputs (signals) with terrific efficiency!
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Situation when may arise when this reference current may have a signal part namely say i .
This chunk illustrates a scenario where the reference current in the current mirror not only has a DC component but also includes an AC signal component. This introduces complexity in the small signal model as the circuit must now account for both the DC behavior and the signal behavior. Understanding how to analyze these mixed conditions is vital for accurately predicting circuit performance when actual signals are applied.
Imagine a musician playing a string instrument in a concert. The steady tone of the string represents the DC component while the fluctuationsβlike vibrato or changes in pitchβrepresent the AC signals. A musician must know how to control the overall sound by paying attention to both the steady and changing tones to create beautiful music, just as engineers need to manage both DC and AC behavior in circuits for optimal performance.
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Key Concepts
Current Mirror: A circuit designed to replicate a reference current across multiple branches.
Small Signal Model: A representation that simplifies the analysis of circuits under small AC variations.
DC Condition: The state in which the current mirror operates without any applied AC signals.
Voltage-Dependent Current Sources: Crucial components in small signal analysis that vary current according to applied voltages.
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A simple current mirror made with two NPN transistors where the reference current is mirrored in the output branch.
A MOSFET-based current mirror circuit where the output current is regulated and mirrors a constant input current.
Use mnemonics, acronyms, or visual cues to help remember key information more easily.
In circuits wide where currents flow, mirrors reflect what we need to know.
Imagine a gardener who waters two plants with the same hose; whichever plant drinks more gets mirrored to the other plant, so both grow alike.
For remembering current mirrors: 'C - Current, M - Mirror, A - Align, A - Amplify' - Current mirrors align output with input for amplification.
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Review the Definitions for terms.
Term: Current Mirror
Definition:
A circuit configuration that replicates a reference current in one or more output branches.
Term: Small Signal Model
Definition:
An approximation used to analyze the behavior of circuits in response to small AC signals around a bias point.
Term: DC Condition
Definition:
A state of a circuit where no AC signal is present, and only DC currents and voltages are analyzed.
Term: VoltageDependent Current Source
Definition:
A current source whose output current varies according to the input voltage.