Latest issues
- 2026,Volume 38Issue 2
- 2026,Volume 37Issue 1
- 2025,Volume 36Issue 4
- 2025,Volume 35Issue 3
Mikhail Nikolaevich Kirsanov
Affiliation
Moscow Power Engineering Institute
Degree
Doctor of Physics and Mathematics
Publications
Scopus ID
16412815600РИНЦ ID
118571Researcher ID
H-9967-2013Orcid ID
0000-0002-8588-3871Google Scholar ID
FfoNGFwAAAAJStatic Deflection of a Quadrangular Rod Pyramid: An Analytical Solution
- Year: 2021
- Volume: 16
- Issue: 1
- 13
- 3388
- Pages: 1603-1603
Estimation of the Natural Vibration Frequency of a Triangular Mast
- Year: 2021
- Volume: 17
- Issue: 2
- 23
- 3092
- Pages: 1704-1704
The natural frequency of a truss with double braces
- Year: 2022
- Volume: 22
- Issue: 2
- 25
- 2916
- Pages: 2202-2202
Deformations of a Triangular Trussed Rafter With an Arbitrary Number of Panels: An Analytical Solution
- Year: 2021
- Volume: 19
- Issue: 4
- 31
- 3202
- Pages: 1903-1903
Mathematical model of a spatial rectangular contour-type truss deformations
- Year: 2022
- Volume: 25
- Issue: 5
- 28
- 2507
- Pages: 2505-2505
Analytical dependence of the natural oscillation frequency of the planar truss on the number of panels
- Year: 2023
- Volume: 27
- Issue: 2
- 35
- 2250
- Pages: 2701-2701
Deformations and natural frequency spectrum of a planar truss with an arbitrary number of panels
- Year: 2022
- Volume: 25
- Issue: 5
- 22
- 2507
- Pages: 2507-2507
The lower limit of natural frequency and the oscillation spectrum of a planar truss
- Year: 2023
- Volume: 26
- Issue: 1
- 42
- 2553
- Pages: 2602-2602
Bilateral Analytical Estimation of the Natural Oscillation Frequency of a Planar Triangular Truss
- Year: 2023
- Volume: 26
- Issue: 1
- 31
- 3034
- Pages: 2601-2601
Kinematic analysis, spectrum of natural frequencies, and formula for the first frequency of a planar truss
- Year: 2023
- Volume: 27
- Issue: 2
- 14
- 2324
- Pages: 2703-2703
Formula for estimating the fundamental frequency of a frame-type planar truss
- Year: 2023
- Volume: 29
- Issue: 4
- 52
- 2325
- Pages: 2902-2902
The lower limit of natural frequency and the oscillation spectrum of a planar truss
- Year: 2023
- Volume: 28
- Issue: 3
- 23
- 2196
- Pages: 2805-2805
Dependence of the fundamental vibration frequency of a semi-braced beam truss on the number of panels
- Year: 2024
- Volume: 30
- Issue: 1
- 11
- 1929
- Pages: 3006-3006
Formulas for calculating the deflection and natural frequency of vibrations of a planar arched truss
- Year: 2025
- Volume: 33
- Issue: 1
- 17
- 2044
- Pages: 3305-3305
The first frequency and frequency safety area of a cantilever truss with an arbitrary number of panels
- Year: 2024
- Volume: 31
- Issue: 2
- 27
- 2357
- Pages: 3104-3104
Formulas for the first two frequencies of natural oscillations of a regular truss
- Year: 2025
- Volume: 34
- Issue: 2
- 33
- 1961
- Pages: 3401-3401
Model of a spatial cantilever truss and formulas for calculating its deformations
- Year: 2026
- Volume: 38
- Issue: 2
- 24
- 497
- Pages: 3801-3801
The first natural frequency and deflection of a two-hinged truss arch
- Year: 2026
- Volume: 38
- Issue: 2
- 8
- 183
- Pages: 3803-3803
Formulas for calculating the deflection of a spatial cantilever truss
- Year: 2026
- Volume: 38
- Issue: 2
- 2
- 63
- Pages: 3809-3809