基于畸变率的图像几何校正

大视场成像光学系统中的畸变会降低图像质量，必须预以校正。提出一种新的校正方法，即根据畸变率的定义推导出畸变校正公式。根据公式，在镜头畸变率已知的情况下可以很容易地校正畸变。对于畸变率未知的情况，给出了建立畸变模型的方法，通过畸变模型可近似计算畸变率。得出通过控制畸变模型中某一个形状的参数可以控制畸变量大小的结论。提出的方法已经在实际工程中采用。实践证明，这种模型可以满足大多数镜头的畸变校正要求。     

平面物体在曲面状态下扫描仪图像的校正实验

平面物体在曲面状态下经扫描仪扫描后,其图像将发生复杂的畸变。提出了用椭圆柱面加平面模型来描述实际扭曲的情况。基于二元曲面模型的投影畸变和成像畸变数字校正理论,推导了具体的畸变校正公式,并给出了确定成像畸变系数的实用方法。实验结果表明,经校正后投影畸变能够从最大的56%降低到2 5%;成像畸变能够从最大的8 4%降低到0 3%;投影畸变和成像畸变的组合畸变能够从最大的70%降低到3 1%。图像灰度直方图标准偏差的误差可从491%降低到6 5%。     

提高广角成像系统几何畸变数字校正精度的方法

光学成像系统非线性几何畸变的高精度数字校正仍然是一个未能很好解决的问题。其中 ,衡量畸变程度的参数难以精确测量是最重要的原因之一。在以径向几何畸变为主的非线性几何畸变模型中 ,通过对影响畸变参数测量精度的各种因素的分析 ,提出了提高畸变参数测量精度的方法。详细介绍了通过计算机自动测量畸变参数的算法 ,并给出了实现数字校正的算法。实验表明 ,能够比较精确地测出实现畸变校正所需的各参数。应用到不规则平面物体面积的测量中 ,获得了很好的效果     

平面物体在曲面状态下扫描仪图像的校正理论

平面物体在曲面状态下经扫描仪扫描后,其图像将发生复杂的畸变。提出将其分类为灰度畸变、投影畸变和成像畸变。通过理论分析,提出了在二元曲面模型下对投影畸变和成像畸变进行数字校正的方法,给出了对灰度畸变进行数字校正的实用方法。     

医用硬性内窥镜畸变的评定基础和方法

建立医用硬性内窥镜畸变的评定基础和方法,用视轴对称的球面Z视场为模型来模拟体腔凹面特征,以建立内窥镜物像共轭的分析基础;运用光学原理并结合ISO9039:1994“光学和光学仪器光学系统质量评价———畸变的测定”的定义原则,并根据理论畸变的临床要求确定畸变定义;采用主光线追迹原理推导不同球面Z形状的畸变换算通式。创立了医用硬性内窥镜以单位相对畸变表述的定义和表达式,并导出变换视场面的畸变换算通用公式和测试方法。本文建立的畸变评定基础和方法适用于医用硬性内窥镜的标准应用。     

Calibration and correction of lens distortion for two-dimensional digital speckle correlation measurement

Lens distortion practically presents in optical imaging system using in two-dimensional digital speckle correlation measurement (2D-DSCM) system, and gives rise to additional errors in the displacement and strain measurement. Camera calibration procedure is performed to obtain the coefficients of radial distortion and tangential distortion. The corrected displacement fields can be calculated using the distortion coefficient. The influence of distortion on displacement and strain measurement errors in experiment is further discussed. The three-point bending test result shows that the camera lens calibration method can effectively eliminate the effect of lens distortion and improve displacement and strain measurement accuracy.     

可用于建筑结构检测的分布式光纤形变片

本文在光时域反射计(OTDR)和光纤形变片的基础上,提出了一种分布式光纤传感器-分布式光纤形变片.该检测方法属于OTDR的损耗调制法,即通过测量粘贴于光纤形变片上的光纤弯曲损耗来获取测量点的应变量或位移量.作者分别在微位移架和悬臂梁进行了位移检测和应变检测,结果表明该分布式光纤形变片提供了一种可检测应变量与位移量的检测方法.值得注意的是,该分布式光纤形变片的传感网络采用时分复用的总线拓扑,能在一根光纤上同时检测多个检测点的变化.     

