The complex amplitudes of a monochromatic wave of

Reference no: EM13584988

The complex amplitudes of a monochromatic wave of wavelength "Lambda" in the z=0 and z=d planes are f(x,y) and g(x,y), respectively.Assuming that d = 10^4(Lambda), use harmonic analysis to determine g(x,y) in the following cases:

(a) \(f(x,y) = 1;\)

(b) \(f(x,y) = exp[(-j\pi/\lambda)(x+y)];\)

(d) \(f(x,y) = cos^2(\pi*y/2\lambda);\)

(e) \(f(x,y) = \sum_{m}^{}rect[(x/10\lambda)-2m], m = 0, \pm1, \pm2,...,\) where rect(x) = 1 if |x| <= 1/2, and 0 otherwise

Reference no: EM13584988

Questions Cloud

The electron-volt ev is a unit of energy 1ev 1602 : the electron-volt ev is a unit of energy 1ev 1.602 middot10-19 j 1 mev 1.602 middot10-13 j. since the unit of

In a classical harmonic oscillator a particle with energy e : in a classical harmonic oscillator a particle with energy e moves oscillates in the classically allowed regionx lt

Shared data problem what is shared data problem explain in : what is shared data problem ? explain in briefly ? which is related to embedded system topics ? ltbrgt

A particle m1 199 kg moving at 300deg downward from the : a particle m1 1.99 kg moving at 30.0deg downward from the horizontal with v1 2.25 ms hits a second particle m2 2.99

The complex amplitudes of a monochromatic wave of : the complex amplitudes of a monochromatic wave of wavelength lambda in the z0 and zd planes are fxy and gxy

The electron-volt ev is a unit of energy 1ev 1602 : the electron-volt ev is a unit of energy 1ev 1.602 middot10-19 j 1 mev 1.602 middot10-13 j.since the unit of momentum

Although they dont have mass photons-traveling at the speed : although they dont have mass photons-traveling at the speed of light-have momentum. space travel experts have thought

In a classical harmonic oscillator a particle with energy e : in a classical harmonic oscillator a particle with energy e moves oscillates in the classically allowed regionnbspx lt

A particle of mass m moves in a parabolic potential : a particle of mass m moves in a parabolic potential energynbspvx frac12 momega02x2agriffiths intro to qm 2nd ed finds

User Account

All Pages