Systematic tests have been performed to study the behaviour of a numerical method
developed to calculate 2D, steady free surface flows. The Reynolds equations are solved in …

SCHRIFTENREIHE SCHIFFBAU A Kind of Linearity-Invariance under Homotopy and Some
Simple Applications of it in Mechanics Page 1 SCHRIFTENREIHE SCHIFFBAU Shi-Jun Liao A …

Монография посвящена исследованию потоков жидкости с границами раздела, в
которой находится тело произвольной формы. Представлены различные методы …

The boundary element method is applied to the problem of the motion of a profile under a
free surface of incompressible nonrotational fluid. The problem is treated as being two …

A method of solving the problem of the motion of a cylinder of given shape below the free
surface of an infinitely deep heavy fluid is perfected for large Froude numbers. The motion of …

The fully non‐linear free surface potential flow past a 2D non‐lifting body is computed. The
numerical method is based on the simple layer integral formulation; the non‐linear solution …

A vortex-lattice modeling approach is proposed for investigating the free-surface effects on
the hydrodynamics of submerged moving bodies and the propeller in the frame of the …

Higher-order boundary element method for three-dimensional fully nonlinear wave generated
by a submerged moving body in time domain simulation Higher-order boundary element …

Sloshing in a closed tank is a complicated phenomenon showing strong nonlinearity and
randomness. A good understanding of the hydrodynamics of sloshing such as wave loads …

A type of numerical scheme for 2D and 3D steady non‐linear water wave problems is
described. It is based on the finite process method and is insensitive to initial solutions. The …