.png){kind=logo}
-
Biography
Thematic areas:
- Building constructions, buildings and structures.
Mikhail Nikolaevich Kirsanov
Position
professor
Affiliation
National Research University Moscow Power Engineering Institute
Degree
Doctor of Physics and Mathematics
Publications
Scopus ID
16412815600
РИНЦ ID
118571
Researcher ID
H-9967-2013
Orcid ID
0000-0002-8588-3871
Google Scholar ID
FfoNGFwAAAAJ
The formula for calculating the deformations of the arched truss with arbitrary number of panels
- Year: 2018
- Issue: 4
- 28
- 3512
- Pages: 86-94
A comparative stiffness analysis of two schemes arched truss
- Year: 2015
- Issue: 9
- 26
- 3036
- Pages: 44-55
Analytical Solution of a Spacer Beam Truss Deflection with an Arbitrary Number of Panels
- Year: 2020
- Issue: 3
- 94
- 4099
- Pages: 8802-8802
Analytical Expression of the Dependence of the Multi-lattice Truss Deflection on the Number of Panels
- Year: 2020
- Issue: 5
- 58
- 3045
- Pages: 9003-9003
The Stress-Strain State of a Rectangular Covering Spatial Truss
- Year: 2020
- Issue: 6
- 58
- 3504
- Pages: 9104-9104
Calculating of a spatial cantilever truss natural vibration frequency with an arbitrary number of panels: analytical solution
- Year: 2021
- Issue: 1
- 55
- 2920
- Pages: 9402-9402
The formula for the lower estimate of the fundamental frequency of natural vibrations of a truss with an arbitrary number of panels
- Year: 2021
- Issue: 1
- 50
- 2936
- Pages: 9403-9403
Deformation of the Transmission Towers: Analytical Solution
- Year: 2021
- Issue: 3
- 62
- 4350
- Pages: 9602-9602
Deformations of the Rod Pyramid: An Analytical Solution
- Year: 2021
- Issue: 2
- 61
- 2883
- Pages: 9501-9501
Dependence of the Two-Span Truss Bridge Vibration Frequency on the Number of Panels
- Year: 2021
- Issue: 4
- 70
- 2763
- Pages: 9703-9703
Deformations And Spatial Structure Vibrations Frequency of The Rectangular Contour Type Cover: Analytical Solutions
- Year: 2021
- Issue: 5
- 43
- 2486
- Pages: 9805-9805
Model of a spatial dome cover. Deformations and oscillation frequency
- Year: 2022
- Issue: 1
- 48
- 2513
- Pages: 9904-9904
Deformations and Natural Frequency of a Triangular Truss: Analytical Solutions
- Year: 2022
- Issue: 2
- 29
- 2425
- Pages: 10005-10005
Deformations of a planar multi-span arch truss: analytical solutions
- Year: 2022
- Issue: 4
- 52
- 2170
- Pages: 10204-10204
Trihedral Rod Pyramid: Deformations and Natural Vibration Frequencies
- Year: 2022
- Issue: 6
- 43
- 2088
- Pages: 10401-10401
Formulas for calculating the deflection and displacement of a planar truss support with short studs in a lattice
- Year: 2022
- Issue: 6
- 30
- 2231
- Pages: 10403-10403
Simplified Dunkerley method for estimating the first oscillation frequency of a regular truss
- Year: 2023
- Issue: 3
- 74
- 1907
- Pages: 10801-10801
Model of a hexagonal prismatic truss. Oscillation frequency spectrum
- Year: 2023
- Issue: 1
- 62
- 1896
- Pages: 10601-10601
Frequency spectrum of natural oscillations of the spatial structure of the rod pyramid
- Year: 2023
- Issue: 2
- 44
- 1877
- Pages: 10702-10702
Analytical calculation of the fundamental oscillation frequency of a multi-dome roof
- Year: 2023
- Issue: 4
- 37
- 1857
- Pages: 10906-10906
Formulas for deflections and a simplified Dunkerley method for calculating the vibration frequency of a planar truss
- Year: 2023
- Issue: 4
- 30
- 1568
- Pages: 10907-10907
Formula for natural frequency oscillation truss with an arbitrary number of panels
- Year: 2023
- Issue: 4
- 17
- 1622
- Pages: 10918-10918
Effect of truss height on the safe frequency region of a statically determined flat truss
- Year: 2024
- Issue: 1
- 58
- 1599
- Pages: 11003-11003
Formula for the lattice truss fundamental frequency vibration
- Year: 2025
- Issue: 1
- 14
- 1090
- Pages: 11505-11505
Analytical calculation of an externally statically indeterminate truss oscillation frequency
- Year: 2025
- Issue: 2
- 25
- 843
- Pages: 11604-11604