Electrical Circuits: Frequency Generator, Tolerance & Reactive Inductor

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SUMMARY

The discussion focuses on the behavior of frequency generators, component tolerance, and the characteristics of real inductors. A frequency generator outputs various waveforms, including sine, square, and triangle waves, with an internal resistance typically around 50 ohms. Component tolerance is defined as the allowable deviation from a specified resistance value, exemplified by a 10% tolerance on a 1000 ohm resistor, allowing for a range between 900 and 1100 ohms. Real inductors are not completely reactive due to their inherent resistance, which causes energy dissipation, contrasting with the ideal behavior of inductors that merely store and return energy.

PREREQUISITES
  • Understanding of frequency generators and their output characteristics
  • Knowledge of electrical component tolerance and its implications
  • Familiarity with inductors and their reactive properties
  • Basic grasp of electrical equations, particularly Ohm's Law (V = IR)
NEXT STEPS
  • Research the specifications and applications of different frequency generator models
  • Study the concept of electrical reactance in inductors and capacitors
  • Explore the impact of component tolerance on circuit performance
  • Examine real-world examples of inductors and their non-ideal behaviors
USEFUL FOR

Electrical engineering students, hobbyists working with circuits, and professionals involved in designing or troubleshooting electronic systems will benefit from this discussion.

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Homework Statement




1. How do you expect the frequency generator output voltage to change with increasing load (decreasing
impedance)?

2. Explain the meaning of component tolerance. (E.g. Tolerance of a resistor)

3. Is a real inductor completely reactive? Why

Homework Equations



V = IR ?

The Attempt at a Solution



I don't think I know what a frequency generator is so I am pretty much lost on part 1

Tolerence of a resistor is the limit it is rated for so 1kOhm will burn up if anything higher is forced through it

For part 3 I don't know what they mean by reactive?
 
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We know that an inductor has ideally zero resistance. It merely stores energy from the circuit, and then returns it back to the network. This is ideal. What would make it not ideal, and therefore real (ie. real life)? It's meant to not dissipate energy, merely transfer it. Any ideas?
 
A frequency generator is a (usually) nice looking box with a knob on the front of it for varying frequency and another knob for varying the output voltage. They can be cheap ($50) or expensive ($5000) depending how good they are.

The output is a sinewave or a square wave or possibly a triangle wave. These often have an internal resistance of 50 ohms and this is effectively in series with the output.

This should be enough to answer question 1.

Component tolerance is not what you describe. I think you were describing power rating or voltage rating.
I might say I need a resistor of 1000 ohms with a tolerance of 10%
That means I need a resistor whose actual resistance is between (1000 - 10% or 900 ohms) and (1000 + 10% or 1100 ohms).

Reactance is the equivalent of resistance for Inductors (coils) and capacitors.
In each case, it varies with frequency.
They have this property and draw current related to it, but they return the current to the supply on each half cycle of the supply waveform, so there is no net loss of power because of it.
You could read this article about it:
http://en.wikipedia.org/wiki/Electrical_reactance
 

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