So far, the spotlight has fallen over the FIR filter design and its various forms. However, there is a problem that is just as important – how to ensure the implementation is working correctly. Whereas there are some standard techniques, it’s not always clear whether the design is error-proof. Therefore, this post discusses the most essential testing procedures and introduces a verification method that can easily incorporate them.

There are controversies in the VHDL community about how you can and shouldn’t use subprograms. Some say you should avoid using functions or procedures in synthesizable (RTL) code.

While there are debatable subjective reasons to restrict the use of subprograms, many of these beliefs stem from myths or misconceptions. Therefore, I’m writing this article to give you clarity and understanding of subprograms so you can decide for yourself.

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A binary operator is an operator that takes exactly two arguments. Examples of such are addition or multiplication and, of course, the familiar Boolean logical operators we use in VHDL: and, or nand nor xor and xnor.

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VHDL groups operators into classes with different precedence levels. Operators are evaluated according to their classes, starting with the highest level. Operators of the same class don’t have any predefined priority. Instead, they are evaluated left-to-right in the order they appear in the code.

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The previously discussed filter describes a general-purpose device that can fit in many applications but is not necessarily the optimal solution. This is where application-specific FIR structures come in. Therefore, this post aims to present some of the more popular filter structures used in specialized applications.

Finite Impulse Response (FIR) and Infinite Impulse Response (IIR) are the two types of digital filters you’re most likely to use in FPGAs. This article discusses the implementation of the filters seen from the eyes of a hardware developer.