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Theoretical study for the power distribution of the Fourier transform in the spatial frequency domain

机译:空间频域傅里叶变换功率分布的理论研究

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Fourier transforms represent an important tool in applied mathmatics . The first yield of its application was in electrical engineering , communications and temporal signal processing . In this work the diffractive properties of a biconvex lens is utilized in a comparative study of the Fourier transform in two dimensional spatial domain .The work includes theoretical calculations of the (2-D) Fourier transforms for certain geometrical object function in the spatial domain . The theoretical calculations made use of the MATLAB? software in creating the aperture's geometry and then calculating its Fourier transform .The digital camera have been utilized to record the experimental results is a (CCD ) camera to record the power distribution of the Fourier transform in the spatial frequency domain .
机译:傅立叶变换代表了应用数学的重要工具。其应用的第一个成果是在电气工程,通信和时间信号处理中。在这项工作中,利用双凸透镜的衍射特性对二维空间域中的傅立叶变换进行了比较研究。该工作包括对空间域中某些几何对象函数的(2-D)傅立叶变换的理论计算。使用MATLAB进行理论计算?该软件用于创建孔径的几何形状,然后计算其傅立叶变换。使用数字相机记录实验结果的是一台(CCD)相机,用于记录空间频率域中傅立叶变换的功率分布。

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