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Benefits of a Scaled Differential Calculation method for use in a Fabry-Perot based Optical Cavity Biosensor

机译:缩放差分计算方法的优势用于法布里 - 珀罗基光腔生物传感器

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To lower the overall cost of an optical cavity biosensor, while still taking advantages of highly sensitive Fabry-Perot based optical cavity structures, we have proposed the use of two low cost, off-the-shelf laser diodes and employ a scaled differential calculation method instead of monitoring the intensity changes of a single laser diode. This paper describes three of the benefits of using the scaled differential calculation: enhanced responsivity, power equalization, and an increased fabrication tolerance. Over the same change in sensing layer thickness, the scaled differential value changes three times as much as a single laser. If the starting value of an efficiency curve changes, it will drastically change the results of a single laser measurement. Changes in the starting value of the efficiency do not affect the scaled differential calculation. With the use of the scaled differential calculation, there is a large fabrication tolerance, allowing for cheaper production.
机译:为了降低光学腔体传感器的总成本,同时仍采用高度敏感的法布里 - 珀罗 - 珀罗 - 珀罗 - 珀罗的光腔结构,我们提出了两种低成本,搁置激光二极管的使用,并采用缩放的差分计算方法而不是监视单个激光二极管的强度变化。本文介绍了使用缩放差分计算的三种好处:增强响应度,功率均衡和增加的制造公差。在感测层厚度的相同变化上,缩放的差值变化了三倍作为单个激光器。如果效率曲线的起始值发生变化,则会大大改变单个激光测量的结果。效率起始值的变化不会影响缩放的差分计算。随着缩放差分计算的使用,具有大的制造公差,允许生产更便宜。

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