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So the ultra-low frequency absolute vibration detection is a difficult problem in engineering measurement field. In this paper, the ""high-frequency-suppression and low-frequency-lifting"" compensation method was presented based on the analysis of the inertial sensor with "" mkc "" structure.

本文通过对mkc结构惯性式传感器机理的分析,提出了一种对传感器传递函数进行"抑高扬低"的补偿方法,并对此补偿网络和系统幅频特性进行了优化,较好地克服了惯性式传感器低频特性差的固有缺陷,实现了传感器的微型化。

It was proved that the existence of an absorbing set and a global finite dimensional attractor which is compact, connected in the function space for the high-frequency modes coupled two Ginzburg-Landau equations.

利用了无穷维动力系统理论,证明了两个高频模态耦合的Ginzburg-Landau方程在函数空间中存在吸引域,因而存在连通的、有限维的紧的整体吸引子。

The math model and the transfer math function of the engine accelerograph control system were established.

提出在系统的开环传递函数前加上串联校正,以获得满意的动态特性与静态特性。

CBR can solve many difficult problems that traditional handling knowledge system can"t solve, for instance, knowledge handling efficiency low outside system "boundary, march conflict, combination explosion, self-learn difficult, complex problem class difficult and train taking long time in artificial nerve net.

CBR系统具有存储积累、快速检索、匹配与改写、学习与归纳等特点,它较好地解决了传统知识处理系统&边界&以外的知识处理效率低下、匹配冲突、组合爆炸、自学习困难、人工神经网络中复杂问题难以分类、训练费时以及数学函数模型结论局限等问题。

The software is compiled and debugged with C language under the platform CCC2000. It adopts two-closed-loop control strategy and fuzzy self-adjustable PID arithmetic.

控制系统软件在CCC2000的环境下采用C语言完成系统各功能函数的编译和调试工作,采用双闭环的控制策略,利用模糊自整定PID算法进行调速控制。

The software is compiled and debugged with C language under the platform CC'C2000. It adopts two-closed-loop control strategy and fuzzy self-adjustable PID arithmetic.

控制系统软件在CC'C2000的环境下采用C语言完成系统各功能函数的编译和调试工作,采用双闭环的控制策略,利用模糊自整定PID算法进行调速控制。

We discuss a class of second order self-adjoint matrix differential systems with damping term and self-adjoint Hamiltonian matrix differential systems, etc.

在第五、六章中,考虑一类线性泛函g和一类对s偏导数不一定非正的Hk型函数,分别研究了自伴的带有阻尼项的二阶矩阵微分系统和自共轭的Hamilton矩阵微分系统。

Finally, the condition for the closed loop system to be exponentially stable is worked out by estimating the corresponding eigenfunctions.

最后通过对闭环系统的本征值及其相应的本征函数进行估计,导出了相应的闭环系统指数稳定的充分必要条件。

The yield criterions are approached in general forms in EPSAS, the parametric evaluational function is used to deal with the multi-goal non-differentiable problem in SOSATT.

对EPSAS系统中的屈服准则做了通用性处理;采用参变量评函数法解决了SOSATT系统中的多目标不可微问题。

And then, the computing method of pressure for fluid systems with periodic boundary conditions is adopted to investigate the relation between chemical potential and bulk pressure in an open system.

采用改进后的Widom测试粒子方法和周期边界流体系统的压力算法,研究开放系统的化学势随压强的变化,给出了具体的函数关系,并证明了其正确性。

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