logo_ua
Desktop EN 2023
logo_ua
logo_ua

6. New methods of load-carrying capacity prediction for the ultimately compressed frame structures

e-ISSN: 2617-5533

Organization:

Yangel Yuzhnoye State Design Office, Dnipro, Ukraine,1; Kharkiv Aviation Institute, Kharkiv, Ukraine2

Page: Kosm. teh. Raket. vooruž. 2024, (1); 51-60

DOI: https://doi.org/10.33136/stma2024.01.051

Language: English

Annotation: Amid acute problems that arise in the field of rocket and space technology, mechanical engineering, and other fields and require a workable engineering solution, the problem of prediction and prevention of the unpredicted collapse of the structural members of the structures subjected to loading is considered. Prediction of the load-carrying capacity and residual life of the space frames during the long-term operation is based on the analysis of the stress and strain state, using readings from the strain and displacement pickups installed in the most loaded zones. In this case the yield strength of the structural material or the fatigue strength of the material may be considered as the criterion of the maximum load. At the same time the loss of stability of the compressed structural members used in the load-carrying thin-walled structures are among the potentially dangerous failure modes. In these cases such failure occurs unexpectedly without any visible signs of change in the initial geometry. Application of the adequate diagnostic techniques and methods of prediction of the maximum loads under compression conditions will make it possible to avoid the structural failures. In this case an assembly under test may be used for other purposes. To perform static strength testing, the rocket and space companies use costly compartments of as-built dimension. Therefore, keeping compartments safe solves an important problem of saving financial costs for hardware production. Nowadays this problem is particularly acute when ground testing the new technology prototypes.

Key words: space frames, load-carrying members, stress and strain state, loss of stability, prediction of the structural failure.

Bibliography:
  1. Prochnost raketnyh konstruktsyi. Ucheb. posobie pod redaktsiyei V.I. Mossakovskogo. M.: Vyssh. shk., 1990. S. 359 (in Russian).
  2. Truesdell C. A first course in rational continuum mechanics. The Johns Hopkins University, Baltimore, Maryland, 1972. Russian translation was published by Mir, M., 1975. P. 592.
  3. Rabotnov Yu. Mehanika deformiruyemogo tverdogo tela.: Nauka, 1979. S. 744.
  4. Bolotin V. Nekonservativnyie zadachi teoriyi uprugoy ustoychivosti. Phyzmatgiz, M., 1961. S. 339.
  5. Feodosyev V. Izbrannyie zadachi i voprosy po soprotivleniyu materialov. Nauka. , 1973. S. 400.
  6. Muliar Yu. M., Fedorov V.M., Triasuchev L.M. O vliyanii nachalnyh nesovershenstv na poteryu ustoychivosti sterzhney v usloviyah osevogo szhatiya. Kosmicheskaya tehnicka. Raketnoye vooruzheniye: Sb. nauch.-tehn. st. 2017. Vyp. 1 (113). S. 48-58. https://doi.org/10.15193/zntj/2017/113/210
  7. Volmir A. Ustoychivost deformiruyemyh sistem. M., 1967. S. 984.
  8. Muliar Yu. M. K voprosy ob ustoichivosty szhatogo sterzhnya. Tekhnicheskaya mekhanika. Dnepropetrovsk: ITM. 2000. No S. 51.
  9. Muliar Yu. M., Perlik V.I. O matematicheskom modelnom predstavlenii informatsionnogo polia v nagruzhennoy deformiruyemoy sisteme. Informatsionnyie i telekommunikatsionnyie tehnologii. M.: Mezhdunar. akad. nauk informatizatsii, informatsionnyh protsessov i tehnologiy. 2012. No 15. S. 61.
  10. Koniuhov S. N., Muliar Yu. M., Privarnikov Yu. K. Issledovaniye vliyaniya malyh vozmuschayuschih vozdeystviy na ustoychivost obolochki. Mehanika. 1996. 32,  No 9. S. 50-65.
Downloads: 144
Abstract views: 
2532
0 citations in OpenAlex database (as of 04.03.2026 13:41)
0 citations in Scopus database (as of 13.03.2026 23:46)
0 citations in Zenodo database (as of 13.03.2026 23:46)
Dynamics of article downloads
Dynamics of abstract views
Downloads geography
CountryCityDownloads
USA Ashburn; Ashburn; Los Angeles; Buffalo; Las Vegas; Las Vegas; Buffalo;; Los Angeles; Cincinnati; Washington;; Ashburn; Ashburn; Columbus; Dallas; New Haven; Dallas; Phoenix; Phoenix; Phoenix; Phoenix; Phoenix; Phoenix; Phoenix; Phoenix; Phoenix; Phoenix; Phoenix; Phoenix; Phoenix; Phoenix; Phoenix; Phoenix; Phoenix; Phoenix; Phoenix; Phoenix; Phoenix; Phoenix; Phoenix; Phoenix; Brookfield; San Francisco; Chicago; Los Angeles; El Monte; El Monte; Buffalo; Buffalo; Seattle; Ashburn; Seattle; Houston; Houston; Houston; Houston; Ashburn; Ashburn; North Charleston; Mountain View; Mountain View;; Portland; Portland; Portland; Portland; San Mateo; San Mateo; San Mateo; Ashburn; Ashburn; Ashburn; Ashburn; Pompano Beach; Lakeside; Lakeside; Lakeside; Lakeside; Lakeside; San Francisco; Albany; Albany; Seattle; Seattle85
Singapore Singapore; Singapore; Singapore; Singapore; Singapore; Singapore; Singapore; Singapore; Singapore; Singapore; Singapore; Singapore; Singapore; Singapore14
China; Pekin; Zhangzhou; Pekin; Pekin;; Tianjin;; Shenzhen; Linfen; Pekin; Sanming; Pekin13
Germany Falkenstein; Falkenstein; Falkenstein; Düsseldorf; Limburg an der Lahn; Falkenstein; Leipzig; Leipzig8
Vietnam Haiphong; Thuan An;;4
France; Ivry-sur-Seine; Paris; Paris4
Canada Toronto; Toronto; Toronto; Monreale4
Unknown; Hong Kong; Hong Kong3
Ukraine Kremenchuk; Odessa; Odessa3
India Chiplun1
Brazil1
Romania Bucharest1
Iran Tehran1
Great Britain Leicester1
Netherlands Amsterdam1
Збірник науково-технічних статей


Збірник науково-технічних статей


Збірник науково-технічних статей


Збірник науково-технічних статей


Scopus - Yuzhnoye State Design Office publications


OpenAlex - Yuzhnoye State Design Office publications


Zenodo - Yuzhnoye State Design Office publications


ROAR - Yuzhnoye State Design Office repository record


ROR - Yuzhnoye State Design Office organization ID


Open Archives - Validate Site

Keywords cloud

Visits:2532