MATHEMATICAL MODEL FOR THE DYNAMICS OF A OPTICAL FIBER VISCOMETER

机译：光纤粘度计动力学的数学模型

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This paper presents the analysis of the modes of a viscometer optical fiber vibration based on a simplified mathematical model. The initial quasilinear equation with discontinuous coefficients, which describes the vibration of an optical fiber partially immersed in liquid, is reduced to the telegraph equation with constant effective coefficients. The form of these coefficients is chosen such a way to capture the most important physics of the immersed fiber's vibration. The subsequent analytical solution of the model in an attempt to give results that accurately follow the trends of experimental results.

机译：本文介绍了基于简化的数学模型的粘度计光纤振动模式的分析。具有不连续系数的初始拟线性方程，其描述了恒定有效系数的电报方程减少到液体中部分地浸入液体中的光纤的振动。选择这些系数的形式是捕获浸没纤维振动的最重要的物理的一种方法。模型的后续分析解决方案试图提供准确遵循实验结果趋势的结果。

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《Conference on Health Monitoring and Smart Nondestructive Evaluation of Structural and Biological Systems》|2006年||共11页
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Wei-Chih Wang; Joe Ho; Per G. Reinhall; SPIE-The International Society for Optical Engineering; American Society of Mechanical Engineers(ASME)(US);
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中图分类 U317;
关键词
fiberoptic sensor; viscosity sensor; fluid viscosity measurement; forward light scattering;

机译：光纤传感器;粘度传感器;流体粘度测量;向前光散射;

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2. Mathematical Modeling of random coupling between polarization modes in single-mode optical fibers: XV. Dependence of integral statistical parameters of polarization modes in single-mode optical fibers with random inhomogeneities on the wavelength of light [J] . Malykin GB, Malykin EG, Pozdnyakova VI Optics and Spectroscopy . 2008,第3期

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4. MATHEMATICAL MODEL FOR THE DYNAMICS OF A OPTICAL FIBER VISCOMETER [C] . Wei-Chih Wang, Joe Ho, Per G. Reinhall Health Monitoring and Smart Nondestructive Evaluation of Structural and Biological Systems V . 2006

机译：光纤粘度计动力学的数学模型
5. A mathematical model of the dynamics of an optically pumped codoped solid state laser system. [D] . Wangler, Thomas Gerard. 1990

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7. An Optical Fiber Viscometer Based on Long-Period Fiber Grating Technology and Capillary Tube Mechanism [O] . Wang, Jian-Neng, Tang, Jaw-Luen 2010

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8. Mathematical Modeling of Novel Optical Fiber Devices [R] . Aceves, A. B. 1997

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MATHEMATICAL MODEL FOR THE DYNAMICS OF A OPTICAL FIBER VISCOMETER

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