Analysis of phase distortion in phase-shifted fringe projection

This paper describes the analysis of phase distortion in phase-shifted fringe projection method. A phase distortion occurs when the phase shifting technique is applied to extract the phase values from projected fringe patterns in surface contouring. The phase distortion will induce measurement errors especially in the measurement of micro-components. The cause of such phase distortion is investigated and the influence of phase distortion on the measurement of micro-components is discussed. To eliminate the phase distortion, a continuous wavelet transform (CWT) is employed to extract phase values from object surface modulated fringe patterns. Principle of the proposed CWT phase extraction method is described and experiments are conducted to verify the proposed method. It is shown that by the use of CWT phase extraction method phase distortion induced in conventional phase-shifting technique can be completely eliminated.     

采用广角数码相机测量图像显示系统的几何畸变

准确地测量含有广角耦合物镜的图像显示系统的几何畸变是实现图像显示系统几何畸变数字校正的前提和关键。提出了一种以非量测广角数码相机为测量设备的几何畸变的测量方法,首先给出了广角数码相机镜头畸变的标定方法,确定了数码相机镜头畸变系数,然后讨论了基于广角数码相机和Photoshop软件进行图像显示系统几何畸变测量的测量方法,分析了影响测量精度的因素。最后,将本文的测量结果与基于点物成像原理,采用单轴转台和普通数码相机进行测量的测量结果进行了对比,二者吻合得较好。从测量结果看,本文给出的测量方法,其测量精度可以满足工程要求,简单、易行。     

可用于建筑结构检测的分布式光纤形变片

本文在光时域反射计（OTDR）和光纤形片的基础上,提出了一种分布式光纤传感器－分布式光纤形变片,该检测方法属于OTDR的损耗调制法,即通过测量粘贴于光纤形变片上的光纤弯曲损耗来获取测量点的应变量或位移量,作者分别在微位移架和悬臂梁进行了位移检测和应变检测,结果表明该分布式光纤形变片提供了一种可检测应变量与位移量的检测方法,值得注意的是,该分布式光纤形变片的传感网络采用时分复用的总线拓扑,能在一根光纤上同时检测多个检测点的变化。     

复眼式光学成像系统畸变测量与校正技术研究

复眼式光学成像系统在大视场侦查、图像识别、目标探测等领域较传统单孔径光学系统优势突出,但随着视场的增加,子孔径本身的成像畸变及多个子孔径的安装位置误差引起的畸变会直接影响拼接图像的质量。针对该问题,采用光电测量技术对复眼系统进行畸变测量与校正,生成多模动态电子畸变测量靶标,构建畸变测量校正模型,建立多项式拟合算法,采用最小二乘法获得畸变系数,通过双线性插值法模型对图像进行重建。实验结果表明,校正后的平均相对畸变优于0.1%,满足大视场复眼式光学成像系统的畸变校正和图像拼接的精度要求。     

一种光学成像垂轴几何畸变校正方法

光学成像系统非线性几何畸变的校正仍是一个未能很好解决的课题，一些方法还不能很好地实用。本文对成像系统主要因镜头的失常导致的非线性几何畸变，分析了成像过程。提出一种以径向几何畸变为主的非线性几何畸变模型。依据此模型，提出一种通用的校正方法，应用计算机处理，可对实际的非线性几何畸变图像进行校正。文中用所提出的方法对实际成像的畸变进行了校正，给出了校正实验结果，校正效果良好，有一定的实验价值。     

光栅平视显示器畸变的测量

光栅平视显示器的畸变严重影响对目标的观察、定位、测量与分析, 其定量测量是装配调试过程中亟待解决的问题。结合光栅平视显示器工作原理及其畸变产生原因,利用光电测量技术对光栅平视显示器的畸变测量进行了深入研究。针对不同原因引起的光栅平视显示器畸变建立畸变测量系统,并对其探测器进行标定;利用标定后的CCD探测器实现对光栅平视显示器的畸变测量,并对其畸变测量不确定度进行了分析。实验表明,该畸变测量系统测量光栅平视显示器相对畸变的测量不确定度为0.5%。     

半导体激光器非线性失真的理论和实验研究

对半导体激光器的非线性失真进行了理论分析，得出了计算二阶失真和三阶失真的理论公式，实验验证了理论结果，并发现国产ＤＨ－ＧａＡｌＡｓ半导体激光器的二阶失真严重，而三阶以上的失真却可以忽略。     

Quantifying the distortion products generated by amplitude-modulated noise

When sinusoidal amplitude modulation (SAM) is applied to noise or tone carriers, the stimuli can generate audible distortion products in the region of the modulation frequency. As a result, when bandpass-filtered SAM noise is used to investigate temporal processing, a band of unmodulated noise is typically positioned at the modulation frequency to mask any distortion products. This study was designed to investigate the distortion products for bandpass noise carriers, and so reduce ambiguity about the form of this distortion and its role in perception. The distortion consists of two distortion-noise bands and a distortion tone at the modulation frequency. In the first two experiments, the level and phase of the distortion tone are measured using two different experimental paradigms. In the third experiment, modulation-frequency difference limens are measured for filtered SAM noise and it is shown that performance deteriorates markedly when the distortion tone is canceled. In a fourth experiment, masked threshold is measured at low frequencies for bands of high-frequency, unmodulated noise with the same levels and spectra as the SAM noises in the earlier experiments. The results confirm that unmodulated noise also produces quadratic distortion which may explain some aspects of earlier reports on remote masking.     

