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Welcome class! Today, we will discuss the foundational concept of negative feedback. Can anyone tell me what feedback is in general?
Isn't feedback just when part of the output is sent back to the input?
Exactly! In negative feedback, this returned signal opposes the original input. This is crucial for maintaining stability in circuits. Remember the mnemonic βNEGAtive means Opposition.β
Why is that important? Can it change the behavior of the circuit?
Good question! Negative feedback actually reduces distortion and improves linearity. It stabilizes the amplifierβs gain. What can you infer about the output when using negative feedback?
The output would be more reliable and less affected by changes in input?
Correct! Letβs move to the types of feedback systems next. Can anyone name them?
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We have two main types of feedback systems: negative feedback and positive feedback. Who can explain the key difference?
Negative feedback opposes the input while positive feedback amplifies it?
Absolutely! Remember: βNegative = Notβ, which helps recall its opposing nature. Letβs dig deeper into an example of each.
Could you give an example of positive feedback?
Certainly! A common example is a microphone feeding back into a speaker. What do you think happens in that case?
It creates a loud squealing sound, right?
Exactly! Thatβs the instability caused by positive feedback. Now, why is that not a problem in a negative feedback system?
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Let's talk about how negative feedback affects system performance. What benefits can you think of?
It can reduce gain, right? But in a good way?
Yes! It reduces gain but enhances control over the output. Can anyone provide examples of applications where negative feedback is utilized?
In audio amplifiers to prevent distortion?
Good example! Also, note that negative feedback contributes to wider bandwidth and helps with temperature variations. Letβs summarize what weβve learned.
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Now, let's dive into the mathematical representation of negative feedback. Who can state how we represent it mathematically?
Isnβt it something like S = AS - Ξ²S?
Correct! Now if we look at this equation, can someone decipher what each term stands for?
S is the signal after feedback, A is the amplifier's gain, and Ξ² is the feedback factor, right?
Excellent! This relationship is crucial for understanding circuit design. What would happen if we increase the feedback factor, Ξ²?
The overall output signal would decrease, making it more stable?
Absolutely! A great conclusion. Remember, the main goal of incorporating negative feedback is to stabilize the output and improve circuit fidelity.
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Negative feedback systems are fundamental components in electronic circuits, where the feedback signal opposes the input signal. This section highlights the functionalities, benefits, and distinctions between negative and positive feedback systems, underlining its impact on signal processing and stability in circuits.
Negative feedback plays a crucial role in electronic systems, allowing for improved stability and performance in amplifiers and circuits. In a negative feedback system, a portion of the output signal is fed back in opposition to the input signal, effectively reducing the input signal's strength. This contrasts with positive feedback, where the feedback signal enhances the input signal.
Negative feedback systems help stabilize circuit performance by reducing sensitivity to component variations and external disturbances. They typically lead to improved bandwidth and lower distortion, making them essential in designing reliable electronic systems.
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So, what we said is that, the basic types of feedback system it is, we make say it is βve feedback system or +ve feedback system.
In feedback systems, we categorize them into two types: negative feedback and positive feedback. Negative feedback occurs when the feedback signal acts to reduce or negate the changes in the system. This concept is crucial for stability and control in various electronic applications.
Think of a thermostat in your home: it detects the temperature and provides a negative feedback signal to the heating system to lower the temperature if it gets too hot. This process maintains a stable environment.
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If the created effect coming back to the original point through the feedback path negates the original change, then the feedback system is called a βve feedback system.
Negative feedback, or βve feedback, is identified when the feedback effect counters the initial change in the system. For instance, if the output of an amplifier increases, and that increase is fed back in a way that reduces the input signal, this is negative feedback. The main function of negative feedback is to stabilize the system and reduce the gain to improve linearity.
Consider a car's cruise control system. When you speed up, the system detects this and reduces the throttle to maintain a steady speed, thus negating the increase in speed. This is how negative feedback helps maintain control.
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... The feedback signal, we are combining with the primary input signal to generate the input signal for the amplifier.
The feedback signal is combined with the input signal to create a modified input for the amplifier. This combination influences the overall input signal and determines the amplifierβs behavior. Retaining the balance of these signals is essential for the proper functioning of the feedback system.
Imagine trying to adjust the volume of a speaker. When you turn up the volume (the input), the speaker will produce more sound. If you then hear the sound is too loud and adjust it down (feedback), thatβs similar to how feedback in circuits works to stabilize output.
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It is very important that in along according to this definition, the polarity of this signal coming to this amplifier it is immaterial.
The polarity of the feedback signal relative to the input signal does not strictly define the type of feedback. What matters is whether the feedback signal reinforces or negates the original signal. Thus, a positive polarity doesnβt guarantee positive feedback, and vice versa.
Picture a light dimmer switch: just because the switch is positioned to allow more light (positive) doesn't necessarily mean it will brighten the room if a negative signal (like covering the light) counteracts that effect.
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Therefore, we can say that we do have a foundational characteristic of negative feedback systems having a stabilizing effect.
Negative feedback systems are characterized by their stabilizing effects. By counteracting changes in input or output, they help maintain the desired performance of a system. In practical applications, this leads to enhanced performance and reduced distortion in amplifiers, for instance.
Consider a well-tuned bicycle. If you start to wobble (a change), your natural instinct is to steer against the wobble to stabilize your balance (negative feedback), which keeps you upright and on your path.
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Key Concepts
Negative Feedback: A system feature that opposes the changes in input, leading to stabilization.
Forward Amplifier (A): The main component that amplifies the input signal.
Feedback Path and Signal Mixer: The components that manage the return of part of the output to the input.
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An audio amplifier using negative feedback reduces distortion and enhances audio quality.
Thermostats use negative feedback systems to maintain room temperatures by opposing deviations from a set point.
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Negative feedback opposes, in circuits, it composes, stabling outputs like roses.
Imagine a garden where plants grow wildly. A gardener uses pruning (negative feedback) to ensure they grow just right, preventing any chaos or overgrowth.
N.O.S.E. - Negative feedback Opposes Signal Effect, reminding us of its fundamental role.
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Review the Definitions for terms.
Term: Feedback
Definition:
The process of returning a portion of the output of a system to the input.
Term: Negative Feedback
Definition:
A feedback signal that opposes the input signal.
Term: Positive Feedback
Definition:
A feedback signal that enhances the input signal.
Term: Forward Amplifier (A)
Definition:
The component that amplifies the input signal before feedback is applied.
Term: Feedback Path (Ξ²)
Definition:
The route through which the output signal is fed back to the input.
Term: Signal Sampler
Definition:
The component that captures the output signal for feedback.
Term: Signal Mixer
Definition:
The component that combines the primary input and the feedback signal.