从介观电路中经典运动方程出发,运用正则变换的方法对两网孔介观RLC耦合电路的量子化问题进行研究,结果表明其哈密顿量等价于两个独立的谐振子的哈密顿量之和.
Starting from the equation of the mesoscopic coupled circuits, we study quantization in mesoscopic RLC coupled circuit of two meshes by using the canonical transformation. The results reveal that its Hamihonian is unitary equivalent to that of two independent harmonic oscillators.