Advantages of Sinc Function
The advantages of Sinc Function are stated below:
- Sinc Function form basis of signal analysis. They are crucial for understanding many concepts involved in signal processing thereby making it the base of electronics.
- Its even symmetric nature along with its oscillating property is very useful which is applied in various modulation schemes. As seen in the graph the function shows a maxima at origin and later shows local maxima’s and minima’s.
- Sinc Function are often used in applications where a Fourier analysis is required. For example they are used in study of Fourier analysis theory.
- It has theoretical application because of its ability to keep original signal intact. This is fulfilled when sampling frequency is at least twice the highest frequency in the signal i.e when Nyquist-Shannon sampling theorem holds true.
- Sinc Function is also used in DACs( Digital to Analog convertors). The reconstruction of original analog signals involves staircase waveforms. To obtain this in frequency domain the idealized spectrum is multiplied by the sinc function to produce the outputs.
Sinc Function
Sinc Function is an important tool in the electronic industry. They are ubiquitous in modern electronics and are almost used in every daily appliance for analysis of various circuits working. Sinc Function is used in numerous electronic devices and systems, contributing to their design, analysis, and performance optimization.
In this Article, We will be going through the Sinc Function, First, we will start our Article with the Definition of the Sinc Function, Then we will go through the Mathematical Expression of the Sinc Function, then we will see how to generate Sinc Function. At last, We will conclude our article with Advantages, Disadvantages, Applications, and Some FAQs.
Table of Content
- What is Sinc Function?
- Mathematical Expression
- How To Generate ?
- Advantages
- Disadvantages
- Applications