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Derivation Empirical Formula of Inductance Gradient of Rails for Circular Bore Geometry Using Regression Analysis Technique

机译:回归分析技术推导圆孔几何导轨电感梯度的经验公式

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摘要

The inductance gradient of the rails is important parameter in rail gun system as it directly decides the force acting on the armature. For the past few decades numeric methods and analytical methods are developed and used to calculate inductance gradient of the rails. Problems which are simple in nature are solved by using analytical methods and numerical methods are required codes and program and it is being considered as a time consuming process. Hence easy technique needs to calculate inductance gradient of rail. Since the inductance gradient value is purely depends on rail dimensions and its properties now researcher focused to obtain a simple formula which can be used to compute the L' value with respect to rail dimensions. In this paper an effort is made to obtain empirical formula that can be used to compute the L' value using curve fitting software called Oakdale date fit engineering. This software uses regression analysis to obtain the empirical formula for given set of data. Circular bore geometry is considered as a case study in this paper.
机译:轨道的电感梯度是轨道炮系统中的重要参数,因为它直接决定了作用在电枢上的力。在过去的几十年中,数值方法和分析方法得到了发展,并用于计算导轨的电感梯度。通过使用解析方法可以解决本质上简单的问题,并且数值方法是必需的代码和程序,这被认为是耗时的过程。因此,需要一种简单的技术来计算轨道的电感梯度。由于电感梯度值仅取决于轨道尺寸及其特性,因此现在研究人员着重于获得一个简单的公式,该公式可用于计算相对于轨道尺寸的L'值。在本文中,我们努力获得经验公式,该公式可使用称为Oakdale日期拟合工程的曲线拟合软件来计算L'值。该软件使用回归分析来获得给定数据集的经验公式。本文以圆孔几何为研究案例。

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