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Dual-wavelength digital holography: single shot calibration

机译:双波长数字全息术:单次拍摄校准

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In an on line shape measurement in disturbed environment, use of many wavelengths in order to avoid phase ambiguity may become a problem as it is necessary to acquire all holograms simultaneously due to environmental disturbances. Therefore to make the shape data available the different holograms have to be extracted from a single recorded image in spectral domain. Appropriate cut areas in the Fourier method are therefore of great importance for decoding information carried by different wavelengths. Furthermore using different laser sources, induces aberration and pseudo phase changes which must be compensated. To insure any phase change is only because of the object shape, calibration is therefore indispensable. For this purpose, effects of uncontrolled carrier frequency filtering are discussed. A registration procedure is applied using minimum speckle displacements to find the best cut area to extract and match the interference terms. Both holograms are numerically propagated to a focus plane to avoid any unknown errors. Deviations between a reference known plate and its measurement are found and used for calibration. We demonstrate that phase maps and speckle displacements can be recovered free of chromatic aberrations. To our knowledge, this is the first time that a single shot dual wavelength calibration is reported by defining a criteria to make the spatial filtering automatic avoiding the problems of manual methods. The procedure is shown to give shape accuracy of 35μm with negligible systematic errors using a synthetic wavelength of 1.1 mm.
机译:在受干扰环境中的在线形状测量中,使用许多波长以避免相位模糊性可能成为一个问题,因为由于环境干扰,必须同时获取所有全息图。因此,为了使具有不同全息图的形状数据必须从频谱域中的单个记录的图像中提取不同全息图。因此,傅立叶方法中的适当切割区域对于由不同波长承载的解码信息非常重要。此外,使用不同的激光源,诱导必须补偿的像差和伪相变。为了确保任何相变仅是因为物体形状,因此校准是必不可少的。为此目的,讨论了不受控制的载波频率滤波的影响。使用最小散斑位移来应用注册过程,以查找最佳切割区域以提取并匹配干扰项。全息图均在数量上传播到焦点,以避免任何未知的错误。找到参考已知板和其测量之间的偏差并用于校准。我们展示了相位映射和散斑位移可以不含色差。为了我们的知识,这是通过定义制作空间过滤自动避免手动方法问题的标准来首次报道单次射击双波长校准。该过程显示为35μm的形状精度,使用合成波长为1.1mm,具有可忽略的系统误差。

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