Sway Mechanism in Frame Structures; Using Concept of Quantum Displacement
Authors
Dr. Olusegun Adeleke Afolabi
University of Lagos, Nigeria (NG)
Article Information
DOI: 10.51583/IJLTEMAS.2025.1409000010
Subject Category: Structures Dtnamics and Stability
Volume/Issue: 14/9 | Page No: 72-76
Publication Timeline
Submitted: 2025-09-27
Published: 2025-09-27
Abstract
Abstract: Sway displacement is the characteristic virtual and lateral displacement of frame structures, as a result of their response to load applications and internal actions within the structural system, and the attainment of dynamic and static equilibrium expected for the system. ( eg, ΣF = 0, and ΣM = 0 ). Similarly, non-sway frames are structures considered to have small or negligible inter-storey displacements in structural mechanics analysis, which allows for the computation of the effect of applied loads, such as, deformation, deflection, displacement and internal forces within the structure, that can also ensure the stable equilibrium condition in real life structural loadings. The paper is theoretical evaluation of cause of sway and lateral movement in structures, since such movement can affect the stability of the system. The quantum state will provide a probable assessment for the outcome of measurement on the structural system performance, such as the tolerable critical displacement and deformation limits. Quantum realm and scale, is the condition where the action or angular momentum is quantized, since the expected lateral movement and sway in structural frames are negligible and relatively very small in scalar magnitude. Displacement is a vector, whose length is the shortest distance from the initial to a final position of point P, and the displacement vector is usually expressed as the difference between the final and initial position vectors (Vijk , Uijk ). Constraint to lateral movement can be provided using the shear wall, within the structural system to act as restraint and to reduce the sway movements to minimal, negligible and acceptable magnitude. In conclusion, action of forces on structures, must not cause significant motion (ie static equilibrium) nor excessive deformation, therefore critical evaluation of all loading conditions that could affect the performance must be ensured adequate, such as to minimized and curtailed lateral movement as a result of excessive deformation and reduction in structural ability and strength over time period.
Keywords
Sway Mechanism, Displacement, Structures, Rigid body, Static equilibrium, Deformation
Downloads
References
1. Agrawal A and Badgire U S (2017), Sway Analysis of Rigid Jointed Portal Frame by using Simplified Approach Method in rotation Contribution (Kani’s Method). International Journal of Engineering Research and Application. Vol 7 (8), Pp 64-69 [Google Scholar] [Crossref]
2. Alasdair N B, (2006), Columns, Sway Frames and BS 5950-1:2000, “The Structural Engineer, Vol. 84 (1). [Google Scholar] [Crossref]
3. Allen D E (1991), Limit States criteria for Structural Evaluation of Existing buildings. Canadian Journal of Civil engineering, Vol 18 (6), Pp 995-1004 [Google Scholar] [Crossref]
4. ASCE (2005), Minimum Design Loads for Building and Other Structures, ASCE-7, Reston. [Google Scholar] [Crossref]
5. Ashraf M, Nethercot D A and Ahmed M (2004), A Simplified Method to Predict Sway of Rigid Multi-Story Steel Frames. Steel and Composite Structures, Vol 4 (4) [Google Scholar] [Crossref]
6. Chen W F (2000), Structural Stability from Theory to Practice. Engineering Structures, Vol 22 (2), Pp 116-122 [Google Scholar] [Crossref]
7. Edwin H, et al (1996), Structural Engineering Handbook, McGraw Hil Book Co. NY, USA. [Google Scholar] [Crossref]
8. Erikson A and Nordmark A B (2019), Constrained Stability of Conservative static Equilibrium. Computational mechanics, Vol 64 (1), Pp 1199-1219 [Google Scholar] [Crossref]
