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In this article,the horizontal water-entry of flat-nose projectiles of two different lengths at impact velocities of 400 m/s-600 m/s is studied experimentally and theoretically.Based on the solution of the Rayleigh-Besant problem,a set of projectile dynamic equations are derived and a cavity model is built to describe the projectile’s water entry dynamics.A parameter in the cavity model is determined by employing the principle of energy conservation.The results indicate that the flat-nose projectiles enjoy a good stability of trajectory,the drag coefficient and the velocity decay coefficient are dependent on the cavitation number,and increase along the penetration distance but with a relatively small variation.The maximum cavity radius decreases monotonically with the penetration distance.Projectiles with the same nose shapes at different initial velocities have a basically consistent cavity dimension before the deep pinching off phenomenon occurs.Good agreements are observed between results obtained by the analytical model and the experimental results.
In this article, the horizontal water-entry of flat-nose projectiles of two different lengths at impact velocities of 400 m / s-600 m / s is studied experimentally and theoretically. Based on the solution of the Rayleigh-Besant problem, a set of projectile dynamic equations are derived and a cavity model is built to describe the projectile’s water entry dynamics. A parameter in the cavity model is determined by employing the principle of energy conservation. The results indicate that the flat-nose projectiles enjoy a good stability of trajectory, the drag coefficient and the velocity decay coefficient are dependent on the cavitation number, and increase along the penetration distance but with a relatively small variation. the maximum cavity radius decreases monotonically with the penetration distance. Projectiles with the same nose shapes at different initial velocities have a basically consistent cavity dimension before the deep pinching off phenomenon occurs .Good agreements are observed between r esults obtained by the analytical model and the experimental results.