Study on the free surface evolution and slamming pressure of curved-wedge water entry using a Riemann-smoothed particle hydrodynamics method

• Published in: Physics of fluids (1994) Vol. 36; no. 6
• Main Authors: Meng, Zi-Fei, Gao, Tian-Yu, Sun, Peng-Nan
• Format: Journal Article
• Language: English
• Published: Melville American Institute of Physics 01.06.2024
• Subjects: Comparative studies; Dynamic characteristics; Evolution; Fluid mechanics; Free surfaces; Kinematics; Pressure distribution; Slamming; Smooth particle hydrodynamics; Time domain analysis; Wedges
• ISSN: 1070-6631; 1089-7666
• DOI: 10.1063/5.0212527

The present study aims to provide a deep understanding of curved wedge water entry. It involves a numerical simulation investigation into the kinematic and dynamic properties of water entry for two curved wedges with deadrise angles of 25 ° and 35 °. The meshless Riemann-smoothed particle hydrodynamics (SPH) model embedded with an acoustic damper is developed to simulate these violent water entries. The validation of the Riemann-SPH accuracy is confirmed through comparison with experimental data, and subsequently, we make a systematical simulation study on curved wedge water entry, including a comparative study of free surface evolution and pressure distribution at different curvatures and drop heights. Furthermore, the kinematics analysis of velocity and displacement of curved wedges and time domain characteristics of slamming pressure loads on both sides of the wedge are investigated. It is revealed that the pressure distribution is symmetrical, with high-pressure regions forming near the bottom of the wedge and gradually propagating outward. The free surface profiles are symmetrical, with deeper depressions formed by sharper wedges. The entry depth and velocity are correlated with the initial theoretical entry velocity, and the rate of speed decline varies with the curvature of the wedge. The slamming pressure loads exhibit distinct time-domain patterns, with lower pressure loads by sharper wedges.