Research Article

Experimental Study and Reliability Analysis of Flexural Capacity of RC Beams Reinforced with 600 MPa Grade Steel

Table 9

Comparison experimental flexural bearing capacity Mu with Muc calculated by different codes for beams with 500 MPa steel bars.

Data sourcesRC beams numberGB50010 -2010SL191 -2008DL/T5057 -2009JTG D62-2012ACI 318-2014
Mu/MucMu/MucMu/MucMu/MucMu/Muc

[54]LW-10.930.930.930.930.95
LW-21.011.011.011.011.02
LW-31.181.181.181.181.19
LW-40.990.990.990.991.02
LW-51.001.001.001.001.02
LW-61.001.001.001.001.02
LW-71.061.061.061.061.10

[55]FB-11.101.101.101.101.12
FB-20.890.890.890.890.91
FB-31.071.071.071.071.12
FB-41.121.121.121.121.13
FB-51.101.101.101.101.12
FB-61.011.011.011.011.04
FB-71.201.201.201.201.21
FB-81.091.091.091.091.11
FB-91.181.181.181.181.22

[56]B5F11.171.171.171.171.18
B5F21.221.221.221.221.25
B5F31.091.091.091.091.10
B5F41.201.201.201.201.22

[57]LW-10.940.940.940.940.96
LW-21.051.051.051.051.06
LW-31.191.191.191.191.21
LW-41.031.031.031.031.05
LW-51.021.021.021.021.04
LW-61.011.011.011.011.03
LW-71.081.081.081.081.12

[58]L11.011.011.011.011.04
L21.171.171.171.171.21
L31.161.161.161.161.21
L41.131.131.131.131.20
LX1-A1.011.011.011.011.03
LX2-A1.111.111.111.111.15
LX3-A1.181.181.181.181.23
LX4-A1.171.171.171.171.23
LX1-A0.970.970.970.970.99
LX2-A1.091.091.091.091.13
LX3-B1.191.191.191.191.24
LX4-B1.151.151.151.151.22

[59]L1-A1.181.181.181.181.19
L1-B1.161.161.161.161.17
L1-C1.321.321.321.321.32
L2-A1.071.071.071.071.09
L2-B1.051.051.051.051.07
L3-A1.031.031.031.031.06
L3-B1.091.091.091.091.12
L4-A0.940.940.940.940.97
L4-B0.980.980.980.981.01
L5-A0.930.930.930.930.97
L5-B0.890.890.890.890.93

[60]B-N21.071.071.071.071.09
B-N31.031.031.031.031.05
B-N40.990.990.990.991.01
B-M21.041.041.041.041.05
B-M30.980.980.980.980.99
B-M40.970.970.970.970.99
B-H21.011.011.011.011.02
B-H31.001.001.001.001.01
B-H40.990.990.990.991.00

[52]L40.930.930.930.930.97
L50.860.860.860.860.89
L60.870.870.870.870.89

μ1.061.061.061.061.09

δ0.090.090.090.090.09
Data sourcesRC beams numberEN1992-1-1BS5400-4AASHEOEN1991-2 2003CRC PRESS
Mu/MucMu/MucMu/MucMu/MucMu/Muc

[54]LW-10.931.070.950.930.95
LW-21.011.161.021.011.02
LW-31.181.351.191.181.19
LW-40.991.141.020.991.02
LW-51.001.151.021.001.02
LW-61.001.151.021.001.02
LW-71.061.211.101.061.10

[55]FB-11.101.271.121.101.12
FB-20.891.020.910.890.91
FB-31.071.231.121.071.12
FB-41.121.281.131.121.13
FB-51.101.271.121.101.12
FB-61.011.161.041.011.04
FB-71.201.381.211.201.21
FB-81.091.251.111.091.11
FB-91.181.361.221.181.22

[56]B5F11.171.371.181.171.18
B5F21.221.411.251.221.25
B5F31.091.251.101.091.10
B5F41.201.381.221.201.22

[57]LW-10.941.080.960.940.96
LW-21.051.201.061.051.06
LW-31.191.371.211.191.21
LW-41.031.181.051.031.05
LW-51.021.171.041.021.04
LW-61.011.161.031.011.03
LW-71.081.241.121.081.12

[58]L11.011.161.041.011.04
L21.171.351.211.171.21
L31.161.331.211.161.21
L41.131.301.201.131.20
LX1-A1.011.161.031.011.03
LX2-A1.111.281.151.111.15
LX3-A1.181.361.231.181.23
LX4-A1.171.341.231.171.23
LX1-B0.971.120.990.970.99
LX2-B1.091.251.131.091.13
LX3-B1.191.371.241.191.24
LX4-B1.151.331.221.151.22

[59]L1-A1.181.361.191.181.19
L1-B1.161.341.171.161.17
L1-C1.321.511.321.321.32
L2-A1.071.231.091.071.09
L2-B1.051.211.071.051.07
L3-A1.031.191.061.031.06
L3-B1.091.251.121.091.12
L4-A0.941.030.970.940.97
L4-B0.981.121.010.981.01
L5-A0.931.070.970.930.97
L5-B0.891.020.930.890.93

[60]B-N21.071.231.091.071.09
B-N31.031.181.051.031.05
B-N40.991.131.010.991.01
B-M21.041.201.051.041.05
B-M30.981.120.990.980.99
B-M40.971.120.990.970.99
B-H21.011.161.021.011.02
B-H31.001.151.011.001.01
B-H40.991.141.000.991.00

[52]L40.931.070.730.930.87
L50.860.990.750.990.83
L60.871.000.781.030.84

μ1.061.221.011.061.08

δ0.090.090.110.090.10

Note. Mu in the table is the measured ultimate flexural bearing capacity and Muc is the calculated value of ultimate flexural bearing capacity obtained by taking the measured yield strength of reinforcement from the current code formulas.