Handling Technique of the Dynamic Color Computer Graphics by the Wavelets Transform

Abstract

One of the distinguished properties of the discrete wavelets transform is that the major dominant factors can be extracted from the data. We have applied this property to the data compression and reducing the noise data. In the present paper, we have tried to shrink and enlarge the color image data in static as well as dynamic states by means of the vector wavelets transform. Key idea is that the color image data are represented in terms of the 3dimensional vector data by corresponding the red, green and blue orthogonal components of the image to the 3dimensional orthogonal x, y and z components. Several examples demonstrate the usefulness of our new method to work out the graphical communication tools.

A Proposal of Flat Transformers

“…The magnetic field vector distributions are generally three dimensional vectors. Therefore, when we apply the wavelets multi-resolution analysis to the three dimensional vectors, it leads to the three-dimensional vector wavelets transform [2,3].…”

“…Apply the discrete wavelets transform to the magnetic field vector distributions around the transformer having open magnetic flux paths clarifies that the dish like ferrite cores embedding spirally wound coils gives a far excellent magnetic field vector distribution compared with those with conventional U shape cores [2,3]. An extension of conventional inner core type trans-former employing U shape cores spreads the magnetic fields around the transformer centred at the air gaps.…”