线性耦合 meaning in Chinese
linear coupling
Examples
- Echo waves and their stability in linearly coupled oscillators
线性耦合振子中的回声波及其稳定性 - In general , there is no way to get the equations " analytical solution because of the characteristic of non - linear coupling
但由于这组方程是非线性耦合的，一般情况无法求出其解析解。 - L ) the existence of local solutions in the part of the existence of local solutions , we investigate the intial boundary value problems for the more general quasilinear system : we consider the existence of local solutions of the system ( 2 ) when it may be a cross - diffusion system and u g ( g is a open subset of rn ) . in order to use the results of h . amann [ 1 ] on local existence for quasilinear systems ( 2 ) , we find that the results of h . amann on the corresponding linear system were not proved completely . especially for the case of cross - diffusion systems ( 2 )
1 )局部解存在性在局部解存在性部分，我们研究的为更一般的拟线性耦合方程组的初边值问题：我们研究了在u g ( g是使散度型方程组( 2 )中的系数矩阵a ( x , u )的特征值实部大于零的区域)时散度型方程组( 2 )解的局部解存在性。在我们应用h . amann的局部解存在性理论时，我们发现h . amann的关于散度型方程组( 2 )局部解存在性理论的证明并不完整。 - The linear coupling of microwave into a vacuum cavity with a slot is simulated at the beginning of this thesis . the resonant effect is verified , and the results show that the reflection of the cavity has little influence on the resonant effect . the numerical computation method is used to study the microwave coupling into slot on a cavity with a block inside
本论文首先模拟了微波脉冲与带缝空腔线性耦合的情况,验证了共振增强作用,结果表明腔体的反射对共振增强作用影响很小,然后用数值模拟方法研究了微波脉冲与内置物质块带缝腔体线性耦合的问题。 - In two - component model of hydrogen - bonded chains , the system with nonlinear and linear coupling between proton sublattice and heavy - ion sublattice is investigated . fast - mode soliton pair and slow - mode soliton pair are obtained . as for fast - mode soliton the effective mass of the kink in the proton sublattice decreases due to the nonlinear coupling and increases due to the linear coupling . for slow - mode soliton , the thing is quite opposite to that of fast - mode soliton
在氢键链二分量模型中，研究质子子晶格和重离子子晶格相互作用项中同时含有非线性耦合和线性耦合两部分的系统，得到快模孤子偶和慢模孤子偶.对于慢模孤子而言，非线性耦合降低了质子子晶格中孤子的有效质量，而线性耦合增加了质子子晶格中孤子的有效质量；对于快模孤子而言，情况正好相反