用于估算微谐振器热参数的热模式分解法

V. I. Pavlov, Nikita Kondratyev, Artem Shitikov, Valery E. Lobanov
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引用次数: 0

摘要

高 Q 值微谐振器对光功率的吸收会导致热效应,对量子和非线性过程产生强烈影响。为了将这些效应考虑在内,通常使用带有有效热参数的速率方程。尽管这种方法既方便又简单,但在一定的微谐振器参数范围内,其适用性可能不够准确。在我们的工作中,我们比较了确定不同谐振器结构有效热参数的各种方法:微菱形谐振器和微菱形谐振器。结果,我们提出了一种基于热模式分解的原始有效方法,用于确定微谐振器的有效热参数,该方法考虑了各种热弛豫过程。与经典方法相比,在整个微谐振器参数范围内,所提出的方法与直接数值模拟和著名理论公式的一致性更好。
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Thermal mode decomposition method for microresonator thermal parameters estimation
The absorption of optical power in high-Q microresonators leads to thermal effects, that strongly affect quantum and nonlinear processes. To take these effects into account, rate equations with effective thermal parameters are commonly used. Despite the convenience and simplicity of this approach, its applicability for a certain range of microresonator parameters may not be accurate enough. In our work, we compared various methods for determination of the effective thermal parameters for different resonator structures: the microring and microtorus resonator. As a result, we propose an original and effective method for determining the effective thermal parameters of microresonators based on thermal mode decomposition that considers various thermal relaxation processes. The proposed method agrees better with both direct numerical simulation and well-known theoretical formulas over the entire range of microresonator parameters, in contrast to the classical approach.
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