NEURAL NETWORKS FOR DEFLECTIONS IN CONTINUOUS COMPOSITE BEAMS CONSIDERING CONCRETE CRACKING
Editorial
10.22099/ijstc.2014.1864
Abstract
Maximum deflection in a beam is a design criteria and occurs generally at or close to the mid-span. A methodology has been developed for continuous composite beams to predict the inelastic mid-span deflections, d i (considering the cracking of concrete) from the elastic mid-span deflections, d e (neglecting the cracking of concrete). Nine significant structural parameters have been identified that govern the change in mid-span deflections. Six neural networks have been presented to cover the entire practical range of the beams. The proposed neural networks have been validated for a number of beams with different number of spans and the errors are small for practical purposes. The methodology enables rapid estimation of inelastic deflections in continuous composite beams and requires a computational effort that is a fraction of that required for the conventional iterative or incremental analysis. The methodology can easily be extended for large composite building frames where a huge savings in computational effort would result.
(2014). NEURAL NETWORKS FOR DEFLECTIONS IN CONTINUOUS COMPOSITE BEAMS CONSIDERING CONCRETE CRACKING. Iranian Journal of Science and Technology Transactions of Civil Engineering, 38(C1+), 205-221. doi: 10.22099/ijstc.2014.1864
MLA
. "NEURAL NETWORKS FOR DEFLECTIONS IN CONTINUOUS COMPOSITE BEAMS CONSIDERING CONCRETE CRACKING", Iranian Journal of Science and Technology Transactions of Civil Engineering, 38, C1+, 2014, 205-221. doi: 10.22099/ijstc.2014.1864
HARVARD
(2014). 'NEURAL NETWORKS FOR DEFLECTIONS IN CONTINUOUS COMPOSITE BEAMS CONSIDERING CONCRETE CRACKING', Iranian Journal of Science and Technology Transactions of Civil Engineering, 38(C1+), pp. 205-221. doi: 10.22099/ijstc.2014.1864
VANCOUVER
NEURAL NETWORKS FOR DEFLECTIONS IN CONTINUOUS COMPOSITE BEAMS CONSIDERING CONCRETE CRACKING. Iranian Journal of Science and Technology Transactions of Civil Engineering, 2014; 38(C1+): 205-221. doi: 10.22099/ijstc.2014.1864