论文标题
吸收性损失和频带非降解性作为epsilon-near-Zero材料中较大非线性的物理起源
Absorptive loss and band non-parabolicity as a physical origin of large nonlinearity in epsilon-near-zero materials
论文作者
论文摘要
几十年来,非线性光学元件一直用于以独特的方式控制光的频率和传播,从而实现了广泛的应用,例如超快激光,亚波长成像和新型传感方法。通过此,该领域的关键研究始终是开发新的和改进的非线性材料以增强这些应用程序的能力。最近,Epsilon-Near-Zero(ENZ)材料已成为增强非线性相互作用的潜在平台,这在很大程度上是由于亚微米厚膜的极端折射率调谐(ΔN〜0.1-1-1)在文献中已证明。尽管取得了实验成功,但该理论仍然滞后,需要指导未来的实验努力。在这里,我们为最受欢迎的ENZ材料的强度依赖性折射率构建了一个理论框架,即掺杂的半导体。我们证明,在带隙下方激发时的非线性是由于电子海的有效质量的修饰,该质量会产生等离子体频率的变化。我们讨论了在优化激发条件和材料选择(此类材料丢失,带结构和指数分散)方面的趋势和权衡,并提供了一个功绩,可以通过这些数字来评估未来材料的性能。通过阐明非线性的框架,我们希望在这个不断增长的领域推动未来的应用。
For decades, nonlinear optics has been used to control the frequency and propagation of light in unique ways enabling a wide range of applications such as ultrafast lasing, sub-wavelength imaging, and novel sensing methods. Through this, a key thread of research in the field has always been the development of new and improved nonlinear materials to empower these applications. Recently, epsilon-near-zero (ENZ) materials have emerged as a potential platform to enhanced nonlinear interactions, bolstered in large part due to the extreme refractive index tuning (Δn~ 0.1 - 1) of sub-micron thick films that has been demonstrated in literature. Despite this experimental success, the theory has lagged and is needed to guide future experimental efforts. Here, we construct a theoretical framework for the intensity-dependent refractive index of the most popular ENZ materials, heavily doped semiconductors. We demonstrate that the nonlinearity when excited below bandgap, is due to the modification of the effective mass of the electron sea which produces a shift in the plasma frequency. We discuss trends and trade-offs in the optimization of excitation conditions and material choice (such material loss, band structure, and index dispersion), and provide a figure of merit through which the performance of future materials may be evaluated. By illuminating the framework of the nonlinearity, we hope to propel future applications in this growing field.