Reconfiguration and Hydrodynamic Forces on Flexible Vegetation under Orthogonal Wave-Current Conditions

The reconfiguration of flexible aquatic vegetation and the associated forces have been extensively studied under two-dimensional flow conditions-such as unidirectional currents, pure waves, and co-directional wave-current flows. However, behavior under more complex, orthogonal wave-current flows remains largely unexplored. In coastal environments, such orthogonal flows arise when waves propagate perpendicular to a longshore current. To improve understanding of how aquatic vegetation helps protect coastlines and attenuates waves, we extended existing effective-length scaling laws that were validated in pure currents, pure waves, and co-directional waves and currents to orthogonal wave–current conditions by introducing new definitions of the Cauchy number. Experiments were conducted in a wave–current basin, where cylindrical rubber stems were mounted on force transducers to measure hydrodynamic forces. Stem velocities were extracted from video recordings to compute the relative velocity between the flow and the stems. Incorporating the phase shift between flow and stem velocities into the force models significantly improved predictions. Comparison of predicted and measured forces showed good agreement for both pure-wave and wave–current scenarios, underscoring the importance of phase shifts and velocity reduction for force estimation. Our hypothesized effective-length scaling parameters under wave–current conditions were validated, but with a higher scaling coefficient due to inertial effects from the larger material aspect ratio. These findings offer new insights into the hydrodynamics of flexible structures under complex coastal flow conditions.This dataset contains experimental measurements and video analysis results of flexible stems under orthogonal wave–current conditions. Data include flow velocity, stem displacement, stem phase-averaged velocity, and measured forces in the wave-propagation (x) and current (y) directions. Data are provided as MATLAB (.mat) files and an Excel summary of final results.