Is Impedance Solely Dependent on Lenz's Law?

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Impedance is a complex quantity that includes both resistance and reactance, with reactance being influenced by Lenz's Law primarily in inductive components. However, the resistance of capacitors does not depend on Lenz's Law, highlighting the need for a broader understanding of real-world components. The discussion emphasizes the importance of considering both phase and amplitude effects in impedance. Acknowledgment of gaps in knowledge and the value of comprehensive study materials is also noted. Overall, a deeper exploration of electronic theory is encouraged for a clearer grasp of impedance.
themadquark
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From the research I have done, I believe I have fully grasped the concept of impedance -- my initial problem being is that I suspected it had to do a lot with lenz' law, but no sources clearly stated one way or another. What I need is verification that I am correct or to be corrected.

From what I understand, Impedance is expressed as a complex number, with regular resistance being the real part and reactance being the imaginary part. From what I have read, reactance is very much dependent on the concept set forth by lenz' law as it is the resistance to flow of current due to the application of lenz' law to inductive components such as actual inductors and transformers, OR capacitive components opposition to current flow due to their construction. I am almost certain there are many flaws in my understanding, so please correct me where I am wrong!
 
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... you've already noticed that the capacitor's "resistance" to current flow does not depend on Lenz's Law. You've only looked at ideal capacitors and inductors so far - leave room for new information. Real life is messy.

To understand the concept, what the number means, you should go the physical effect that happens: what is it trying to describe.
Impedence encodes the effect of components on the phase as well as the amplitude of a signal.
 
I apologise for the late response -- I appreciate the assistance and have now realized that I neglected several sections of an excellent textbook on electronic theory given to me.
 
No worries. Let us know what you figured out.
 
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