TY - JOUR
T1 - Random wave run-up with a physically-based Lagrangian shoreline model
AU - Lo Re, Carlo
AU - Ferreri, Giovanni Battista
AU - Foti, Enrico
AU - Musumeci, Rosaria E.
PY - 2014
Y1 - 2014
N2 - n the present paper the run-up of random waves was calculated by means of a numerical method. In situ measurements based on a video imaging technique have been used for the validation of the present numerical model. The on-site run-up measurements have been carried out at Lido Signorino beach, near Marsala, Italy,along a transect, normal to the shore. A video camera and a linear array of rods have been used to obtain field data. Numerical simulations with a 1DH Boussinesq-type of model for breaking waves which takes into account the wave run-up by means of a Lagrangian shoreline model have been carried out. In such simulations random waves of given spectrum have been propagated in a numerical flume having the same beach slope of the measured transect. The comparison between registered and estimated run-up underlined an acceptable agreement. Indeed, the numerical model tends to underestimate the actual R2%, with the maximum underestimate being less than 24%, which is a reasonable error in many cases of engineering interest.
AB - n the present paper the run-up of random waves was calculated by means of a numerical method. In situ measurements based on a video imaging technique have been used for the validation of the present numerical model. The on-site run-up measurements have been carried out at Lido Signorino beach, near Marsala, Italy,along a transect, normal to the shore. A video camera and a linear array of rods have been used to obtain field data. Numerical simulations with a 1DH Boussinesq-type of model for breaking waves which takes into account the wave run-up by means of a Lagrangian shoreline model have been carried out. In such simulations random waves of given spectrum have been propagated in a numerical flume having the same beach slope of the measured transect. The comparison between registered and estimated run-up underlined an acceptable agreement. Indeed, the numerical model tends to underestimate the actual R2%, with the maximum underestimate being less than 24%, which is a reasonable error in many cases of engineering interest.
KW - Boussinesq numerical model
KW - irregular wave run-up
KW - shoreline
KW - Boussinesq numerical model
KW - irregular wave run-up
KW - shoreline
UR - http://hdl.handle.net/10447/101002
M3 - Article
SN - 1877-7058
VL - 70
SP - 1046
EP - 1054
JO - Procedia Engineering
JF - Procedia Engineering
ER -