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A Comparison of Signal Deconvolution Algorithms Based on Small-Footprint LiDAR Waveform Simulation

机译:基于小足迹LiDAR波形仿真的信号反卷积算法的比较

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A raw incoming (received) Light Detection And Ranging (LiDAR) waveform typically exhibits a stretched and relatively featureless character, e.g., the LiDAR signal is smeared and the effective spatial resolution decreases. This is attributed to a fixed time span allocated for detection, the sensor''s variable outgoing pulse signal, receiver impulse response, and system noise. Theoretically, such a loss of resolution can be recovered by deconvolving the system response from the measured signal. In this paper, we present a comparative controlled study of three deconvolution techniques, namely, Richardson–Lucy, Wiener filter, and nonnegative least squares, in order to verify which method is quantitatively superior to others. These deconvolution methods were compared in terms of two use cases: 1) ability to recover the true cross-sectional profile of an illuminated object based on the waveform simulation of a virtual 3-D tree model and 2) ability to differentiate herbaceous biomass based on the waveform simulation of virtual grass patches. All the simulated waveform data for this study were derived via the “Digital Imaging and Remote Sensing Image Generation” radiative transfer modeling environment. Results show the superior performance for the Richardson–Lucy algorithm in terms of small root mean square error for recovering the true cross section, low false discovery rate for detecting the unobservable local peaks in the stretched raw waveforms, and high classification accuracy for differentiating herbaceous biomass levels.
机译:原始的传入(接收)光检测和测距(LiDAR)波形通常表现出伸展且相对无特征的特征,例如LiDAR信号被拖尾且有效空间分辨率降低。这归因于分配给检测的固定时间跨度,传感器的可变输出脉冲信号,接收器脉冲响应和系统噪声。从理论上讲,这种分辨率的损失可以通过对来自测量信号的系统响应进行反卷积来恢复。在本文中,我们对三种反卷积技术(Richardson–Lucy,Wiener滤波器和非负最小二乘)进行了比较对照研究,以验证哪种方法在数量上优于其他方法。这些反卷积方法在两个用例中进行了比较:1)基于虚拟3-D树模型的波形模拟恢复照明对象的真实横截面轮廓的能力,以及2)基于以下方法区分草本生物量的能力虚拟草斑的波形仿真。本研究的所有模拟波形数据均通过“数字成像和遥感图像生成”辐射传输建模环境得出。结果表明,Richardson-Lucy算法在恢复真实横截面的均方根误差小,用于检测拉伸原始波形中检测不到可观察到的局部峰的错误发现率低以及用于区分草本生物质的分类精度高方面均具有出色的性能。水平。

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