Sketch the spectrum that would result by performing the Fourier transform on the following time- dependent data, the superposition of three waves: y = A sin(w t+d) y₁ = 0.10 y₂ = 0.20 y3 = 0.20 -1 sin(5.50 × 10¹5 s-¹.t +0.10) sin(6.10 × 10¹5 s-¹.t + 0.00) sin(4.90 × 10¹5 s-¹.t +0.45) S 1
Sketch the spectrum that would result by performing the Fourier transform on the following time- dependent data, the superposition of three waves: y = A sin(w t+d) y₁ = 0.10 y₂ = 0.20 y3 = 0.20 -1 sin(5.50 × 10¹5 s-¹.t +0.10) sin(6.10 × 10¹5 s-¹.t + 0.00) sin(4.90 × 10¹5 s-¹.t +0.45) S 1
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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![) Sketch the spectrum that would result by performing the Fourier transform on the following time-
dependent data, the superposition of three waves:
y = A sin(w•t + p)
y₁ = 0.10 sin(5.50 x 10¹5 s-¹.t+0.10)
Y₂
= 0.20 .sin(6.10 × 10¹5 s-¹.t +0.00)
y3 = 0.20 sin(4.90 × 10¹5 s−¹ . t + 0.45)
-1
S](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe07f7483-05e5-4237-8b19-283747e8397b%2Fa29285b0-9223-4c5f-b423-b6135db4aa89%2Fh5xy1ul_processed.png&w=3840&q=75)
Transcribed Image Text:) Sketch the spectrum that would result by performing the Fourier transform on the following time-
dependent data, the superposition of three waves:
y = A sin(w•t + p)
y₁ = 0.10 sin(5.50 x 10¹5 s-¹.t+0.10)
Y₂
= 0.20 .sin(6.10 × 10¹5 s-¹.t +0.00)
y3 = 0.20 sin(4.90 × 10¹5 s−¹ . t + 0.45)
-1
S
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