Flat slab construction practice faces great risk during severe earthquake shaking. In the study two different types of flat slab buildings are taken into account; flat slab with shear wall at X-Bracing and flat slab with at periphery. This lateral force resisting mechanism strengthens structural stiffness of these flat slab structures. It is observed that the lateral force resisting capacity of flat slab structure increases significantly with the use of shear wall.
Introduction
I. INTRODUCTION
Seismic activity is one of nature's most damaging phenomena, and their occurrence is often unforeseeable. The Traditional RC Frame structures are extensively utilised for construction in today's world. Flat slab construction has significant benefits over traditional RC Frame construction in terms of architectural freedom, space use, ease of form work, and construction speed. Earthquake are mostly caused by tectonic and volcano activity so, it is our responsibility to fulfil the provision of earthquake resistant design IS1893 and IS13920 should be completely adhered. Here in this paper two different types of flat slab buildings are taken into account.
The behaviour of flat slab building with 2 models were analyzed, and a non linear static pushover analysis technique is used in the study.
II. LITEATURE REVIEW
Klemencic et al. conducted a several tests on post-tensioned wall connections with slab, and the findings revealed that the joints fail at internal storey drift 5%.
Weidlinger and Ettouney studied the tectonic lateral disturbance of high rise building of flat slab in the New York City.
Vinod Goud (2015):- The structural behaviour of shear wall – flat slab interaction is studied; among the important objectives some are resistance to various forces of action as well as the advantage of shear walls on the performance of these buildings structures under seismic forces.
Robertson et al research concluded brittle punching failure caused by shear stresses and asymmetrical forces transferred between slabs and columns Inconsistent moments also cause large shear stresses in the slab when subjected to a flat slab with a drop and a shear wall at different locations during earthquake has been investigated intensively.
III. PUSHOVER ANALYSIS
Pushover analysis is used to identify the nonlinear behaviour of structures under dynamic loading, such as max storey displacement, storey shear, overturning moment, storey drift, and max storey drift.
That's a sort of non-linear static and dynamic analysis in which the structure's strength is evaluated beyond its limit of proportionality.
Due to their effective span/depth ratios and the savings generated by constraining storey heights, concrete flat slab systems are a common kind of reinforced concrete structures, primarily in medium-sized industries. These slabs are prone towards gradual failure than slab-beam-column complexes because the pressure formerly absorbed by the removed columns cannot be shifted in the absence of beams.
It is consequently critical to evaluate the resistance to progressive collapse of RC flat slab constructions. As a result, it was advised that in seismically prone areas, flat-slab construction should only be implemented as the vertical structural members system in structures braced by framework or shear walls responsible for the structure's transverse capacity. To withstand gravity loads, slab–column interfaces must absorb the lateral elastic deformation of the primary lateral load-resisting structural parts resulting punching failure.
IV. OBJECTIVE
To compare the results of displacement, base shear and storey drift parameters as specified in IS-1893:2016 for various flat slab also to maximize the performance of various flat slab building models in relation to various types of force resisting systems further to investigate the nonlinear behaviour of flat slab buildings subjected to seismic stresses.
V. STRUCTURAL CONFIGURATION AND DESIGN
VII. RESULT AND DISCUSSION
The comparative investigation was caarried out under certain condition
VIII. OVERTURNING MOMENT
The table demonstrates the overturning moment in horizontal as well as in vertical plane is on the structure as a whole resulting from the dynamic earthquake forces. The overtturning moment with negative value depicts the counter balancing the seismic disturbance resulting in more stability at shear wall at periphery as compared to sheear wall X-Bracing, thus model 1 is much stable as compared to model 2.
The overturning moment for building with At periphery is less as compared to buiilding with shear wall at X-Bracing. According to IS 456:20000, Cl. 20.1, structure stability in the event of resisting moment must be larger than 6/5 times the maximumm moment due to the normal dead load and grreater than 7/5 times the typical applied loads.
IX. MAX STOREY DISPLACEMMENT
As shown below the table when sheear wall placed at X-Bracing and at periphery are compared to the storey displacement as parameter. IS 1893:2016 defines the permissible value of storey displacement as 0.004 of storey height (H).The sheear wall acting as a resisting system limits the excessive lateral displacement at different location commparison between the two are as follows
According to the following charts, the storey displacement and drift will be less at the bottom and higher at the top. The average storey displacement of flat slab as per IS 456:2000, Cl. 20.5, shall not exceed H/500 for lateral sway at top, where H is the building's entire height. According to IS 1893(Part -I) Cl. 7. 11.1, the minimum storey drift shall not be greater than 0.004 times the storey height.
