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Numerical Investigation of Shear Response Lightweight Concrete Beams Strengthened with CFRP Reinforcement Cover

Numerical Investigation of Shear Response Lightweight Concrete Beams Strengthened with CFRP Reinforcement

Open Access
|Jun 2026

Figures & Tables

Figure 1:

Specimens details

Figure 2a:

Mesh for the full numerical model

Figure 2b:

Full numerical model

Figure 3:

Comparison of experimental and FEA load–displacement curves for un-strengthened lightweight concrete beams (BN and BL)

Figure 4:

Comparison of experimental and FEA load–displacement curves for CFRP-strengthened lightweight concrete beams without stirrups (BN-CST and BL-CST)

Figure 5:

Comparison of experimental and FEA load–displacement curves for CFRP-strengthened lightweight concrete beams without stirrups (BN-UST and BL-UST)

Figure 6:

Comparison of analysis with the expected failure mode of the control sample (BL) and FEM

Figure 7:

Comparison of analysis with the expected failure mode of the control sample (BN-UST) and FEM

Figure 8:

Comparison of analysis with the expected failure mode of the control sample (BL-UST) and FEM

Figure 9:

Comparison of analysis with the expected failure mode of the control sample (BL-CST) and FEM

Figure 10:

Influence of the increase in strength of concrete on the ultimate load and mid-span deflection

Figure 11:

Influence of increasing CFRP elastic modulus on ultimate load and mid-span deflection

Figure 12:

Influence of increasing the number of CFRP layers on ultimate load and midspan deflection

Summary of Numerical Load Results

Name of beamConcrete Compressive Strength [MPa]CFRP Elastic Modulus [GPa]CFRP Layers Number
254055165240640123
BN-UST222.9269.6383.0262.9269310.2269.6336.5376.3
BN-CST222.3292.8394.2292.6292.8322.4292.8347.2394.5
BL-UST224.2240.1327.3238.1240.1265.2240.1276.3299.7
BL-CST222.1244342.9241.7244305.4244.0317.8360.1

Mechanical properties of steel reinforcement_

Yield strength [MPa]Yield steel strain [µm/m]Ultimate strength [MPa]Ultimate steel strain [µm/m]Elastic Modulus of Steel [GPa]
5102600650130000196.154

Mechanical properties of concretes

Type of ConcreteConcrete cube strength fcu [MPa]Fflexural tensile of concrete fct [MPa]Elastic modulus of concrete Ec [MPa]Concrete density ρc [kg/m3]
NWC42.103.49298602356
LWC43.343.026235101823

Summary of Numerical Deflection Results

Name of beamConcrete Compressive Strength [MPa]CFRP Elastic Modulus [GPa]CFRP Layers Number
254055165240640123
BN-UST6.97.9810.312.97.987.47.987.77.1
BN-CST8.19.7511.58.79.7513.29.7510.210.5
BL-UST6.87.79.612.17.77.17.77.56.8
BL-CST8.41113.19.71114.31111.612.8

Experimental and numerical ultimate loads and mid-span deflections of LWC and NWC beams reinforced with CFRP sheets or strips

Name of beamEXP. Load [kN]NUM. Load [kN]Difference [%] (Load)EXP. Def. [mm]NUM. Def.[mm]Difference [%] (Def.)Failure mode
EXP.NUM
BN1671807.25.35.320.4ShearShear
BL151.361658.34.854.73.1ShearShear
BN-UST257.84269.124.27.697.983.6Shear+CFRP debondingShear+CFRP debonding
BN-CST320292.328.6109.752.5Shear+CFRP ruptureShear+CFRP rupture
BL-UST222.38240.137.37.27.76.5Shear+CFRP debondingShear+CFRP debonding
BL-CST254.2244.323.811.59115.1Shear+CFRP ruptureShear+CFRP rupture

Summary of failure mode Results

Name of beamConcrete Compressive Strength [MPa]CFRP Elastic Modulus [GPa]CFRP Layers Number
254055165240640123
BN-USTDSFDSFRSFRSFDSFDSFDSFDSFDSF
BN-CSTRSFRSFRSFRSFRSFRSFRSFRSFDSF
BL-USTDSFDSFDSFDSFDSFDSFDSFDSFDSF
BL-CSTDSFRSFRSFRSFRSFRSFRSFRSFDSF

Mechanical properties of CFRP reinforcement and primer resin

CFRP reinforcement
Modulus of elasticity [GPa]240
Tensile stress [MPa]4000
Failure strain [%]1.6
Primer resin (Epoxy Plus)
Compressive stress [MPa]100
Tensile stress [MPa]19
Flexural stress [MPa]30
Bond to concrete [MPa]> 5.3
Modulus of elasticity [GPa]5
DOI: https://doi.org/10.2478/cee-2026-0038 | Journal eISSN: 2199-6512 | Journal ISSN: 1336-5835
Language: English
Page range: 669 - 689
Submitted on: Aug 24, 2025
Accepted on: Sep 15, 2025
Published on: Jun 19, 2026
Published by: University of Žilina
In partnership with: Paradigm Publishing Services
Publication frequency: 4 issues per year

© 2026 Khalel Raid, Mohammed Elwi, Mohammed Raji Mohammed Al-Alusi, published by University of Žilina
This work is licensed under the Creative Commons Attribution 4.0 License.