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Miscellaneous Forums => The Orphanage => Topic started by: ozzy_85 on May 17, 2006, 09:10:56 AM

Title: dsp and control processing
Post by: ozzy_85 on May 17, 2006, 09:10:56 AM
guyz can anybody give me the exact difference between digital signal processing and control processing, i'm getting confused here... :(
Title: Re: dsp and control processing
Post by: Ossa on May 17, 2006, 09:52:09 AM
Digital Signal Processing (DSP) deals with, well, signals. There are many many examples of DSP areas, here are a few examples:


Here are some more (a bit more specific here):


the list goes on and on - basically DSP is the processing of information in the form of a signal (the signal being whatever you like - radio, audio, video). It often requires a great deal of maths to understand why things work (it's mostly frequency domain things - using Fourier transforms, DFTs, DCTs, Laplace, Z-tansforms).

Here's what wikipedia has to say on it: http://en.wikipedia.org/wiki/Digital_signal_processing

Now... I'm not too sure what you mean by "control processing", but here are my two guesses and I'll explain both.

1) Microcontroller style control of a system. The processor simply responds to stimuli to produce outputs. Examples are in almost anything electronic that you use. Often uses rules defined by (2) to issue it's outputs.

Wikipedia says: http://en.wikipedia.org/wiki/Microcontroller

2) Control engineering type control. This is concerned with the design of mathematical rules that allow a system to do as desired. As a simple example, the thermostat in a house controls whether the heater is on or off the rules are that if it is too hot, turn it off, if it is too cold, turn it on. As a much more complex example, the system that converts a pilot's "requests" to a jet fighter into movements of the control surfaces is a non-linear multivariable control problem and uses many much more complex mathematical rules. To understand this type of control, you basically need to take a degree in it. It involves a great deal of mathematics (take just one non-linear stability criterion - the circle criterion - it needs understanding of state-space descriptions, which in turn needs calculus. Or the newer style robust linear controller types - also need (at the very least) LaPlace and Z-transforms to be understood well).

Here's what wikipedia has to say: http://en.wikipedia.org/wiki/Control_theory
and: http://en.wikipedia.org/wiki/Control_system

Not sure if that answered your question or not, but hope it helps,
Ossa
Title: Re: dsp and control processing
Post by: ozzy_85 on May 18, 2006, 06:06:49 AM
thnx a ton ossa...