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Three Dimensional Profilometry Measurement Based on Grating Projected Method

机译:基于光栅投影方法的三维轮廓测量

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In the industrial detection, the three dimensional of the products are needed measuring usually, so the products can be known eligible or not. The measurement is needed both the high precision and fast speed. In the article, the smooth part of the mouse is taken as the measure object. Grating projected method is used to reconstruct the three dimensional of it. In the experiment, the intersect principle of fourier transform profilometry is used. The electronical grating is projected on the mouse, the deformed grating is collected in the Charge Coupled Device (CCD).And the deformed grating without the mouse is also collected. The fourier transform is used to process the image. In the traditional fourier transform profilometry, the phase is worked out as follows: After fourier transform, the zero frequency spectra is shifted to the origin of frequency, then filter the needed signal. Then the needed signal is shifted to the center of frequency, and then the zero frequency is shifted to both sides. After inverse fourier transform, the imaginary part is getting, so the phase is getting. But it has a difficult in the traditional method, because of three times frequency shift, and the center frequency is difficult to confirm, the frequency shift can't be correct and the filter can't be designed correctly. The error can be transferred, so the result of filter is not well, it has bad effect to the later measurement. The result of measurement is not well certainly. In order to conquer the difficult, after the fourier transform, filtering the needed signal without frequency shifting, then inverse fourier transform. So the phase of mouse relational vith the frequency and coordinate is getting. The phase of the reference surface is getting by the same method. Then the difference phase is getting. At last, according to the relation of difference phase and the height in the grating projected method, the three dimensional profilometry of the mouse is reconstructed. The method is more simply and higher precision without three times frequency shift. The three dimensional profilometry reconstruct is realized by two images. It takes 0.3 second to reconstruct the three dimensional profilometry. The precision is 0.5mm. The result indicates that the method suits the smooth object with fast speed and high precision. It is fit for the needed in the practical measurement.
机译:在工业检测中,通常需要测量产品的三维,因此产品可以符合条件或不知道产品。需要测量高精度和快速。在文章中,鼠标的平滑部分被视为度量对象。光栅投影方法用于重建它的三维。在实验中,使用了傅立叶变换轮廓测量的交叉原理。将电子光栅投影在鼠标上,在电荷耦合器件(CCD)中收集变形光栅。也收集了没有小鼠的变形光栅。傅立叶变换用于处理图像。在传统的傅里叶变换轮廓测量测量中,该相位如下所示:傅立叶变换后,零频谱被移位到频率原点,然后过滤所需的信号。然后,所需信号被移至频率中心,然后零频率被移位到两侧。在逆傅里叶变换之后,虚构部分是得到的,所以阶段是得到的。但是,它在传统方法中具有困难的方法,由于三倍的频移,并且中心频率难以确认,频移不能正确,滤波器无法正确设计。可以传输错误,因此过滤器的结果并不良好,它对后来的测量产生了不良影响。测量结果肯定不太好。为了征服困难,在傅立叶变换之后,过滤所需的信号而不发生频率,然后逆傅里叶变换。因此,鼠标关系Vith的频率和坐标阶段获得了频率和坐标。参考表面的相位通过相同的方法获得。然后差异阶段获得。最后,根据差异阶段的关系和光栅投影方法中的高度,重建鼠标的三维轮廓测定法。该方法更简单且更高的精度,没有三次频移。三维轮廓测定重建由两个图像实现。重建三维轮廓计量需要0.3秒。精度为0.5mm。结果表明该方法以快速和高精度为适合光滑的物体。它适合实际测量所需的。

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