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Dynamic stability of multi-inertial system

机译:多惯性系统的动态稳定性

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Experience has shown that a considerable vibration, due to either hard or soft self-excitation, of the driven end mechanism has often led to many design modifications (through build and test cycle). Conventional techniques of representing driven end mechanism by a “Black Box” of lumped parameters fail to identify the source of such undesirable structural oscillations. To make a viable computer model, it needs a more realistic approach, i.e. representing driving and driven end explicitly in terms of the maximum possible number of represent able subsystems. The approach would, indeed, take comparatively more computer time and space but still would be cost effective in identifying the problem and determining a suitable compensation strategy if necessary. Conventional methods to determine system stability does not suit for highly interactive multi-inertial system as each structural element behave differently due to adjoining element. The paper describe AEW radar scanner which is highly interactive electromechanical non-linear system. The scanner has two aerial bodies employed at front and back of the carrier aircraft. Both make azimuth rotation in synchronization mode to cover 360 degree coverage. The elevation rotation is based on demand angle of 5° degrees in single instance as and when demanded. State Space method is used to define all structural elements cascaded together to count for intra element effects. The paper presents a novel technique to determine dynamic stability; the tendency of their variables or components of a system to remain within defined and recognizable limits despite the impact of disturbances.
机译:经验表明,由于硬或软励磁,驱动端机构的耐心或软刺激,经常导致许多设计修改(通过构建和测试循环)。通过“黑匣子”的集总参数表示驱动端机构的常规技术不能识别这种不期望的结构振荡的源。为了制作一个可行的计算机模型,它需要一种更现实的方法,即在最大可能数量的代表性子系统的最大可能数量中显式代表驾驶和驱动端。实际上,这种方法可以相对采取更多的计算机时间和空间,但在确定问题并在必要时确定合适的补偿策略是具有成本效益。确定系统稳定性的常规方法对于高度交互的多惯性系统,由于每个结构元件由于邻接元件而行为不同。本文描述了一种由高度交互机电非线性系统的EED雷达扫描仪。扫描仪在载体飞机的前后采用两个空中体。两者都在同步模式下进行方位角旋转,以覆盖360度覆盖范围。高程旋转基于单个实例中的5°度的需求角度为5°度,如所要求的。状态空间方法用于定义级联的所有结构元素,以计算帧内元素效果。本文提出了一种确定动态稳定性的新技术;尽管干扰的影响,但系统的变量或系统的组成部分仍然存在于定义和可识别的限度内。

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