Analyze signal frequencies using Fourier Transform with ease and precision
The Fourier Transform is a mathematical tool used to decompose a function or a sequence of values into its constituent frequencies. It's crucial in signal processing, allowing us to analyze and manipulate signals in the frequency domain. This calculator helps you analyze signal frequencies using the Fourier Transform.
The Fourier Transform has numerous applications across various fields, including engineering, physics, and data analysis. It helps in filtering noise, identifying patterns, and understanding the underlying dynamics of complex systems. Our calculator simplifies this process, providing an intuitive interface to input your data and visualize the frequency components.
For more information on the Fourier Transform, you can refer to Wikipedia or other technical resources.
| Input Signal | Frequency Components |
|---|---|
| Sample Signal 1 | Frequency 1, Frequency 2 |
| Sample Signal 2 | Frequency 3, Frequency 4 |