Hence, considering the slippage between the GFRP and concrete may be necessary when accurate deflection estimate is required under the service condition.
Considering the slippage tendency of the fiber tow over the surface, a local stability criterion involving mathematical parameters of the mandrel surface is established, and a general fiber path equation can be formulated.
Due to the complexity of modeling the bond action, a perfect bond has been usually considered with the slippage between concrete and reinforcement neglected.
Thus, we considered the two simplest slippage scenarios: [ X]2->[ X]1 and [ X]2->[ X]3 (where X denoted a repeating motif, and the subscript denotes the repeat number).
In this research, possible winding patterns considering the windability and the slippage between fiber and mandrel surface were calculated using the semi-geodesic path algorithm.
To our knowledge, however, there have only been 3 ultrastructural studies that have considered the pathology of the slippage in SCFE (Mickelson et al. 1977, Agamanolis et al. 1985b, Ippolito et al. 1989).
Considering the mode of slippage-mediated mutations, it is unlikely that a large proportion of the dinucleotides would be present in the coding regions; mutations in trinucleotides or their multiples would only be tolerated if they do not disturb the open reading frame.
However, previous studies have rarely considered the effect of cable slippage in soil on the mooring behavior, or embedded cables have been studied with an assumed tension at the seabed.
In this study, Lucas-Washburn (LW) theory is revisited by further considering the effective viscosity and slippage to accurately model the capillary filling behaviors in nanopores, where the effective viscosity is investigated by considering the energy barrier induced by pore wall while the true slip is modelled with the wettability by considering the mobility of first-liquid-layer molecules.
According to the apparent permeability derived by Ozkan et al. (2010), the apparent permeability considering the effect of gas slippage in region 3 is as follows: k_{{3{text{a}}}} = b_{3} k_{3} (1 where (b_{3} = 1 + {{left( {mu c_{{{text{g}}3}} D_{{{text{g}}3}} } right)} mathord{left/ {vphantom {{left( {mu c_{{{text{g}}3}} D_{{{text{g}}3}} } right)} {k_{3} }}} right.
