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WaveWarp 2.0 Example DrawingBoard

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Description | Components Used

SimpleIIRhighpassFilterBuiltFromScratchEducationalExample_2

Description
Simple IIR high-pass filter built from scratch Illustrates how to build a simple high-pass filter from a single delay and two gains (Simple gains), connected using a feedback path. The output of the filter is a weighted difference of the current input and the previous output. This filter is known as an "Infinite Impulse Response" (FIR) filter since the output depends on the weighted sequence of inputs and outputs (by contrast, a "Finite Impulse Response" (FIR) filter utilises only the past and present inputs, and not the outputs). Play the DrawingBoard and observe the characteristic high-pass response displayed in the magnitude plot. Adjust the gain values and note how they determine the frequency response characteristics of the filter. IMPORTANT: Since WaveWarp does not allow algebraic loops (see the Users' Guide), there is an implicit delay built in to every feedback connection. Hence, when building this filter, there is no need for an explicit delay in the feedback path (as per the signal flow diagram for the filter) since it is already part of the feedback connection. This means that caution must be exercised when building feedback networks since "what you see" in terms of the DrawingBoard component layout "is not quite what you get" because of the "hidden" implicit delays. For most audio applications, this is an unimportant detail since very long delays are typically required, and an extra one in the feedback connection is negligible. However, when building basic filter networks (e.g. for educational purposes) it is important to account for the hidden delays when analysing filter performance from input/ouput numerical data. For a detailed discussion on this basic filter, see: "The Computer Music Tutorial", Curtis Roads, The MIT Press, 1996 (p.409). Delays and gains are the elemental buliding blocks of all filters. Try building more elaborate filters from these basic blocks. Note that ASCII input and output files (included but unconnected in this DrawingBoard) are very useful when prototyping a filter design since they allow direct access to the exact input/output numerical data, without the scaling inherent to WAV I/O conversions.
Components used:

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