TY - GEN
T1 - Coefficient of moisture contraction - A new concrete material parameter
AU - Baluch, M. H.
AU - Rahman, M. K.
AU - Al-Gadhib, A. H.
AU - Raza, A.
PY - 2007
Y1 - 2007
N2 - In this research, normal concrete with three water-cement ratios (0.45, 0.5 and 0.6), self compacting concrete, enhanced self compacting concrete and silica fume concrete are considered for shrinkage study. An experimentally derived relationship between shrinkage and moisture loss is obtained for the various concretes and the following invariant form is suggested: ε sh = αhygro * δM where ε sh = free shrinkage strain; α hygro = coefficient of moisture contraction; and δM = moisture loss percentage. Here a new concept of α hygro, referred to as coefficient of moisture contraction, is introduced. It is similar to that of coefficient of thermal expansion α therm. The introduction of α hygro makes stress computations due to moisture movement rather convenient, much in the same manner as thermal stress computations. Loss of moisture δM can be obtained from the associated boundary value problem governed by Fick's law (analogous to change of temperature δT from the associated heat transfer problem), followed by computations of free shrinkage strain using the suggested form and the associated stress buildup can then be found by using a standard finite element package.
AB - In this research, normal concrete with three water-cement ratios (0.45, 0.5 and 0.6), self compacting concrete, enhanced self compacting concrete and silica fume concrete are considered for shrinkage study. An experimentally derived relationship between shrinkage and moisture loss is obtained for the various concretes and the following invariant form is suggested: ε sh = αhygro * δM where ε sh = free shrinkage strain; α hygro = coefficient of moisture contraction; and δM = moisture loss percentage. Here a new concept of α hygro, referred to as coefficient of moisture contraction, is introduced. It is similar to that of coefficient of thermal expansion α therm. The introduction of α hygro makes stress computations due to moisture movement rather convenient, much in the same manner as thermal stress computations. Loss of moisture δM can be obtained from the associated boundary value problem governed by Fick's law (analogous to change of temperature δT from the associated heat transfer problem), followed by computations of free shrinkage strain using the suggested form and the associated stress buildup can then be found by using a standard finite element package.
UR - https://www.scopus.com/pages/publications/58849141423
M3 - Conference contribution
AN - SCOPUS:58849141423
SN - 9780415446891
T3 - Sustainable Construction Materials and Technologies - International Conference on Sustainable Construction Materials and Technologies
SP - 457
EP - 460
BT - Sustainable Construction Materials and Technologies - International Conference on Sustainable Construction Materials and Technologies
ER -