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M. Kh Teshaev

Bukhara Technological Institute of Engineering, Physical Mathematical Sciences, Students

Candidate

Uzbekistan

SCHOLARLY PAPERS

6

DOWNLOADS

266

TOTAL CITATIONS

1

Scholarly Papers (6)

1.

Distribution Natural Waves on the Viscoelastic Cylindrical Body in Plane Strain State

Case Studies Journal ISSN (2305-509X) – Volume 6, Issue 1–Jan-2017
Number of pages: 8 Posted: 11 Jul 2019
Bukhara Technological Institute of Engineering, Bukhara Technological Institute of Engineering, Physical Mathematical Sciences, Students, affiliation not provided to SSRN, affiliation not provided to SSRN and affiliation not provided to SSRN
Downloads 86 (771,553)

Abstract:

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natural oscillations, dissipative properties, the environment, spectral problem, the natural frequency, the wave number

Spread of Natural Waves in Cylindrical Panel.

Case Studies Journal ISSN (2305-509X) – Volume 4, Issue 3 - March-2015
Number of pages: 6 Posted: 18 Jun 2019
Bukhara Technological Institute of Engineering, Bukhara Technological Institute of Engineering, Physical Mathematical Sciences, Students, Bukhara Technological Institute of Engineering and Bukhara Technological Institute of Engineering
Downloads 33 (1,326,242)

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cylindrical shell, the hypothesis of the Kirchhoff - Love, harmonic waves, viscoelastic panels, mid-surface

Spread of Natural Waves in Cylindrical Panel

Impact Factor 3. 582 Case Studies Journal ISSN (2305 - 509X) – Volume 4, Issue 3 - March - 2015
Number of pages: 6 Posted: 16 Dec 2016
Bukhara Technological Institute of Engineering, Bukhara Technological Institute of Engineering, Physical Mathematical Sciences, Students, Bukhara Technological Institute of Engineering and Bukhara Technological Institute of Engineering
Downloads 19 (1,513,226)

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cylindrical shell, the hypothesis of the Kirchhoff Love, harmonic waves, viscoelastic panels, mid-surface

3.

Application Of The Method Of Finite Elements For Investigation Of The Dynamic Stress-Deformed Condition Of Pipeline Sides When Exposed To External Loads

Case Studies Journal ISSN (2305-509X) – Volume 6, Issue 5 May-2017
Number of pages: 8 Posted: 12 Jul 2019
Bukhara Technological Institute of Engineering, Physical Mathematical Sciences, Students, Bukhara Technological Institute of Engineering, Bukhara Technological Institute of Engineering and Bukhara State Medical Institute
Downloads 39 (1,196,171)

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pipeline, static stability, finite elements, stresses, displacements

4.

Properties Of Wave Motion In A Cylindrical Shell Is In Contact With A Viscous Fluid

Case Studies Journal ISSN (2305-509X) – Volume 6, Issue 1–Jan-2017
Number of pages: 27 Posted: 17 Jul 2019
affiliation not provided to SSRN, Bukhara Technological Institute of Engineering, Physical Mathematical Sciences, Students, affiliation not provided to SSRN and affiliation not provided to SSRN
Downloads 34 (1,263,436)

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shell, viscous fluid, spectral problem, frequency, phase velocity

5.

Mathematical Modeling of Static Stress-Strain State of Parallel Tubes Located in an Elastic Environment

International Journal of Case Studies Volume 4, Issue 3 - March - 2015
Number of pages: 12 Posted: 16 Dec 2016
Bukhara Technological Institute of Engineering, Bukhara Technological Institute of Engineering, Physical Mathematical Sciences, Students, Bukhara Technological Institute of Engineering and Bukhara Technological Institute of Engineering
Downloads 29 (1,332,057)

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Trumpet, finite element method, static pressure, Wednesday, virtual displacements, the computational domain

6.

About Constructions of Reactions of Servo-Constraints of Body.

Case Studies Journal ISSN (2305-509X) – Volume 4, Issue 3 - March-2015
Number of pages: 4 Posted: 18 Jun 2019
Bukhara Technological Institute of Engineering, Physical Mathematical Sciences, Students, affiliation not provided to SSRN, affiliation not provided to SSRN, affiliation not provided to SSRN and affiliation not provided to SSRN
Downloads 26 (1,372,601)
Citation 1

Abstract:

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active vibro protection, the shock-absorber, servo constraint, (A) – moving, clearing parameters, dempfering, equations of motion, stability, the differential equations, stability conditions