Shkarofsky function

The Shkarofsky function is a physics formula which describes the behavior of microwaves. It is named after Canadian physicist Issie Shkarofsky (1931-2018), who first identified the function in 1966.^[1]

N.M. Temme and S.S. Sazhin later developed this idea further to give what they called the generalized Shkarofsky function.^[2]^[3]

References

^ I.P. Shkarofsky, "Dielectric Tensor in Vlasov Plasmas near Cyclotron Harmonics" in Physic of Fluids 9, 561 (1966)
^ Sazhin and Temme, "Relativistic Effects on Parallel Whistler-Mode Propagation and Instability" in Astrophysics and Space Science, April 1990, Volume 166, Issue 2, pp 301-313
^ Temme, Sumner and Sazhin, "Analytical and Numerical Analysis of the Generalized Shkarofsky Function" in Astrophysics and Space Science, August 1992, Vol 194, Issue 2, pp 173-196.

[:1-1] I.P. Shkarofsky, "Dielectric Tensor in Vlasov Plasmas near Cyclotron Harmonics" in Physic of Fluids 9, 561 (1966)

[:2-2] Sazhin and Temme, "Relativistic Effects on Parallel Whistler-Mode Propagation and Instability" in Astrophysics and Space Science, April 1990, Volume 166, Issue 2, pp 301-313

[:3-3] Temme, Sumner and Sazhin, "Analytical and Numerical Analysis of the Generalized Shkarofsky Function" in Astrophysics and Space Science, August 1992, Vol 194, Issue 2, pp 173-196.

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