光谱形状分析
谱线形状
振幅
高斯分布
卷积(计算机科学)
谱线
职位(财务)
带宽(计算)
计算物理学
拉曼光谱
高斯函数
直线(几何图形)
形状参数
光谱宽度
物理
光学
数学
数学分析
计算机科学
几何学
统计
电信
人工智能
量子力学
波长
经济
财务
人工神经网络
标识
DOI:10.56530/spectroscopy.ba4682f3
摘要
Peak-fitting software is frequently written to offer the user a choice of automated peak fitting or one that allows the user to enter specific values of peak shape, amplitude, and width. The shapes are most often presented as a choice of percent Gaussian or Lorentzian profile contributions to the peak. To better understand these spectral profiles, we briefly explain the physical basis of the so-called spectral line shapes. Furthermore, we discuss and model the spectral shape, bandwidth, and broadening to help the reader see how the percentage of Gaussian and Lorentzian components contribute to overall peak shape and how two closely spaced and unresolved peaks of different amplitudes or bandwidths can affect the maximum position and overall appearance of the convolved peak.
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