KelvinKer

Available

Kelvin ker function (real part of e^(-Pi I/2) BesselK on a rotated argument).

Forms

KelvinKer[z]

KelvinKer[n, z]

Verified examplesKelvinKer[2.5] → -0.06968797258904527 ReImPlot[KelvinKer[x], {x, 0, 5}] → -Graphics-ComplexPlot3D[KelvinKer[3, z], {z, -2 - 2I, 2 + 2I}, PlotLegends -> Automatic] → -Graphics3D-

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Topics

Bessel Related Functions - Kelvin Functions
New In60 Alphabetical Listing - K
New In60 Mathematical Functions - New Bessel-Related Functions
New In60 Mathematics And Algorithms - New Mathematical Functions »

Related

KelvinKei KelvinBer BesselK KelvinBei HankelH1 SphericalBesselJ AiryAiZero BesselJZero HankelH2 KroneckerProduct KroneckerSymbol Kurtosis

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