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二次规划法的英文

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"二次规划法"怎么读用"二次规划法"造句

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  • quadratic programming

例句与用法

  • Parallel optimal power flow algorithm based on auxiliary problem principle and sequential quadratic programming method
    基于辅助问题和序列二次规划法的电网分区并行最优潮流算法
  • And based on these , the application of sequential quadratic programming ( sqp ) to the turbofan engine performance seeking control is investigated
    并在此基础上,运用序列二次规划法对涡扇发动机的加、减速和加力加速等过渡过程寻优控制问题进行了研究。
  • An artificial ant was realized as a certain feasible operating set of units and then sqp was utilized to solve the traditional ed
    在此求解过程中,以每只人工蚂蚁来表示符合限制条件的某个可运转状态的发电机组合并以序列二次规划法来求解传统的经济调度问题。
  • Sequential quadratic programming ( sqp ) method is developed to schedule the time intervals between each pair of adjacent knots such that the total traveling time is minimized subject to the physical constraints on joint velocities , accelerations , and jerk . algorithm comparison of flexible polyhedron and sqp is done to show the good quality of sqp
    在速度、加速度、加速度变化率的约束条件下,使用二次规划法获得了运动总时间最短时的关节轨迹,将所用算法与现有算法对比表明了所用算法的优化性。
  • The research result shows : the combined emluator model of the aero - engine and relative parts of the engine control system is an effective way to solve the optimal acceleration problem . sqp is feasible in calculating the aero - engine optimal acceleration process . the more reliable of the emluator model and the more reasonable of the restriction terms is , the better result of the acceleration process can be achieved
    研究结果表明:将实时的发动机模型和相关的部分控制器模型联立在一起,可以构成一个闭环的发动机加速过程仿真模型,应用序列二次规划法对发动机加速过程进行寻优计算,使用该计算结果对控制系统中的相关部件进行改进,可以使发动机达到最优过程的加速。
  • On the basis of the general pr condition , the nonlinear optimization solution of linear phase prqmf banks is studied deeply with sequential quadratic programming ( sqp ) . sqp solution steps of m - channel prqmf banks are given , and in which the differential problems are discussed in details
    此外,还在此规律基础上,研究了用逐步二次规划法sop对该滤波器组的非线性优化求解,不仅给出了m通道线性相位prqmf滤波器组的求解步骤,而且对逐步二次规划法中的微分问题也进行了深入探讨。
  • Because the different stiffness match of front and rear suspension is very influencing to the ride comfort , optimal model of ride comfort is developed , regarding the rms of driver ’ s acceleration as the objection , regarding the stiffness of front and back suspension as optimal variable , regarding quiet flexibility 、 dynamic flexibility 、 frequency and dynamic load as nonlinear constraints . by matlab program and using sqp , the optimal match of front and back suspension ’ s stiffness is achieved , this optimal model consider not only request of quiet 、 dynamic flexibility 、 frequency and damp , but also security of run and peace of road , it is closer to the fact than other models which only consider partial restriction
    由于前后悬架垂直刚度的不同匹配对汽车行驶平顺性影响较大,论文建立以驾驶员垂直加速度的均方根值作为汽车行驶平顺性优化目标值、以前后悬架垂直刚度作为优化变量的优化设计模型,并辅以静挠度、动挠度、频率、动载荷等非线性约束,使用序列二次规划法,利用matlab编制优化程序,求得前后悬架垂直刚度的最优匹配值;此优化模型不仅包含动静挠度及频率和阻尼的限制,还考虑到汽车的行驶安全性和道路友好性,比文献报道的只考虑部分约束的优化模型更切合实际情况。
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