The building with shear wall at X-Bracing has storey drift is 0.000526 m whereas in building with at periphery storey is 1.14E-07 m both are in max permissible limit is 0.192 m. Hence our building is safe, in y as a well as in x direction, drift values are under permissible limit according to IS 1893.
X. STIFFNESS
The relative storey drift ratio is the most vital displacement-related characteristic that must be regulated to reduce the damage to structures subjected to earthquake-induced ground accelerations. The demand for tale drifts changes with temporal variation of ground motion. The stiffness and storey drift relation is inversely proportional to each other, the stiffer the structure is lesser will be the drift in respective direction either X-direction or Y-direction.
The shear at periphery can be used where economy is considered, to decreases the flexibility of concrete the frame with X-bracing is recommended with the use of shear walls results in an increase in wall stiffness. As the Stiffness grows, the level drift lowers significantly.
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Conclusion
The lateral force acting per storey is significantly higher in case of shear wall at X-Bracing and for at periphery the lateral force decreases from top storey to base.
Shear wall at X-Bracing offers better resistance to lateral forces and results in increasing the serviceability and stability of the structure.
Flat slab building with X-bracing offers greater flexibility than building with shear wall at X-Bracing. In order to decrease deformation demands during major earthquakes, stronger structural systems such as shear walls with steel bracing can be used as replacement.
The value of displacement obtained under action of lateral forces for shear wall at X-Bracing is better when compared to shear wall at periphery.
References
[1] Ahmad J. Durrani, S.T.Mau and Yi-Li,(1994). “Earthquake Response of Flat Slab Buildings, Journal of Structural Engineering”, Vol. 120.
[2] Chopra, A.K. “Dynamics of Structures: Theory and applications to earthquake engineering”, 3rd Ed., Prentice-Hall, New Delhi, (1998).
[3] H.-S. Kim, D.—G. Lee,(2004) “Efficient analysis of flat slab structures.
[4] IS 456:2000, “Plain and Reinforced concrete – Code of practice”, Bureau of Indian Standards, New Delhi
[5] Kavita Golghate, Vijay Baradiya and Amit Sharma, “Pushover Analysis of 4 Storey’s Reinforced Concrete Building”, International Journal of Latest Trends in Engineering and Technology.
[6] Kokot S, Anthoine A, Negro P, Solomos G. Static and dynamic analysis of a reinforced concrete flat slab frame building for progressive collapse. Eng Struct 2012;40:205–17. https://doi.org/10.1016/j.engstruct.2012.02.026.
[7] Liu M. Progressive collapse design of seismic steel frames using structural optimization. J Constr SteelRes2011; 67(3):322–32. https://doi.org/10.1016/j. jcsr.2010.10.009.
[8] UFC 4-023-03. Design of buildings to resist progressive collapse. Unified Facilities Criteria, Department of Defense, USA; 2009.
[9] Klemencic R, Fry JA, Hurtado G, Moehle JP. Performance of post-tensioned slab-X-Bracing wall connection. PTI Journal 2006;4(2):7–23
[10] Vamvatsikos D, Cornell CA. Incremental dynamic analysis. Earthq Eng Struct Dyn 2002;31:491– 51
[11] Seismosoft. SeismoStruct – A computer program for static and dynamic nonlinear analysis of framed structures; 2018 - available from http://www.seismosoft.com.
[12] X.I.E. Junju , W.E.N. Zenping , 2008 , A measure of drift demand for earthquake ground motions based on Timoshenko beam model. In 14th World Conference on Earthquake Engineering
[13] Tuken, N. Siddiqui, Assessment of shear wall quantity in seismic-resistant design of reinforced concrete buildings, Arab. J. Sci. Eng. (AJSE) Springe 38 (10) (2013) 2639–2648. Tuken, N. Siddiqui, SBC-based assessment of shear wall quantity in moment resisting frame buildings, KSCE J. Civ. Eng. Springe 19 (1) (2015) 188–199.