Definition check – Polyphase systems Statement: “Polyphase is characterized by two or more sinusoidal voltages, each having a different phase angle.” Is this definition accurate?
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ATrue
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BFalse
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CTrue only if all amplitudes differ
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DFalse; polyphase requires three phases only
Answer
Correct Answer: True
Explanation
Introduction / Context:Polyphase systems underpin modern power transmission and many rotating machines. A clear definition helps discriminate single-phase, two-phase, three-phase, and multiphase systems used in power and signal-processing contexts.
Given Data / Assumptions:
- Sinusoidal voltages of the same frequency but with phase displacement.
- Amplitudes may be equal (balanced) or unequal (unbalanced).
- Two or more phases qualify as polyphase.
Concept / Approach:
Polyphase literally means “many phases.” Any system with two or more sinusoids of the same frequency that are phase-shifted relative to each other satisfies the definition. Common examples include two-phase (90°) and three-phase (120°) systems. Balance is desirable but not required by definition.
Step-by-Step Solution:
Identify number of phase voltages ≥ 2.Confirm same frequency and defined phase displacements.Conclude that such a set is polyphase whether balanced or not.Verification / Alternative check:
Practical grids predominantly use three-phase due to constant power transfer and machine efficiency, but vector-control drives often synthesize multiphase sets (e.g., two-phase for control axes) that are still polyphase.
Why Other Options Are Wrong:
Requiring three phases only is too restrictive. Amplitude equality is not part of the definition; it pertains to “balanced” operation, not to being polyphase.
Common Pitfalls:
Confusing “polyphase” with “three-phase only,” or assuming unequal magnitudes disqualify a system from being polyphase.
Final Answer:
True.