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Hi, The website shows an example asp. net tiff viewer . I just downloaded the trial version and could only find examples of windows applications. The preferred algorithm for this function is in fact a combination of the integrator and rst-order lag elements. As indicated by the heading this is not a pure derivative element but a differentiator with high frequency ltering via a rst-order lag. This approximation provides close to pure derivative action at frequencies below the break frequency of the rst-order lag while providing an all-important high frequency ltering effect to guard against the generation of unwanted high frequency noise. As was mentioned earlier, differentiation is an inherently noisy process and therefore the use of pure derivative action should be avoided. The transfer function of this pseudo derivative element is: Ts 1 + Ts This effect is generated digitally by putting an integrator with a gain of K = 1/T in the feedback path around a simple gain of 1.0 as indicated in the diagram of Figure 6.20. As shown in the graph of the step response, the output responds immediately to the step change in the input and then decays to zero. The digital control algorithms described here are just brief summary in order to give the reader an idea of what is involved in generating dynamic control elements within a digital controller. Clearly the possibilities are almost unlimited and as computer power continues to increase the ability to generate essentially instantaneous transmission through the digital controller will become close to reality. .net tiff viewer control: C# TIFF : C#. NET TIFF Document Viewer , View & Display TIFF Using ... .net tiff viewer control Poor Man's TIFF Viewer - CodeProject
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