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Welcome, everyone! Today, we will explore the fascinating world of current mirrors. Can anyone tell me the main purpose of a current mirror?
Is it to replicate current?
Exactly! Current mirrors replicate a reference current in a circuit. They help maintain consistent current levels across various circuit functions. Now, what types of transistors can be used in current mirrors?
BJTs and MOSFETs!
Right! Great job! BJTs and MOSFETs can each be configured to form a current mirror. This leads us to the basic structure. Can anyone describe what that looks like?
There's usually a diode-connected transistor and another transistor connected to the load?
Perfect! The diode-connected transistor sets the voltage for the other transistor, achieving current mirroring. Letβs summarize: the current mirror's primary role is to provide a stable output current based on a reference current.
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Now, letβs dive into how we derive the output current I2 in current mirrors. Who can remind us how the output current is related to the reference current?
Itβs based on the sizes of the transistors, right?
Exactly! We express I2 in terms of I_ref and the aspect ratio between the transistor sizes. This relationship can often be expressed as I2 = k * I_ref, where k is the ratio of the W/L of the two transistors. Why is it important to ensure that the transistor remains in saturation?
Because that's when the current will be stable and predictable?
Spot on! In saturation, the transistor operates efficiently, allowing for accurate current mirroring. If we violate saturation, we introduce variability in the output current. Letβs summarize: the output current expression varies based on the transistor's size ratios and saturation conditions.
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Great job so far! Next, let's discuss output resistance. Why is output resistance crucial in current mirrors?
It helps in maintaining a stable output current under varying load conditions?
Correct! High output resistance in current mirrors allows the output current to remain constant over a range of voltage outputs. Can someone explain how we achieve high output resistance?
By keeping the transistors in saturation and managing the voltage levels?
Exactly right! Output resistance is determined largely by keeping the transistor's voltage levels adequate to remain in saturation. High output resistance results in less dependency on the output voltage. In short, high output resistance is a key feature for effective current mirrors.
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Finally, letβs tackle non-ideality factors like Early voltage (Ξ»). Why are these important?
They show how real circuits deviate from the ideal characteristics?
Exactly! Non-ideality factors can affect the output current, which could lead to inaccuracies in current mirroring. What do you think the expression for output current becomes when we include these factors?
I think it becomes I2 = I_n * (1 + Ξ»V_ds)?
Almost perfect! Yes, the output current can be modified with an additional component due to non-ideality, reflecting these real-world limitations. Letβs summarize: understanding Early voltage helps in analyzing how well our current mirrors perform against the ideal structures.
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In this section, we explore the configurations of current mirrors, specifically for BJTs and MOSFETs, detailing how output current can be expressed in terms of reference current with considerations on output resistance. We also delve into the effects of non-ideality factors that influence the current mirror's performance.
Current mirrors are essential components in analog electronic circuits, enabling controlled current replication. In this section, we analyze the basic structure of current mirrors constructed from bipolar junction transistors (BJTs) and metal-oxide-semiconductor field-effect transistors (MOSFETs). The analysis begins with a reference current, I_ref, which flows through a diode-connected transistor. The output current, I2, can be derived from I_ref, considering the size ratio between the two transistors involved. The expressions derived for the output current take into account the saturation conditions of the transistors and their operational parameters, such as threshold voltage and transconductance. Furthermore, we explore the concept of output resistance, emphasizing that achieving high output resistance in current mirrors is contingent upon maintaining transistors in the saturation region. This section highlights the significance of factors such as the Early voltage (Ξ») that affect current mirror accuracy, introducing a non-ideality factor that reflects additional variability in the output current.
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So, to start with the analysis of current mirror we do have here, the circuit which is, as I said that it is having a reference current, I and then we do have transistor-1 here which is diode connected and it develops a voltage V which is supplied to the get to source or GS transistor-2.
The section begins by introducing the basic structure of a current mirror circuit. The circuit comprises two main transistors. The first transistor (transistor-1) is configured as a diode, which helps establish a reference current βIβ. This reference current is critical as it influences the output current produced by transistor-2. The voltage developed across transistor-1 is then supplied to the gate-source connection of transistor-2, allowing it to mirror the current from transistor-1.
