2004
DOI: 10.2208/journalam.7.1089
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New Method for Calculating Bottom Shear Stress under Skew Waves

Abstract: The bottom shear stress under skew waves can be used in a sediment transport modeling under rapid acceleration occurring in the surf zone. The bottom shear stress in a rough turbulent bottom boundary layer under sawtooth waves has been examined through two methods by Suntoyo and Tanaka°. One is to fit logarithmic velocity profile to the measured velocity in an oscillating wind tunnel, another is a calculation method incorporating acceleration effect. However, an investigation of a more reliable calculation met… Show more

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(3 citation statements)
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“…Both velocity and acceleration terms are adopted from a calculation method proposed in Eq. (8) by Niel sen 11) , but that method could not give a good agreement with experimental data as shown by Suntoyo et al 4) , so in the new calculation method is proposed a new acceleration coefficient, a c expressing the non-linearity effect on the bottom shear stress under cnoidal waves that is determined empirically from both experimental and baseline turbulent model results. The instantaneous bottom shear stress can be calculated proportional to the square of the proposed instantaneous friction velocity, as shown in Eq.…”
Section: (2) the New Calculation Methodsmentioning
confidence: 99%
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“…Both velocity and acceleration terms are adopted from a calculation method proposed in Eq. (8) by Niel sen 11) , but that method could not give a good agreement with experimental data as shown by Suntoyo et al 4) , so in the new calculation method is proposed a new acceleration coefficient, a c expressing the non-linearity effect on the bottom shear stress under cnoidal waves that is determined empirically from both experimental and baseline turbulent model results. The instantaneous bottom shear stress can be calculated proportional to the square of the proposed instantaneous friction velocity, as shown in Eq.…”
Section: (2) the New Calculation Methodsmentioning
confidence: 99%
“…Hereafter, friction velocity factor, f w proposed by Tanaka and Thu 13) is used to examine the bottom shear stress for all methods, while the phase difference, ϕ used it is an approximation obtained from the relation proposed by Suntoyo et al 4) .…”
Section: (2) the New Calculation Methodsmentioning
confidence: 99%
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