Bessel FunctionsBessel function of the first kind positive real number positive integer Bessel function of the second kind positive real number (integer) positive integer Property The general solution of is Property Orthogonality Let be a solution of . Then, Let be solutions that satisfy . Then, we have: Therefore, are orthogonal. Property Function series If are continuous in the interval except in a finite number of points, Hankel function of the first kind Hankel function of the second kind [0]Top |