Appeal for Manuscript Rejection: Novel Transfer Matrix Method for Microring Resonator Spectral Properties

{ "中文回复":"尊敬的编辑先生/女士，\n\n我希望通过这封信来解释一下我对于您拒绝接受我投稿论文的理由的看法。我完全理解您提到的前人作品已经报道了类似的模型，并且讨论了相位延迟的参数变化。然而，我想强调我论文的独特之处和价值。\n\n首先，尽管之前的研究提供了类似的模型和讨论，但是我的论文采用了一种全新的转移矩阵方法来计算微环谐振器与包含孔洞的波导之间的光谱特性。这个方法在计算效率和准确性方面具有明显的优势，相比之下，之前的研究更加复杂且计算量大。\n\n其次，我的论文还对相位延迟进行了更深入的研究，探讨了在不同参数变化下的更多细节和影响。这些结果对于理解和设计微环谐振器的性能至关重要，并且有望在光通信和光子集成电路等领域中产生实际应用。\n\n最后，我相信我的论文对于该领域的研究具有一定的推动作用，并且能够为读者提供新的见解和启发。我期待着您重新考虑我的稿件，并希望能够获得您的接受。\n\n再次感谢您抽出时间审阅我的论文，我期待着您的回复。\n\n顺祝工作顺利！\n\n您真诚的作者", "英文回复":"Dear Editor,\n\nI am writing this letter to provide my perspective on your decision to reject my submitted paper. I completely understand that previous works have reported a similar model and discussed the parametric variation of phase delay, as you mentioned in your rejection letter. However, I would like to emphasize the uniqueness and value of my paper.\n\nFirstly, despite the existence of previous studies using similar models and discussions, my paper employs a novel transfer matrix method for calculating the spectral properties of a microring resonator coupled to a waveguide containing a hole. This method offers significant advantages in terms of computational efficiency and accuracy compared to the more complex and computationally intensive approaches used in previous studies.\n\nSecondly, my paper delves deeper into the investigation of phase delay, exploring additional details and implications under various parameter variations. These findings are crucial for understanding and designing the performance of microring resonators, with potential practical applications in the fields of optical communications and integrated photonics.\n\nLastly, I believe that my paper contributes to the advancement of research in this field and provides readers with new insights and inspirations. I kindly request you to reconsider my submission and hope to receive your acceptance.\n\nThank you once again for taking the time to review my paper, and I look forward to your response.\n\nBest regards,\n\nSincerely,\n[Your Name]"