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Estimation of Drag Coefficient from Radar-tracked Flight Data of a Cargo Shell

机译:从货舱的雷达跟踪飞行数据估算阻力系数

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Two schemes to extract drag coefficient (C,) by processing the radar-tracked trajectories of artillery shell in motion, have been proposed. Flight trajectories of artillery shell are considered. The proposed schemes are applied on the radar-tracked trajectory data of artillery shell to estimate thc C,,. The C,, is strong function of Mach number. To capturc the functional rclationship between the C, and the Mach number, the C, of the ammunition was assumed to be a polynomial function of Mach number (separately for subsonic and supersonic). The coefficients of the assumed polynomial were estimated by minimising the error between measured and estimated trajectories. In the second scheme, whole trajectory was split into diffcrent sets containing 50 or 100 data points. Each data set was processed using the proposed schemes to estimate numerical values of C, corresponding to the average Mach number of the chosen data set. The estimated values of the C, (at different Mach numbers) have been presented along with its standard deviations. The difticulties encountered in processing the real trajectory data using the proposed schemes are also highlighted. It is observed that thc proposed schclnes could advantageously be applied to quickly estimate the numerical values of the C, at corresponding Mach numbers, by processing thc trajectory data of an artillcry shell in motion.
机译:提出了两种通过处理雷达炮弹在运动中的轨迹来提取阻力系数(C,)的方案。考虑了炮弹的飞行轨迹。所提出的方案被应用于炮弹的雷达跟踪的轨迹数据,以估计Cc。 C是马赫数的强大函数。为了捕获C和马赫数之间的函数关系,假定弹药C是马赫数的多项式函数(对于亚音速和超音速,分别使用)。通过最小化测量和估计轨迹之间的误差来估算假设多项式的系数。在第二种方案中,整个轨迹被分为包含50或100个数据点的不同集合。使用提议的方案对每个数据集进行处理,以估计C的数值,该数值对应于所选数据集的平均马赫数。已经给出了C的估计值(在不同的马赫数下)及其标准偏差。还强调了在使用所提出的方案处理实际轨迹数据时遇到的困难。观察到,通过处理运动中的炮弹壳的轨迹数据,可以将所提出的schclnes有利地应用于以对应的马赫数快速估计C的数值。

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