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Today, we'll discuss common mode stimuli in differential amplifiers. Can anyone tell me what a common mode stimulus is?
Is it when the same signal is applied to both inputs of the amplifier?
Exactly! When identical signals are fed into both inputs, they influence how the amplifier reacts. This effect can be quantified as the common mode gain, denoted as A_c.
How do we calculate that gain?
Great question! The common mode gain can be defined using the formula: A_c = -V_o_c / V_in_c, where V_o_c is the common mode output voltage and V_in_c is the common mode input voltage.
And what happens to the output signals in this case?
Good inquiry! When the signals are in phase, the outputs remain unchanged. It's crucial to understand this for analyzing amplifier stability.
To summarize, common mode inputs result in common outputs. Understanding this helps in designing effective differential amplifiers.
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Let's switch gears to discuss differential stimuli! Can you explain what a differential signal is?
Itβs when two different signals are fed into each input of the amplifier?
Correct! The differential input signals allow us to achieve amplification of the difference. This is key in applications like sensors. Now, when we apply both these signals, what can we expect in the output?
The output should amplify the difference between the two inputs, right?
Precisely! And that's expressed in the differential gain, A_d. Mathematically, we can write it as A_d = V_o_d / V_in_d.
What if both signals are applied at the same time? Will they interfere?
Good point! When both signals act together, each component's phase matters. It's a delicate balancing act to maintain linearity and avoid distortion.
In summary, differential inputs focus on amplifying the difference, which is crucial in many electronic applications.
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Weβve covered small signals well, now let's discuss large signal analysis. Why do you think DC operating points are vital?
They determine how the transistors operate, right?
Correct! The DC operating point ensures that transistors are in the active region, which is essential for proper amplification. It should allow for signal swings effectively.
How do we determine a suitable DC voltage?
We assess it by analyzing the circuit under defined supply voltages. The input common mode voltage sets the point where we can expect meaningful performance.
What should we watch out for with this voltage?
We ensure it stays within a range that allows transistors to remain in their active region, avoiding saturation or cutoff.
In summary, large signal analysis is essential for understanding the operational limits of differential amplifiers.
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The section explores the functioning of differential amplifiers through the analysis of common mode and differential mode stimuli. It discusses the small signal equivalent circuit, the significance of the common mode gain, and transitions to a large signal analysis to understand DC operating points and signal swings.
In this section, we delve into differential amplifiers, particularly analyzing their common mode and differential mode behaviors. We start with the introduction of common mode stimuli, explaining how identical signals at the inputs influence the outputs. The discussion covers the small signal equivalent circuit, emphasizing the relationship between input and output voltages and the concept of the common mode gain (A_c). After analyzing the small signal situations, we transition into large signal analysis, where we assess the role of DC voltage in the operation of transistors within the circuit. The need for DC operating points and their impact on output swings is underscored. Overall, this section lays the groundwork for understanding how differential amplifiers function in practical applications and highlights the importance of signal range and amplifier design.
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Yeah. So, welcome back after the short break. So, we are talking about the common mode stimulus. And let us see what happens to the circuit when we stimulate the circuit with identical signal at the 2 inputs. And so, here we do have the small signal equivalent circuit and here, we like to feed the signal small signal. So, v = v. So, same signal we are feeding here at the other input.
This section discusses the common mode stimulus where identical signals are applied to both inputs of a circuit. This is significant in analyzing how the circuit responds to such stimuli. The common mode analysis helps understand the behavior of the circuit when both inputs receive the same voltage signal simultaneously. Here, 'v = v' indicates that the same voltage is applied to both inputs.
Imagine two students learning from the same lecture. If both are presented with the same information, their understanding of the subject will reflect that uniform input, just as the circuit's output will reflect the same input signal.
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This is common source amplifier with degenerator...or you can approximate this by β v g R. In fact, this one part you can remove. So, we can simply consider g and 2 R so, this g and this g this getting cancelled.
This part covers how the common source amplifier's output can be expressed in terms of its input. The relationship shows that the output is negatively proportional to the input, which is a crucial aspect in understanding amplifier operation. Additionally, certain parameters can be approximated or simplified by assuming ideal conditions, making it easier to analyze circuit behavior.
Think of a dimmer switch in a room. When you turn the dimmer down (input signal), the room gets darker (output). Just like the amplifier output responds to input, the light dims as a direct reaction to your input on the dimmer knob.
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Now, if I consider on the other hand the signal at the emitter...it is working as similar to our previous discussion.
This section illustrates that if the same signal is applied at both inputs, the effects at the output remain unchanged, demonstrating the basic principle of common mode gain. When both inputs are in-phase, the circuit does not significantly change its behavior, as both outputs react identically to the applied input signal.
Consider a synchronized dance routine. When all dancers move in sync to the same beat (identical input), their collective movement becomes a unified expression. Any individual dancer's performance does not drastically alter the overall choreography, similar to how identical input signals affect the outputs of a circuit.
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So, I should say that the common mode output if I say...A defined as of course, with a β sign do you have a β sign here. So, A is which is defined as = β ok.
Here, the section defines common mode gain in circuits, which is critical for understanding how well the circuit can reject signals that are common to both inputs. A negative sign in the common mode gain suggests an inversion in the output relative to the input, highlighting how amplifiers work to differentiate between different input signals.
Imagine you are listening to music on headphones. If both ear cups play the same song, your experience is uniform (common mode). If one starts to play a different tune, the difference becomes more pronouncedβjust as a well-designed circuit should emphasize differences and minimize the effects of identical signals.
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So, now next question is that what may be the meaningful DC quote and unquote meaningful DC? That can be analyzed by considering large signal behavior of this entire circuit.
This segment introduces the concept of large signal analysis, crucial for understanding how circuits behave under different operational conditions, such as DC voltage applications. Analyzing large signals informs trends in performance and efficiency, essential for practical applications.
Think of driving on a highway. Small signals are like light braking in traffic; large signals reflect taking a sudden exit at high speed. Understanding how your vehicle behaves in various scenarios (or DC conditions) is critical for safe and effective driving.
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Key Concepts
Common Mode Stimulus: Identical signal presence influences output outputs.
Differential Amplification: Focus on amplifying the difference.
DC Operating Points: Essential for appropriate operation within amplifiers.
See how the concepts apply in real-world scenarios to understand their practical implications.
When identical 1V signals are applied to both inputs of a differential amplifier, the output remains at the same level, demonstrating common mode output.
With inputs of 1V and 0V, the differential amplifier outputs an amplified version of the difference, illustrating differential gain.
Use mnemonics, acronyms, or visual cues to help remember key information more easily.
In a circuit's flow, make inputs the same, the common mode acts without any shame.
Once there were two signal paths, identical twins, who'd share their tales; together they'd amplify their message without fail.
A_d (Differential Gain) battles in pairs, while A_c (Common Gain) dances with cares.
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Review the Definitions for terms.
Term: Common Mode Gain (A_c)
Definition:
The ratio of the common mode output voltage to the common mode input voltage in an amplifier.
Term: Differential Gain (A_d)
Definition:
The ratio of the differential output voltage to the differential input voltage in an amplifier.
Term: Small Signal Analysis
Definition:
An analysis method that examines how a small input signal affects the output of a circuit.
Term: DC Operating Point
Definition:
The set of DC voltages and currents that defines the operational condition of a circuit.
Term: Active Region
Definition:
The operational state of a transistor in which both the collector and emitter currents are significant, allowing for amplification.