如果两个量在某一空间的变化关系为单调上升或单调下降的函数关系,那么,连续地改变其中一个量总可以使其变化在该区间达到极点或极限.根据这种假定来考虑具体问题的思维方法我们就把它称为极点思维法或极限思维法.在解题中恰当应用极限法可以提高解题效率,使问题化难为易,化繁为简,思路灵活,判断准确等.一、运用极限思维提高解题效率运用极限思维法来求解某些物理问题时,与常规解法相比较,往往能独辟蹊径、化繁为简,从而大 If the two variables in a space change as a monotonically increasing or monotonically decreasing function, then continually changing one of them can always change its value to reach a pole or limit in the interval.According to this assumption to consider specific issues The way of thinking we call it the extreme thinking method or the limit thinking method.Applying the limit method properly in the problem-solving can improve the efficiency of problem-solving, making the problem difficult, easy to complex, flexible thinking, accurate judgment. , The use of extreme thinking to improve the efficiency of problem-solving To use the limit of thinking to solve some of the physical problems, compared with the conventional solution, often able to go its own way, simplistic, thus large