1) coprime theory
互质定理
2) reciprocal theorem
互易定理
1.
To the electric circuit which resembles balanced bridge one ( the branch of the balanced bridge connected with voltage source in series or connected with current source in parallel), we can use reciprocal theorem to reason out some simple solutions that use the character of balanced bridge to solve such problems.
对于含有似平衡电桥(即平衡电桥桥臂串有电压源或并有电流源)的电路,用常规方法求解较为复杂,经过分析,运用互易定理,推导出了一种利用平衡电桥的性质解决此类问题的简捷方法。
3) reciprocity theorem
互易定理
1.
Simulated bio-environmental data communication system and application of reciprocity theorem;
模拟生物环境数据通信系统及互易定理的应用
2.
As a result , a distinct method to prove the reciprocity theorem is obtained.
利用互易电路支路阻抗矩阵对称性 ,构造回路阻抗矩阵也对称的回路电流方程 ,得出一种证明互易定理的直观方
3.
Expressions of the coupling length and the coupling area of an antenna to electromagnetic waves excitation are deduced with the reciprocity theorem.
应用互易定理推导出了电磁波激励下天线的耦合长度和耦合面积的表达式,这两个物理量可以表征天线的响应特性。
4) reciprocity principle
互易定理
1.
This article gives a description of a method to ascertain the magnetic field at any arbitrary point of magnetic dipole space by a kind of reciprocity principle.
本文用互易定理 ,给出一种确定磁偶极子空间任意点的磁场的方法。
2.
We treat magnetic dipoles as circulation equivalently,apply the reciprocity principle,and give a method of the spatial distribution of a magnetic field.
对磁偶极子作环流等效处理 ,应用互易定理 ,给出了确定磁场空间分布的一种方法 。
5) reciprocal theorem
互等定理
1.
The reciprocal theorem is used to make research on the bending of a set square with free hypotenuse under a concentrated load acting at any of its points, and its accurate solution is given.
应用功的互等定理研究了在一集中载荷作用下斜边自由的三角形板的弯曲问题,给出了该问题的精确解。
2.
But the energy principles in dynamic theory of piezoelectric materials with voids, which the principle of virtual work, the reciprocal theorem and various variational principles are not yet established systematic.
从该式出发,不仅能得到微孔压电弹性动力学的虚功原理和互等定理,而且通过作者所给出的一系列广义Legendre变换,能系统地导出成互补关系的11类变量、9类变量、6类变量和3类变量简化Gurtin型变分原理的泛函。
3.
Based on this relation, it is possible not only to obtain the principle of virtual work and the reciprocal theorem in dyn.
然后从该式出发,不仅可以得到有孔隙的耦合热弹性体动力学的虚功原理和互等定理,而且能系统地导出成互补关系的11类变量、9类交量、6类变量及3类变量简化Gurtin型变分原理。
6) reciprocity theorem
互反定理
补充资料:互质
两个正整数只有公约数1时,它们的关系叫做互质。如3和11互质。
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