BesselWavePro

What is a Bessel Function? Bessel functions represent the solutions to the venerable Bessel's differential equation and possess profound significance in the analytical study of Bessel functions. They are delineated into two principal classifications: Bessel functions of the first kind Jn(x) and Bessel functions of the second kind Yn(x). These functions are indispensable for elucidating quandaries characterized by cylindrical and spherical symmetries. Key Features: - Compute Modified Bessel First Kind (Iₙ) - Compute Modified Bessel Second Kind (Kₙ) - Compute Radial Bessel Wave Protraction - Compute Bessel Zeros Estimator for Jₙ(x) - Compute Bessel Function Recurrence Relations - Compute Bessel Roots Finder for Yₙ(x)