摘要
提出了求液体静压力的一种新的简便方法,证明某些特殊形状的物体,其所受静压力主要集中在物体表面的重心位置。
As to Advanced Mathematics, Analytical Mathematics and so on, there is a very important applied way of definite integral in physics. In this paper, it approaches a simple special new way to calculate its pressure when an known object is put into a liquid if we know the center of its gravity and its surface area.
出处
《四川教育学院学报》
2007年第4期81-82,共2页
Journal of Sichuan College of Education
关键词
高等数学
定积分
液体静压力
重心
advanced mathematics
definite Integral
hydraulic pressure
the center of object＇ s gravity
