Based on an integral equation method, the unsteady supercavitating flow past slender body was studied.
采用积分方程方法，研究了轴对称细长体后部非定常超空泡问题。
Solving integral equations of supercavitating flow based on the finite difference time discretization method, some numerical results are obtained.
采用时间有限差分离散化方法求解超空泡流积分方程，得到了问题的数值解。
The unique navigation conditions of supercavitating vehicle determine that its a multi-variable system with kinematics coupling, inertial coupling, controlling couple and uncertainty parameters.
超空泡航行体的独特航行环境决定它是一个具有运动学耦合、惯性耦合、控制作用耦合、系统参数不确定性特点的多变量系统。
The unique navigation conditions of supercavitating vehicle determine that its a multi-variable system with kinematics coupling, inertial coupling, controlling couple and uncertainty parameters.
超空泡航行体的独特航行环境决定它是一个具有运动学耦合、惯性耦合、控制作用耦合、系统参数不确定性特点的多变量系统。
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