9. Eugster S R, Capabianco G and Winandy T (2020), Geometric Description of Time-Dependent Finite-Dimensional Mechanical Systems. Mathematics and Mechanics of Solids, Vol 25 911), Pp 2050-2075 [Google Scholar] [Crossref]
10. Khadelival K and El-Taivil S (2011), Pushdown Resistance as a Measure of Robustness in Progressive Collapse Analysis. Engineering Structures, Vol 33 (9), Pp 2653-2661 [Google Scholar] [Crossref]
11. Liew J Y, and Chen H, (2004), Design Methods of Reinforced Concrete Frame Structure to Resist Progressive Collapse, Systems Engineering Procedia, Vol. 1:2011 , Pp 48-54 [Google Scholar] [Crossref]
12. Liew J Y, and Chen H, (2004), Direct Analysis for performance-based design of steel and composite structures, “Progress in Structural Engineering and Materials”. Vol. 6 (4), Pp 213-228. [Google Scholar] [Crossref]
13. Lindstrom S M and Lindstrom E (2021). Lectures on Engineering Mechanics, Statics and Dynamics with exercises. Amazon Publishing, Seattle Washington, USA [Google Scholar] [Crossref]
14. Mansouri S F and Maheri M R (2019), constraint control Method of Optimization and its Application to Design of Steel Frame. Scientia Tranica, Transactions A. Civil Engineering, Vol 26 (4), Pp 2241-2257 [Google Scholar] [Crossref]
15. Maquoi R and Jaspart J P (2001), A Simple Approach for the Design of Steel and Composite Frames accounting for Effective Overall Stability. Composite Construction in steel and Concrete V. Proceedings of the 5th International Conference Kruger national Park, Berg-en-dal, Mpumalanga, South Africa [Google Scholar] [Crossref]
16. Marjanishvili, S M, (2004), “Progressive Analysis Procedure for Progressive Collapse, “ASCE Journal of Performance of Constructed facilities, Vol. 18(2), Pp 79-85. [Google Scholar] [Crossref]
17. Maurice E, Thom-Manuel O T and Rowland-Lato E O (2012), Structural Modeling of Stability of Plane Sway frames. International Journal for Computational Civil and Structural Engineering, Vol 2 (4) [Google Scholar] [Crossref]
18. Mehdi E J, Denise-Penelope N K and Amir H E (2024), Assessment of Different Methods for Enhancing Progressive Collapse Resistance of Irregular R C Buildings Using Pyshdown Analysis. Vol 49, Pp 13861-13883 [Google Scholar] [Crossref]
19. Memon G R 92024), Comparative Structural Analysis of Building Frame System by Incorporating shear wall. 2nd International Multidisciplinary conference in Emerging Trends in Engineering technology, at Shaheed Zulfigar Ali Bhutto Campus Khaipur mir’s, Pakistan, conference Proceedings, ISBN 978-969-23814-1-3 [Google Scholar] [Crossref]
20. Pukdeboom C 92011), A review of Fundamental of Lyapunov theory. Journal of Applied Sciences, Vol 10 (2), Pp 55-61 [Google Scholar] [Crossref]
21. Silva M J, Almeida N M, Salvado A F and Rodrigues H (2020), Modeling Structural Performance and Risk for Enhanced Building Resilience and Reliability. Journal of Innovative Infrastructure Solutions, Vol 5 (1) [Google Scholar] [Crossref]
22. Yoshiaki G, et al (1993), Stability Behaviour of Semi-Rigid Frames, Engineering Structures” Vol. 15(3), Pp 209-219. [Google Scholar] [Crossref]
23. Zavala D J, Moreno J D and Torres C J (2022), Influence of the P-delta effect and Stiffness Irregularity on the Structural Behaviour of Reinforced Concrete Buildings. Journal of Physics Conference Series, Vol 2287 (1) [Google Scholar] [Crossref]
Metrics
Views & Downloads
Similar Articles
- Competency and Challenges of BTLED-ICT Students in 2D Animation: An Analytical Study
- Slope Stability Assessment: A Case Study of Embankments Along OMU-Aran-Ilorin Road, Nigeria
- Advancements in Precursors, Materials, Deposition Techniques for Thin Film Research in Electronic Devices: A Mini Review
- “Empowering Indian Women through Entrepreneurship: A Study on Kolkata”
- Impact of Mental Mathematics Proficiency on Job Performance Among Seconadry Schools Teachers in Emohua and Port Hacourt City