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Mathematics Calculus Wolfram Language

Can the expression be further simplified?

Jacques Ou

Posted 5 years ago

BesselI[1, Sqrt[E^(2 x1) s]/Sqrt[DY]] BesselK[0, Sqrt[E^(2 r1) s]/ Sqrt[DY]] + BesselI[0, Sqrt[E^(2 r1) s]/Sqrt[DY]] BesselK[1, Sqrt[E^(2 x1) s]/ Sqrt[DY]] BesselI[1, Sqrt[E^(2 x1) s]/Sqrt[DY]] BesselK[0, Sqrt[E^(2 r1) s]/ Sqrt[DY]] + BesselI[0, Sqrt[E^(2 r1) s]/Sqrt[DY]] BesselK[1, Sqrt[E^(2 x1) s]/ Sqrt[DY]] Would you like to tell me how to multiply BesselI with BesselK? Thanks.

BesselI[1, Sqrt[E^(2 x1) s]/Sqrt[DY]] BesselK[0, Sqrt[E^(2 r1) s]/
       Sqrt[DY]] + 
     BesselI[0, Sqrt[E^(2 r1) s]/Sqrt[DY]] BesselK[1, Sqrt[E^(2 x1) s]/
       Sqrt[DY]]
    BesselI[1, Sqrt[E^(2 x1) s]/Sqrt[DY]] BesselK[0, Sqrt[E^(2 r1) s]/
       Sqrt[DY]] + 
     BesselI[0, Sqrt[E^(2 r1) s]/Sqrt[DY]] BesselK[1, Sqrt[E^(2 x1) s]/
       Sqrt[DY]]

Would you like to tell me how to multiply BesselI with BesselK? Thanks.

POSTED BY: Jacques Ou

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