SpecialFunctionsKelvinKei Method

Overload List

	Name	Description
	KelvinKei(Double)	Returns the Kelvin function kei. KelvinKei(x) is given by the imaginary part of Exp(-nu * pi * j / 2) * BesselK(0, sqrt(j) * x) where j = sqrt(-1). KelvinKei(x) is equivalent to KelvinKei(0, x).
	KelvinKei(Double, Double)	Returns the Kelvin function kei. KelvinKei(nu, x) is given by the imaginary part of Exp(-nu * pi * j / 2) * BesselK(nu, sqrt(j) * x) where j = sqrt(-1).

Name

Description

Returns the Kelvin function kei.

KelvinKei(x) is given by the imaginary part of Exp(-nu * pi * j / 2) * BesselK(0, sqrt(j) * x) where j = sqrt(-1).

KelvinKei(x) is equivalent to KelvinKei(0, x).

Returns the Kelvin function kei.

KelvinKei(nu, x) is given by the imaginary part of Exp(-nu * pi * j / 2) * BesselK(nu, sqrt(j) * x) where j = sqrt(-1).