Difficulty: Easy
Correct Answer: Type of core material, number of turns, cross-sectional area of core, and length of core
Explanation:
Introduction:Designing inductors requires understanding which geometric and material factors set the inductance. This knowledge guides core selection and winding specifications for filters, chokes, and transformers.
Given Data / Assumptions:
Concept / Approach:
A simplified form shows L proportional to μ * N^2 * A / l. Thus inductance increases with higher permeability, more turns, and larger core area, and decreases with longer magnetic path length. Wire type (gauge) affects resistance and current rating, not the magnetostatic inductance directly.
Step-by-Step Solution:
Identify controlling variables: μ (core material), N (turns), A (core area), l (path length).Relate to L: L ∝ μ * N^2 * A / l.Evaluate distractors: “type of wire” and “length of wire” are not primary determinants of L (except insofar as they alter geometry).Hence, the correct set is μ, N, A, and l.Verification / Alternative check:
Inductor design calculators and core datasheets apply exactly these variables, confirming the proportionality and practical design steps for target inductance values.
Why Other Options Are Wrong:
Common Pitfalls:
Final Answer:
Type of core material, number of turns, cross-sectional area of core, and length of core
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