CAJ | 학술논문

为行星轮系的运动学及动力学的研究提供了一种新的理论方法.在分析拓扑图结构的基础上,建立拓扑图几何特征的数学描述.理论上证明了基尔霍夫第一、第二定律与轮系传动中相应参数的关系.应用基尔霍夫定律建立基于拓扑图理论的数学模型--回路方程组、切割方程组来解决行星轮系运动学的问题,并通过Pro/E建立模型进行机构分析,验证理论的正确性.
위행성륜계적운동학급동역학적연구제공료일충신적이론방법.재분석탁복도결구적기출상,건립탁복도궤하특정적수학묘술.이론상증명료기이곽부제일、제이정률여륜계전동중상응삼수적관계.응용기이곽부정률건립기우탁복도이론적수학모형--회로방정조、절할방정조래해결행성륜계운동학적문제,병통과Pro/E건립모형진행궤구분석,험증이론적정학성.
A kind of new method of theory to analyze kinematics and dynamics of epicyclical gear trains is provided. According to the systematization graph model, adopt the concrete systematization method to analysis epicyclical gear trains, In theory, the relation of Kirchoff's law and epicyclical gear trians' parameter has been proved. Kirchoff's law concrete mathematical formalism which can solve kinematics and dynamics of spicyclical gear trains of EGTs - loop - equations? Cut - e-quations is created. At last, by mean of smulation the validity of theory is proved.