Elie G. Hantouche, Ph.D.

Affiliations: 
2011 Civil Engineering University of Cincinnati, Cincinnati, OH 
Area:
Civil Engineering
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"Elie Hantouche"

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Anant R. Kukreti grad student 2011 University of Cincinnati
 (Behavior Of Thick Flange Built-up T-stub Connections For Moment Resisting Frames.)
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Publications

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Haddad HOA, Hantouche EG. (2020) Transient creep analytical modeling for shear endplate assemblies in fire Journal of Structural Fire Engineering. 11: 289-309
Chahrour RA, Ghor AHE, Hantouche EG. (2020) Influence of Loading Rates on Single Shear-Bolted Lap Joints at Elevated Temperatures Journal of Materials in Civil Engineering. 32: 4020337
Hajjar MA, Hantouche EG. (2020) Predicting the Demand of Shear Tab Connections with Composite Beams in Fire International Journal of Steel Structures. 20: 817-832
Hajjar M, Hantouche E, Ghor AE. (2019) Shear tab connection with composite beam subjected to transient-state fire temperatures Journal of Structural Fire Engineering. 10: 411-434
Khatib KA, Hantouche E, Morovat MA. (2019) Thermal creep of shear tab connection assemblies under transient-state temperatures of fire Journal of Structural Fire Engineering. 10: 297-316
Jabotian HV, Hantouche EG. (2019) Thermal creep behavior of shear tabs in fire using modified burgers model Journal of Constructional Steel Research. 160: 528-539
Kalash SNE, Hantouche EG. (2019) Prying effect in unstiffened extended endplate connection with circular bolts configuration Journal of Constructional Steel Research. 160: 402-410
Helwe MB, Kalash SNE, Hantouche EG. (2019) Alternate block shear in beams: Experimental and FE fracture modeling Engineering Structures. 186: 110-120
Helwe MB, Hantouche EG. (2019) Methodology for Predicting the Alternate Block Shear Failure of Beams in Bolted Flange Plate and Double Tee Moment Connections International Journal of Steel Structures. 19: 1317-1330
Haddad HOA, Hantouche EG, Khatib KKA. (2019) Numerical Studies on the Creep Behavior of Shear Endplate Connection Assemblies UNDER Transient Heating Fire Technology. 55: 2341-2367
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