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Examine the code for a Java class that can be used to perform forward and inverse 2D Fourier transforms on 3D surfaces in the space domain. Learn how the 2D Fourier transform behaves for a variety of different sample surfaces in the space domain.

Revised: Wed Oct 21 16:16:44 CDT 2015

This page is included in the following book: Digital Signal Processing - DSP

Table of contents

Preface

This is the second module in a two-part series. The first part published earlier was titled Java1490-2D Fourier Transforms using Java, Part 1 . In this module, I will teach you how to perform two-dimensional (2D) Fourier transforms using Java. Iwill

  • Explain the conceptual and computational aspects of 2D Fourier transforms
  • Explain the relationship between the space domain and the wavenumber domain
  • Provide sufficient background information that you will be able to appreciate the importance of the 2D Fourier transform
  • Provide Java software to perform 2D Fourier transforms
  • Provide Java software to test and exercise that capability

Two separate programs

I will present and explain two separate programs. One program consists of a single class named ImgMod30 . The purpose of this class is to satisfy the computational requirements for forward and inverse 2D Fouriertransforms. This class also provides a method for rearranging the spectral data into a more useful format for plotting. The second program named ImgMod31 will be used to test the 2D Fourier transform class, and also to illustrate the use of 2D Fourier transforms for some well known samplesurfaces.

A third class named ImgMod29 will be used to display various 3D surfaces resulting from the application of the 2D Fourier transform. Iexplained this class in an earlier module titled Plotting 3D Surfaces using Java .

Using the class named ImgMod30

The 2D Fourier transform class couldn't be easier to use. To perform a forward transform execute a statement similar to the following:

ImgMod30.xform2D(spatialData,realSpect, imagSpect,amplitudeSpect);

The first parameter in the above statement is a reference to an array object containing the data to be transformed. The other three parameters refer to arrayobjects that will be populated with the results of the transform.

To perform an inverse transform execute a statement similar to the following:

Questions & Answers

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Astronomy (from Ancient Greek ἀστρονομία (astronomía) 'science that studies the laws of the stars') is a natural science that studies celestial objects and phenomena. It uses mathematics, physics, and chemistry in order to explain their origin and evolution.
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the big bang theory is a theory which states that all matter was compressed together in one place the matter got so unstable it exploded releasing All its contents in the form of hydrogen
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Who named the the whole galaxy?
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solar Univers
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is the big bang the sun
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no
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bigbang is the beginning of the universe
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but thats just a theory
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nothing will happen, don't worry brother.
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GANGAIN Reply
these are Rocky substances between mars and jupiter
GANGAIN
Comets are cosmic snowballs of frozen gases , rock and dust that orbit the sun. They are mostly found between the orbits of Venus and Mercury.
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why the moon is always appear in an elliptical shape
Gatjuol Reply
Because when astroid hit the Earth then a piece of elliptical shape of the earth was separated which is now called moon.
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lidiya Reply
Did you mean eye sight or sea level
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according to the theory of astronomers why the moon is always appear in an elliptical orbit?
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hi !!! I am new in astronomy.... I have so many questions in mind .... all of scientists of the word they just give opinion only. but they never think true or false ... i respect all of them... I believes whole universe depending on true ...থিউরি
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there many theory to born universe but what is the reality of big bang theory to born universe
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Nagalakshmi
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there are many theories regarding this it's on you believe any theory that you think is true ex. eternal inflation theory, oscillation model theory, multiple universe theory the big bang theory etc.
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from where on earth could u observe all the stars during the during the course of an year
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I think it couldn't possible on earth
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is that so. the question was in the end of this chapter
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in theory, you could see them all from the equator (though over the course of a year, not at pne time). stars are measured in "declination", which is how far N or S of the equator (90* to -90*). Polaris is the North star, and is ALMOST 90* (+89*). So it would just barely creep over the horizon.
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Source:  OpenStax, Digital signal processing - dsp. OpenStax CNX. Jan 06, 2016 Download for free at https://legacy.cnx.org/content/col11642/1.38
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