Examples of phasor in the following topics:
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- Phasors separate the dependencies on A, ω, and θ into three independent factors.
- The term phasor therefore often refers to just those two factors.
- There are two key ideas behind the phasor representation of a signal:
- An example of series RLC circuit and respective phasor diagram for a specific ω.
- Electrical engineers, electronics engineers, electronic engineering technicians and aircraft engineers all use phasor diagrams to visualize complex constants and variables (phasors).
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- Due to the phase difference, it is useful to introduce phasors to describe these circuits.
- To get there, we will first introduce a very general, pictorial way of representing a sinusoidal wave, using phasor.
- Phasors separate the dependencies on A (amplitude), $\nu$ (frequency), and θ (phase) into three independent factors.
- In those situations, phasors allow this common feature to be factored out, leaving just the A and θ features.
- A phasor can be seen as a vector rotating about the origin in a complex plane.
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- Therefore, the phasor representing the current and voltage would be given as in .
- Again, the phasors are vectors rotating in counter-clockwise direction at a frequency $\nu$ (you can see that the voltage leads the current).
- Subsequent Atoms will discuss how these phasors can be used to analyze RC, RL, LC, and RLC circuits.
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- Phasor diagram for an RLC series circuit.