首页> 外文会议>2001 TMS Annual Meeting on Innovations in Processing and Manufacturing of Sheet Materials, Feb 11-15, 2001, New Orleans, Louisiana >QUANTIFICATION OF DEFORMATION-INDUCED SURFACE ROUGHENING USING MODIFIED ROUGHNESS PARAMETERS AND FOURIER FILTERING
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QUANTIFICATION OF DEFORMATION-INDUCED SURFACE ROUGHENING USING MODIFIED ROUGHNESS PARAMETERS AND FOURIER FILTERING

机译:使用修正的粗糙度参数和傅里叶滤波对变形引起的表面粗糙进行量化

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摘要

Surfaces of metal sheets initially contain high frequency, low amplitude roughness components imparted during the rolling process. When plastic deformation is imposed, the amplitude of these free surface components increases, producing various kinds of morphological features including randomness, periodicity and waviness. The features often control key functional aspects of a metal surface, such as reflected image clarity, lubricant transport, and spot weldability. The key to understanding the evolution of topographical features on plastically deformed sheet surfaces involves characterizing those features using appropriate quantitative measures. In this study, selected roughness characterization tools are used to 3-D surface roughening of 6022-T4 Al sheets deformed in plane strain. Modified roughness parameters, viz., peak-to-valley mean-height roughness (Rmh) and 10% mean-height roughness (Rpv), were used to characterize roughness amplitude in order to overcome the deficiencies inherent with the root mean square roughness (Rq). A new approach, in which the roughness pattern is divided into several regimes, was also used to investigate the frequency components that provide the major contributions to surface roughening. The Fast Fourier Transform (FFT) algorithm was used to filter 3-D roughness into these different roughness regimes.
机译:金属板的表面最初包含在轧制过程中赋予的高频,低振幅的粗糙度成分。当施加塑性变形时,这些自由表面分量的振幅增加,从而产生各种形态特征,包括随机性,周期性和波纹度。这些特征通常控制金属表面的关键功能方面,例如反射图像的清晰度,润滑剂的运输和点焊性。理解塑性变形的板材表面上的地形特征演变的关键涉及使用适当的定量度量来表征那些特征。在这项研究中,使用选定的粗糙度表征工具对平面应变中变形的6022-T4 Al板进行3-D表面粗化。修改后的粗糙度参数,即峰谷平均高度粗糙度(Rmh)和10%平均高度粗糙度(Rpv)用于表征粗糙度幅度,以克服均方根粗糙度固有的缺陷( Rq)。一种新的方法,其中将粗糙度模式划分为几种模式,还用于研究对表面粗糙化起主要作用的频率分量。快速傅立叶变换(FFT)算法用于将3-D粗糙度过滤到这些不同的粗糙度方案中。

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