在這篇論文中，我們先回顧Ray 和Singer 所引進的全純撓率的定義和一些性質，包括了乘積公式。接著，我們回顧了黃榮宗老師和蕭欽玉老師所引進的在有S^1-action 的柯西黎曼流形上解析橈率的傅立葉分量的定義。最後，我們得到了一些在有S^1-action 的柯西黎曼流形上解析橈率的性質，包括了乘積公式。;In this thesis we first recall the definition and some properties, including product formula, of holomorphic torsion of Ray and Singer. Then we recall the definition of the Fourier components of the analytic torsion on CR manifolds with S^1-action of Huang and Hsiao. Finally, we obtain some properties, including product formula, of the Fourier components of the analytic torsion on CR manifolds with S^1-action.
