1) triple solution circle
三解圆
1.
A comparatively major adjustment was made correspondingly upon the explanation of triple solution circle theorem and a supplementary proof was conducted [2].
根据文献[1]对极位夹角定义的完善,曲柄摇杆机构极位夹角θ的定义范围由0<θ<90°扩大为0<θ<180°,相应对三解圆定理[2]的表述作了较大的调整,并进行补充证明。
2) auxiliary circled solution
解圆
1.
The paper presented demonstration of auxiliary circled solution theory applicable for graphic designing with 1≤K<∞ of crank and rocker mechanism.
提出并证明了适用于1≤K<∞的曲柄摇杆机构图解设计的解圆定理。
3) A-solution circle
A解圆
4) interpretation of circular
圆解
5) hance arch
平圆三心圆
6) three solutions
三解
1.
With different assumptions between p(x),q(x) and N and some reasonable assumptions and growth conditions on nonlinearities, the existences of three solutions that are of the same systems under different conditions is obtained by using three-critical-points theorem obtained by B.
在p(x),q(x)与N不同的大小关系下,对非线性项做适当假设和增长性条件,我们在变指数Sobolev空间W_0~(1,p(x))(Ω)×W_0~(1,(q(x))(Ω)中,利用Ricceri三临界点定理(Nonlinear Analysis 70(2009)3084-3089)得同一方程组在不同条件下的三解性。
补充资料：圆顿观解
【圆顿观解】
（术语）圆顿之观解，修圆顿止观之法也。
（术语）圆顿之观解，修圆顿止观之法也。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条