Think of a current mirror like a water fountain system where one pump (transistor-1) establishes the flow of water (reference current). This flow is then mimicked by a second pump (transistor-2) that draws from the same reservoir, aiming to create a consistent level of water flow in multiple parts of the garden (the application circuit), ensuring each area gets the intended amount of water.
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So likewise, we also have the expression of current for the transistor-2. So we do have current here, it is also having very similar expression and because of the connection here, we do have both the V βs, they are equal namely V and V , they are equal.
The output current expression for transistor-2 is discussed next. Since the gate voltages of both transistors are equal, the current flowing through transistor-2 can also be expressed similarly to that through transistor-1. This equality helps simplify calculations and allows us to derive relationships between the currents and the dimensions (sizes) of the transistors used. The section emphasizes that due to their connections, both transistors share identical voltage characteristics at their gates.
Imagine if you have two identical water fountains (transistors) connected to the same water source (gate voltage). If one fountain dispenses a certain amount of water based on the pressure it receives (current), the other fountain will dispense a similar amount because they are both affected by the same source pressure.
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In fact, if you plot the I or you can say I versus V and if V = V ; V = V , at this point whatever the current we are getting that is . And then if V , it is different from V , say this is higher...
The current's dependency on the output voltage is also discussed here. If the drain voltages of the two transistors are equal, the output current mirrors accurately the reference current. However, if the voltages differ, it affects the output current due to changes in output resistance. This variability is captured in the measurements, where the output current might deviate due to the difference in the drain voltages between the two transistors, showcasing the relationship between output current and voltage.
Consider two identical water pipes attached at the same height. If one pipe experiences a blockage (different voltage), the flow of water in the other pipe (output current) will also be affected. If both pipes are unblocked and functioning similarly, the flow rates will match. However, introducing a blockage in one alters the dynamics across both pipes.
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So, we can say that is it is the current of transistor-2 when the 2 drain voltages they are equal. Now in case, as I said that the voltage here it will be defined by the application.
The concept of non-ideality factors is introduced, which is essential for understanding real-world current mirrors. Non-ideality arises when the assumptions of the ideal current mirror do not hold. Factors such as variations in the output voltage lead to discrepancies in the output current compared to the expectation based only on the reference current, indicating a practical limit to how precisely the current is mirrored.
Think of trying to match the speed of a car exactly with another car following it. If the leading car hits a bump on the road (a voltage change), the car behind may not mirror that exact speed either due to its inertia and road condition, illustrating how real-world conditions can introduce variances in expected performance.
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Key Concepts
Current Mirror: A circuit for replicating and maintaining a reference current.
Saturation: A condition where a transistor is fully on, ensuring stable current.
Output Resistance: Critical for maintaining consistent output current in varying conditions.
Early Voltage: Affects the real behavior of transistors in circuits, introducing non-ideality.
See how the concepts apply in real-world scenarios to understand their practical implications.
Example of a BJT current mirror replicating 100 Β΅A of reference current with varying load conditions.
Example of a MOSFET current mirror where the aspect ratio influences the output current stability.
Use mnemonics, acronyms, or visual cues to help remember key information more easily.
In a mirror of circuits, currents will flow, to get it just right, saturation we know.
Imagine a water fountain where one stream represents the reference current. Like a proper template, additional streams must match in flow, illustrating the functionality of current mirrors.
Use 'CASA' to remember: Current, Aspect ratio, Saturation, and Early voltage.
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Review the Definitions for terms.
Term: Current Mirror
Definition:
A circuit that replicates a current in one part of the circuit, maintaining the same current in another independent part.
Term: Transistor Saturation
Definition:
A state where a transistor conducts maximum current; essential for stable operation in current mirrors.
Term: Output Resistance
Definition:
The resistance seen by the output of the circuit, affecting the stability of the output current.
Term: Early Voltage (Ξ»)
Definition:
A parameter indicating how much the output characteristics of a transistor change with varying collector-emitter voltage.
Term: Aspect Ratio (W/L)
Definition:
The ratio of the width (W) to length (L) of a transistor's channel, influencing its current capability.