实际应用输入的ADC动态测试

D. Mishra, R. Gamad
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引用次数: 2

摘要

提出了一种确定应用输入模数转换器(ADC)非线性和有效位元数(ENOB)的新方法。在应用中,很多时候ADC的输入不是标准信号,如正弦波或三角波。如果输入信号不同,使用标准信号动态测试确定的ADC参数将不再有用。通过频谱分析仪可以确定应用输入的不同正弦分量。应用输入可以通过在任意波形发生器(AWG)中下载由计算机创建的数据点来生成。微分非线性(DNL)是用实际直方图与参考直方图或理想直方图的偏差来确定的。进一步估计的积分非线性(INL)是由DNL的总和。通过估计理想均方根误差和实际均方根误差来确定ENOB。这些均方根误差是通过取计算机中可用的采样ADC输入值与相应ADC输出值的差值来计算的。给出了5位和8位ADC的仿真结果,并给出了实际8位ADC的实验结果。对标准正弦波、三角波和应用输入的仿真结果进行了比较。预计这项工作将启动使用应用输入进行ADC测试的研究。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Dynamic testing of an ADC for real application input
This paper presents a new approach for determination of nonlinearity and Effective Number of Bits (ENOB) of an Analog to Digital Converter (ADC) for application input. Many times the input to ADC in an application is other than standard signals such as sine wave or triangular wave. Parameters of ADC determined using dynamic testing with standard signals are not useful if input signals are different. Different sinusoidal components of application input can be determined by spectrum analyzer. Application input can be generated by downloading data points created by computer in an Arbitrary Waveform Generator (AWG). Differential Nonlinearity (DNL) of an ADC is determined using deviation of actual histogram from reference or ideal histogram. Further estimation of Integral Nonlinearity (INL) is done from summation of DNL. ENOB is determined by estimating ideal rms error and actual rms error. These rms errors are computed by taking difference of sampled ADC input value available in computer and corresponding ADC output. Simulation results for 5 and 8 bit ADCs are reported and experimental results for an actual 8 bit ADC are also reported.. Comparison of simulation results by proposed method is done for standard sine wave, triangular wave and application inputs. It is expected that this work will initiate research toward ADC testing using application input.
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