SOLUTION OF THE BOUNDARY VALUE PROBLEM OF A SEMI-INFINITE WAVEGUIDE
Keywords:
Matrix, bar, inclusionsAbstract
In this work, more accurate but more complex methods are proposed for propagation of oscillations in cylindrical waveguides. This problem is considered in relation to a specific technical problem of the propagation of elastic vibrations along the drill string arising from a bit working at the bottom of a native well. Information from the signals received at the wellhead in the string can serve as valuable information about the operation of engines at the bottomhole, about the rock near the bottomhole, etc.
References
Mirsaidov M.T., Ergashov M., Tavbaev J.S., Strength of flexible elements and pipelines of drilling rigs. Bishkek. Ilim. 2001.251 s.
Ergashov M., Tavbaev J.S., Strength of pipelines of drilling rigs. Tashkent. Fan 2002 119 p.
Movlonov T.M., Tavbaev J.S., Kholigulov E., Determination of the destructive energy of a cylindrical body. // J. Problems of textiles 2002 No. 1 p. 76-80
Tavbaev J.S., On cylindrical channels in dense layers. Fergana. Scientific and technical journal. 2004. No. 3 p. 82.
Tavbaev J.S., Usmanov Kh.U., Tavbaeva D.J., Approximate analytical solution of a boundary value problem for a packed layer ... // Scientific and technical journal FerPI. 2006 No. 4 p.5-6.
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