Why Do Experimental Values Differ from Ideal in Filter Circuits?

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In summary, the speaker is working on a lab involving an electrical circuit with resistors and capacitors. They are questioning why their experimental values are different from their ideal values, aside from the effects of resistor and capacitor tolerances. They mention the input and output impedance and how active filters using devices such as transistors or opamps can introduce further deviations from the ideal response due to their frequency-dependent gain not aligning with the desired filter characteristics.
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For my lab I need to explain why my ideal values are different compared to my experimental values. besides things like resistor and capacitor tolerances, what would cause a slightly different output?
 
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Can you give us more details about your lab? All we know right now is that you're working with an electrical circuit that includes resistors and capacitors. We don't even know what you measured or how far off from ideal your numbers were.
 
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Input and output impedance?
 
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In case of active filters the used active device (transistor, opamp,...) can introduce additional deviations from the ideal response.
This will happen if the limited non-ideal frequency characteristics of the device (frequecy-dependent gain) does not allow the envisaged filter characteristics (Quality factor, bandwidth).
 
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1. What is the difference between passive and active filters?

Passive filters use only passive components such as resistors, capacitors, and inductors to filter out unwanted frequencies. Active filters, on the other hand, use active components such as transistors and op-amps to amplify and shape the signal.

2. How do passive filters work?

Passive filters work by using reactive components such as capacitors and inductors to create a frequency-dependent impedance. This impedance blocks certain frequencies and allows others to pass through, effectively filtering the signal.

3. What are the advantages of using active filters?

Active filters offer several advantages over passive filters, including higher gain and selectivity, smaller size, and the ability to easily adjust and tune the filter's parameters.

4. What are the applications of passive and active filters?

Passive and active filters are used in a variety of applications, including audio and video equipment, communication systems, power supplies, and instrumentation. They are also commonly used in electronic circuits to reduce noise and improve signal quality.

5. Can passive and active filters be used together?

Yes, passive and active filters can be used together in a circuit to achieve a specific filtering effect. For example, an active filter can be used to amplify the signal before it passes through a passive filter for further frequency shaping.

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