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    • 4. 发明授权
    • Method for phase unwrapping in imaging systems
    • 成像系统中相位展开的方法
    • US6011625A
    • 2000-01-04
    • US112049
    • 1998-07-08
    • Carter M. Glass
    • Carter M. Glass
    • G01S13/90G01B9/02
    • G01S13/9023
    • An improved method is provided for phase unwrapping in coherent imaging systems which use two complex images to form an interferogram. In the improved method, the interferogram of phase differences is divided into a relatively large plurality of transform blocks, wherein each transform block comprises a matrix of o.times.p data samples, with o and p=2.sup.n +1, and n being an integer greater than 2. Further, adjacent transform blocks are preferably defined to partially overlap. The wrapped phase values of adjacent data samples within each transform block are then compared and if the difference therebetween exceeds a predetermined value, the entire block of data samples may be discarded for further use. Data samples of the retained transform blocks are then unwrapped to obtain phase values via an unweighted, least-squares technique implemented by Fast Fourier Transform. Using a known height value corresponding with a single data sample, an integration constant can be determined for a corresponding first transform block. Path-following may then be used to determine an integration constant for the other retained transform blocks. The phase values and integration constants may then be employed to determine height values for the interferogram. The disclosed method yields enhanced accuracy with reduced computational burden.
    • 提供了一种改进的方法,用于使用两个复杂图像形成干涉图的相干成像系统中的相位展开。 在改进的方法中,相位差的干涉图被划分成相对较大的多个变换块,其中每个变换块包括oxp数据样本的矩阵,其中o和p = 2n + 1,n是大于2的整数 此外,相邻的变换块优选被限定为部分重叠。 然后比较每个变换块内相邻数据样本的包裹相位值,如果它们之间的差值超过预定值,则整个数据样本块可能被丢弃以供进一步使用。 然后通过快速傅里叶变换实现的未加权最小二乘技术展开保留的变换块的数据样本以获得相位值。 使用与单个数据样本对应的已知高度值,可以确定对应的第一变换块的积分常数。 然后可以使用路径跟踪来确定其他保留的变换块的积分常数。 然后可以使用相位值和积分常数来确定干涉图的高度值。 所公开的方法产生增加的精度,减少了计算负担。