Is a Transistor Considered a Fundamental Circuit Element?

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The discussion centers on defining fundamental circuit elements, with resistors, capacitors, and inductors classified as such, while transistors are not due to their ability to be modeled using these fundamental elements. The term "fundamental" implies uniqueness and indivisibility, which transistors do not possess since they can be represented by simpler components. The conversation also touches on the concept of equivalent circuits, illustrating how complex components like transistors and batteries can be approximated using idealized fundamental elements. It emphasizes that while pure fundamental elements are theoretical constructs, practical engineering requires making assumptions about their behavior for effective circuit modeling. Ultimately, understanding these distinctions is crucial for accurate circuit analysis and design.
SpartanG345
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How do you define what is a fundamental circuit element? I am not really sure, why isn't a transistor a fundamental circuit element.

Can u consider a switch a fundamental circuit element or is it a resistor with infinite resistance.
 
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The term "fundamental" itself expresses the meaning that it is unique and not be subdivided into other simple elements. Resistor, capacitor and inductor are fundamental circuit elements, while transistor is not, because a transistor can be modeled/visualized in terms of the fundamental elements shown above. Regarding switch, you yourself mentioned that it is resistor with infinite resistance, which means that you are able to decompose itself (switch) into further simple (fundamental) element (in this case it is resistor) and hence it is not a fundamental element
 
It doesn't do to get too hung up on terminology.
When I was very young I came across the idea of the 'equivalent circuit' of a transistor. This involved the notion of replacing an actual transistor with a circuit consisting of 'fundamental' and ideal resistors, capacitors and current sources with fictitious characteristics. This equivalent circuit, if you could actually build it, would behave like a transistor but it is only a fiction which is used to gain an understanding of the actual behaviour of a transistor. I worried a lot about this at the time because I hadn't actually ever got as far as designing a circuit containing a transistor. I really thought you could build one.
Another, easier, example I came across was the equivalent circuit of a battery (an ideal emf in series with a small resistor - the internal resistance).
Those were both examples in which you can say we use "fundamental" elements but, in neither case, can you pick up and handle any of these elements. A pure resistor can't exist because it will have physical size and, hence, will have inductive and capacitative qualities. The same goes for every other circuit element you can think of.
 
As mentioned here
sophiecentaur said:
A pure resistor can't exist because it will have physical size and, hence, will have inductive and capacitative qualities. The same goes for every other circuit element you can think of.

it is impossible to see an individual fundamental circuit element in practice. Yet we have to make some assumptions to model the system for analysis. If I have to model an electric heater, it is obviously not wrong to neglect its inductance and capacitance.
The central idea is to find the basis at which every thing else can be expressed in an acceptable approximate sense.
 
That's where you need to be wearing your Engineer's hat and know what to neglect.
 
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