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. From Eq (4), if λ1≤22 and 01=02=0, then which one (21 or λ2) has the higher order fringe in the center? (i.e., which one is larger, for g?) 2ndcos₁ = ƒλ₁ and 2ndcos0₂ = gλ2 (4) where ƒ and g are integers, and 01 and 02 are angular radius of the two sets of fringes respectively.

. From Eq (4), if λ1≤22 and 01=02=0, then which one (21 or λ2) has the higher order fringe in the center? (i.e., which one is larger, for g?) 2ndcos₁ = ƒλ₁ and 2ndcos0₂ = gλ2 (4) where ƒ and g are integers, and 01 and 02 are angular radius of the two sets of fringes respectively.

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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. From Eq (4), if λ1≤22 and 01=02=0, then which one (21 or λ2) has the higher order fringe in the center? (i.e., which one is larger, for g?)
Transcribed Image Text:. From Eq (4), if λ1≤22 and 01=02=0, then which one (21 or λ2) has the higher order fringe in the center? (i.e., which one is larger, for g?)
2ndcos₁ = ƒλ₁ and 2ndcos0₂ = gλ2 (4) where ƒ and g are integers, and 01 and 02 are angular radius of the two sets of fringes respectively.
Transcribed Image Text:2ndcos₁ = ƒλ₁ and 2ndcos0₂ = gλ2 (4) where ƒ and g are integers, and 01 and 02 are angular radius of the two sets of fringes respectively.
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