弹道方程边值问题中的直射弹道公式

本文探求了属于微分方程边值问题的直射弹道公式,以形简、意明、精确度高、研究方法的多样性和事物规律的不同表现形式为特征。在直射弹道的定义和数学描述之后,先从它的微分方程出发推导出了公式;再从方程的数字解出发探寻并确立了其规律性。

FLAT-TRAJECTORY FORMULAS IN BOUNDARY VALUE PROBLEMS OF BALLISTIC DIFFERENTIAL EQUATIONS

This paper attempts at establishing a set of flat-trajectory formulas inherent to boundary value problems for ballistic differential equations The proposed formulas are simple, clear and precise. Characteristic in the disposition is the diversity of methods utilized and in the forms of representation for the principle involved. After defining the flat-trajectory is defined and mathematically described the formulas are derived from its differential equations. Based on a numerical solution of the equations principles governing their conduct are then explored.