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STATE SPACE IDENTIFICATION APPLIED TO ROTORCRAFT FLIGHT TESTING

机译:状态空间识别应用于旋翼飞行飞行测试

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The mathematics underlying state space identification using subspace analysis is presented with a derivation for the analysis of stochastic data. Subspace analysis was applied to data from four flight tests: ramp gun firing; steady, low airspeed, level flight; high rate of descent; and a hard landing. In the ramp gun firing application, the subspace analysis derived for stochastic data was used for vibration analysis of the free response between shots. The vibration analysis calculated the ramp structural frequencies, damping, and mode shapes. In the remaining three flight tests, the subspace algorithm N4SID was used for calculating the state space matrices for purposes of simulating the flight data. In the low airspeed application, a model created from 25% of the flight data was able to simulate the airspeed within six knots in the range from 0 to 60 knots, for all flight headings. The high rate of descent simulation showed that subspace analysis replicates the high rates of descent, including flights with large excursions in the collective and elevator controls. The hard landing is accurately simulated including the peak values of landing gear loads. In general, the state space matrices obtained using subspace analysis will accurately simulate flight data or calculate the vibration characteristics.
机译:使用子空间分析的数学潜在的状态空间识别具有用于分析随机数据的推导。子空间分析来自四个飞行试验的数据:斜坡枪射击;稳定,低空速,水平飞行;高次数;和一个坚硬的着陆。在斜坡枪射击应用中,用于随机数据的子空间分析用于振动分析镜头自由响应的振动分析。振动分析计算了斜坡结构频率,阻尼和模式形状。在其余的三个飞行测试中,子空间算法N4SID用于计算状态空间矩阵,以便模拟飞行数据。在低空速应用中,从25%的飞行数据中创建的模型能够为所有飞行标题为0到60节的六个结的范围内模拟空速。下降仿真率高显示,子空间分析复制了集体和电梯控制中具有大型游览的航班的高次数。准确地模拟硬着陆,包括着陆齿轮载荷的峰值。通常,使用子空间分析获得的状态空间矩阵将准确地模拟飞行数据或计算振动特性。

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