12 research outputs found
Conformal mapping of the halfplane onto a strip with variable width
Get PDFsummary:By using Schwarz-Christoffel theorem the author deduces the conformal mapping of a halfplane onto an infinitely long strip whose one boundary id a straight line while the other one is a polygonal line consisting of two half lines parallel to the first boundary and connected by a segment whose slope angle is a fractional multiple of . This mapping is expressed by means of elementary functions distinguishing the cases when is divided by odd or even integer; some important properties of this mapping are shown
Stationary approximation of the magnetotelluric field in a halfspace with a vertical boundary and three-dimensional perturbing body
No full textElectric and magnetic field of a stationary current in a stratified medium with a three-dimensional conductivity inhomogeneity
No full textElectromagnetic induction of a three-dimensional conductivity inhomogeneity in a two-layer earth
No full textAlgorithm for solving 3-D problems of em induction by means of a vector integral equation
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Magnetic variation generated by a tangential magnetic dipole located in the Earth's core
No full textThermo-elastic deformations due to the annual temperature variation at the tidal station in Vyhne
No full textPotential field of a stationary electric current in a stratified medium with a three-dimensional perturbing body
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