DragonPetter
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dijkarte said:Anyone can learn anything in the physical/mathematical sciences without the need to waste tons of $$$ and time with in an over-slow paced needlessly lengthy study course, not to mention the useless classes...
Saying that a gifted person who studied hard to become a famous figure and innovative in the electronics industry copying decades-old projects is very naive, and is a huge divergence from reality. :) So please no insult to self-learner's intelligence. :)
I'm not insulting a self-learner's intelligence. To compare someone who mimicked a design that is 30 years old and that is not exactly cutting edge nor technologically innovative (although commercially innovative and successful) to a lot of EE researchers, including professors, who are involved in innovative and original designs and concepts, is naive and a bit ignorantly disrespectful. Combine that with your dismissal of peer reviewed "dream" papers as less valid than a textbook, and I have to think that your attitude is simply unrealistic and unhelpful. The comment on wasting $$$ and time is irrelevant to this. I just don't buy into the sensationalism or hype where I would believe she is on the same technical level as most engineers, yet alone professors. I'm not discrediting her success, just being a realist when someone makes inappropriate comparisons.
dijkarte said:No it's not and I insist it's not. All electronic books including the "very basic" ones, are all similar just different names, slightly different topics. They don't show it from a pure mathematical/modeling perspective, that's one thing makes me suspecting that the field of EE is more like technical/applicable than pure science.
I'm not sure that you understand what modeling is. Every circuit element in your electronics book is a mathematical model. Ohm's law, KVL, and KCL are also mathematical models. What is non-mathematical about the circuit models? What else would you build any mathematical function or model on other than the basic building blocks of that mathematical system? What is non-basic that you want to see in a circuit? I swear your last questions have revolved around asking about mathematical functions of circuits, and when you see the functions in circuits, you say you want pure models. A pure model still has to be modeling something, and so it would be abstract and could describe a large number of physical systems, one of them being electronics. Those circuits in the link are based on the pure mathematical element models. Study what an ideal opamp is, and you will be studying its mathematical model. Same goes for all of the passive elements. Circuit theory is abstracted mathematical models. The fact that we can use these models to approximate real circuits happens to be extremely useful.
And yes, EE is technical and applicable rather than a pure science. I don't know where you ever got an impression that it was a pure science, but then again neither is software engineering.
dijkarte said:Very helpful, but where is this presented in any book? All they do is just classify a few types of amplifiers and show no in-depth explanation on how to interconnect these components to create a certain functionality.
Maybe what I need is the correct name of the subject I'm looking for.
I don't want a book that presents me a pre-compiled circuit that took them to design 100 years and then do some analysis on its input output. What I really want is a book that presents me with a systematic and mathematical way how to build things from the ground up.
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Probably the science of designing circuits is not well defined and established yet and still very experimental and open-research.
I said it is presented in Sedra and Smith, and it is probably presented in any other book that teaches opamps and electronics fundamentals. You should also check out LTI systems books, and that might be more of what you're looking for.
Designing circuits is well defined and established. It is not an easy subject and requires more than a cookbook of instructions to build from the ground up. There are also often many circuit solutions to the same mathematical input-output model.
I am a bit confused as to what you're getting at. If I asked you to show me a method that added 2 numbers from the ground up, in purely mathematical form as you seem to be hung up on, you would have to define axioms of addition and its properties and the number system in abstract algebra form. I don't see how this is much different from how we have defined the addition circuit (opamp summing junction) and the numbers (the signals) and the axiom that the output is the sum of the two inputs. You can use circuit theory to show that this is true based on the mathematical models of the circuit elements we are using. Why can't you take the next step and abstract that opamp summing junction as "pure" addition as a mathematical model?
Another useful tool is National's LabView. It is a graphical programming structure, where you use "pure mathematical models" that happen to look like circuits. It might help you see the connection.
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