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Inquiring of Methods to Establish Control Model of Warship

机译:建立战舰控制模式的方法探讨

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When a ship sails on sea, it is necessarily disturbed by wave, sea wind and ocean current, which result in vibration inevitably, which is called, by shipbuilding industry, roll, pitch, yaw, sway, march and heave. Fierce vibration may do a series of harm to ships, even have serious consequences. Therefore, we must reduce vibration in order to guarantee safe sailing of ships and advance working ability of the crew. For general ship, we mainly reduce longitudinal movement. In this paper, hydrodynamic model of longitudinal movement under different wave directions and ship speed is established according to section theory and the Second Law of Newton on the basis that the main dimension and profile map of ship are given. Because the coefficients of hydrodynamic model are not just relevant to ship speed, they mainly depend on encountering frequency, the model is linear differential set of equations iwth frequency relevant coefficients, which brings great trouble to the design of controller. Therefore, by making use of levy method, improved levy method and least squares fit of differential equations, hydrodynamic model is converted into a control model which changes only with speed and heading and have no relation with frequency. Also, this paper emphatically introduce the concrete algorithm to establish the ship control model by making use of least squares fit of differential equations, this model can be represented by constant coefficient differential set of equations. If or not shipcontrol model can well reflect char voyage work and perform military tasks on the randoms established by the above methods is reasonable. This paper discusses several methods to control hydrodynamic model into a control model which only change with heading and speed and have no relation with frequency. By making use of least-square fit of differential equation, the shipping control model is acquired, and the gain phase characteristic, the controllability and observability and the stability are proven. Simulation results indicate that this control model is reasonable.
机译:当船舶在海上航行时,它必然受到波浪,海风和海洋电流的干扰,这导致造船业,卷,沥青,偏航,摇摆,三月和升起所谓的振动。激烈的振动可能对船舶进行一系列伤害,甚至具有严重的后果。因此,我们必须减少振动,以保证安全的船舶航行和船员的努力。对于一般船舶,我们主要减少纵向运动。本文根据截面理论和牛顿的第二律规定,建立了不同波方向和船速下的纵向运动的流体动力学模型,基于船舶的主要尺寸和轮廓图。因为流体动力学模型的系数不仅与船舶速度相关,所以它们主要取决于遇到频率,模型是线性差分方程式IWTH频率相关系数,这对控制器的设计带来了很大的麻烦。因此,通过利用征收方法,改进的征集方法和微分方程的最小二乘拟合,流体动力学模型被转换为仅速度和标题的控制模型,并且与频率无关。此外,本文通过利用差分方程的最小二乘拟合来强调引入混凝土算法来建立船舶控制模型,该模型可以由恒定系数差分方程组表示。如果或不是ShipControl模型可以很好地反映Char Voyage工作并在上述方法建立的随机上执行军事任务是合理的。本文讨论了将流体动力模型控制到控制模型中的几种方法,该控制模型只能随着标题和速度而变化,并且与频率无关。通过使用最小二乘拟合微分方程,获得运输控制模型,并证明了增益相位特性,可控性和可观察性以及稳定性。仿真结果表明,该控制模型是合理的。

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