CCD摄像机成像畸变的研究

介绍了CCD摄象机成像的畸变类型，着重分析了径向畸变、离心畸变及薄透镜畸变的成因和特征，并给出了常规的处理方法。     

Gain-induced speech distortions and the absence of intelligibility benefit with existing noise-reduction algorithms

Most noise-reduction algorithms used in hearing aids apply a gain to the noisy envelopes to reduce noise interference. The present study assesses the impact of two types of speech distortion introduced by noise-suppressive gain functions: amplification distortion occurring when the amplitude of the target signal is over-estimated, and attenuation distortion occurring when the target amplitude is under-estimated. Sentences corrupted by steady noise and competing talker were processed through a noise-reduction algorithm and synthesized to contain either amplification distortion, attenuation distortion or both. The attenuation distortion was found to have a minimal effect on speech intelligibility. In fact, substantial improvements (>80 percentage points) in intelligibility, relative to noise-corrupted speech, were obtained when the processed sentences contained only attenuation distortion. When the amplification distortion was limited to be smaller than 6 dB, performance was nearly unaffected in the steady-noise conditions, but was severely degraded in the competing-talker conditions. Overall, the present data suggest that one reason that existing algorithms do not improve speech intelligibility is because they allow amplification distortions in excess of 6 dB. These distortions are shown in this study to be always associated with masker-dominated envelopes and should thus be eliminated.     

Perception of Nonlinear Distortion in Music Signals Reproduced by Microspeakers

A lot of work has focused on compensating nonlinear distortions of the microspeaker under large excitation, yet it is unclear at which level the effect of nonlinear distortion is imperceptible or not annoying. In this study virtual listening tests were performed to evaluate the deterioration of sound quality in music signals with different levels of nonlinear distortion by a microspeaker. Binaural recordings of the music played by the microspeaker were made at different voltage levels, adjusted to the same RMS power, and afterwards reproduced by a low distortion reference headphone. The “double-blind triple-stimulus with hidden reference” method was used in the listening tests. Listeners were required to not only discern the distortion, but also rank the severity of the distortion. The effects of several factors including subject, program material and distortion level on the perceived distortion are discussed.     

提高耳语音可懂度的非对称压缩语音增强方法

提出两种基于非对称代价函数的耳语音增强算法,将语音增强过程中的放大失真和压缩失真区分对待。Modified ItakuraSaito (MIS)算法对放大失真给予更多的惩罚,而Kullback-Leibler (KL)算法则对压缩失真给予更多的惩罚。实验结果表明,在低于—6 dB的低信噪比情况中,经MIS算法增强后的耳语音的可懂度相比传统算法有显著提高;而KL算法则获得了同最小均方误差语音增强算法近似的可懂度提高效果,证实了耳语音中的放大失真和压缩失真对于耳语音可懂度的影响并不相同,低信噪比时较大的压缩失真有助于提高耳语音可懂度,而高信噪比时的压缩失真对耳语音可懂度影响较小。      

Correcting non-linear lens distortion in cameras without using a model

Camera lens distortion calibration is the first step in resolving any metric application with a camera. To date, lens distortion was corrected using some existing lens distortion non-metric or self-calibration methods. Using a lens distortion model means defining a global rule to correct the entire image. This global rule does not take into account particular lens distortion effects not represented by the model. Moreover, to calibrate the model, only some features of the scene such as straight lines, circles or vanishing points are used. Since only the feature of the scene used to calibrate the model is guaranteed by the distortion rectification, it is certain that the model will not be precise. The result is an approximation of the real image distortion.To improve the lens distortion rectification, a method without using a model is proposed. Using a set of control points distributed across the entire image, they are corrected to assure all the restrictions of the scene. With both sets of points, the points detected in the image and the undistorted ones, image local transformations are defined considering only nearby control points. Rather than calibrating a global model, local functions are characterized. The distortion correction is defined by a rectification surface composed of local surface patches each influenced by nearby control points. This method is more sensitive to local deformations and allows the image to be corrected in accordance with its distortion.