Negotiating a Corridor

darth sidious said:
Yes, the imaginary plane! :p

Ron and I work on the normal plane! :p

I have given up the search for truth and am now on the look out for a damn good fantasy.

Richard
 
quatto wrote,...
Is that the one with the snakes on?

This was with reference to my comment on the w-plane.

Hello Richard,

The w plane is utilised when working with discrete-data control system design in the frequencey domain.

As an example,..z = [(2/T) + w]/[(2/T) - w] or w = (2/T)[(z - 1)/(z + 1)] which is called the w-transformation....moving from the z-plane to the w-plane. The advantage of this transformation is that the imaginary axis of the w-plane resembles that of the s-plane. The s-plane is utilised when working with continuous-data control systems in the frequency domain.

Imaginary in the mathematical context and here as it is applied to Control Systems as part of electrical engineering involves a rotation of 90 degrees from one number plane to another... 8)

Ron.
 
SydneyRoverP6B said:
quatto wrote,...
Is that the one with the snakes on?

This was with reference to my comment on the w-plane.

Hello Richard,

The w plane is utilised when working with discrete-data control system design in the frequencey domain.

As an example,..z = [(2/T) + w]/[(2/T) - w] or w = (2/T)[(z - 1)/(z + 1)] which is called the w-transformation....moving from the z-plane to the w-plane. The advantage of this transformation is that the imaginary axis of the w-plane resembles that of the s-plane. The s-plane is utilised when working with continuous-data control systems in the frequency domain.

Imaginary in the mathematical context and here as it is applied to Control Systems as part of electrical engineering involves a rotation of 90 degrees from one number plane to another... 8)

Ron.

That's taken me back to the good old days! Signal processing and Control systems! Happier times! :)
 
theres definitely some hazy memories of my electronics course being stirred from their slumber ;)
 
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