摘要
本文利用解析几何的知识和电力线上每一点的切线方向和该点场强方向一致的特点,即E×dl=0,首先建立电力线的微分方程。然后着重导出一对等量异号点电荷系统的电力方程,它对电力线的教学有一定的参考价值。
By using the knowlege of analytic geometry and the characteri
stic of tangent directions at every point of electric field teing the same as
that of the electric field, intensityi .e.the author first establishes the equations of the electric power lines, then derives a pair of electric power equations of a tric diple, point cleotnic hange system They are egual in quantity and dillenent in tign This paper has certain value as a reference for teaching electric field lines.
出处
《曲靖师范学院学报》
1988年第3期65-68,共4页
Journal of Qujing Normal University
关键词
电力线
坐标系
微分方程
电势
场强分量
电偶极子
electric power ine coordinate ystem differential equation elec tr ic potential field intensity component electric dipole