Register to reply

Harmonic analysis

by jumpinstickz
Tags: analysis, harmonic
Share this thread:
jumpinstickz
#1
May4-13, 01:32 PM
P: 2
The complex amplitudes of a monochromatic wave in the z=0 and z=d planes are
f(x,y,) and g(x,y), respectively. If d=104λ, use harmonic analysis to find g(x,y) in the
following cases:
‐ f(x,y) = 1
‐ f(x,y,) = cos(πx/2λ)
‐ f(x,y) = cos2(πy/2λ)
Phys.Org News Partner Engineering news on Phys.org
'Smart material' chin strap harvests energy from chewing
Lockheed Martin advances live, virtual, constructive training in flight test
Lockheed Martin conducts flight tests of aircraft laser turret for DARPA

Register to reply

Related Discussions
Harmonic filter problem - computer harmonic analysis using EasyPower software Electrical Engineering 0
Complex Analysis: Harmonic Conjugates Calculus & Beyond Homework 2
Harmonic functions - complex analysis Calculus 10
Harmonic Analysis Mechanical Engineering 3
Harmonic Analysis Engineering Systems & Design 0