Pub Date : 2024-09-04DOI: 10.1109/TVLSI.2024.3449320
Wanbin Zha;Jiangtao Xu;Kaiming Nie;Zhiyuan Gao
This brief presents a double-data-rate (DDR) ripple counter with calibration circuits for correlated multiple sampling (CMS) in CMOS image sensors (CISs). This brief analyzes a specific type of least significant bit (LSB) error that obstructs the recording of the prior LSB count result during continuous counting processes when performing digital correlated double sampling (DDS) and digital CMS. This error stems from the transparent characteristic of the LSB in DDR counter and causes the increase of random noise. A calibration circuit is presented to calibrate the LSB error, which achieves carry propagation and retains the remainder by recording the result of the LSB after each quantization. The random noise is reduced by 25.5% based on simulation results in different CMS iterations after calibration. A $1280times 1024$ prototype CIS is fabricated in a 110-nm 1P4M process. The experimental results show that at DDS mode, the CIS random noise is $147~mu text { V}_{text {rms}}$ and ADC power consumption is $21.07~mu $ W, whereas at CMS =2, the noise is $118~mu text { V}_{text {rms}}$ and power consumption is $28.07~mu $ W. In addition, the prototype CIS has a column FPN of 0.006%.
本文介绍了一种双数据速率(DDR)纹波计数器,该纹波计数器具有用于CMOS图像传感器(CISs)中相关多次采样(CMS)的校准电路。本文简要分析了在执行数字相关双采样(DDS)和数字CMS时,在连续计数过程中阻碍记录先前LSB计数结果的特定类型的最低有效位(LSB)错误。这种误差源于DDR计数器中LSB的透明特性,导致随机噪声的增加。提出了一种校正电路对LSB误差进行校正,通过记录每次量化后LSB的结果,实现携带传播并保留余数。根据标定后不同CMS迭代的仿真结果,随机噪声降低了25.5%。一个价值1280美元× 1024美元的原型CIS采用110纳米1P4M工艺制造。实验结果表明,在DDS模式下,CIS随机噪声为$147~mu text {V}_{text {rms}}$, ADC功耗为$21.07~mu $ W,而在CMS =2模式下,CIS随机噪声为$118~mu text {V}_{text {rms}}$,功耗为$28.07~mu $ W。此外,原型CIS的列FPN为0.006%。
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Pub Date : 2024-09-04DOI: 10.1109/TVLSI.2024.3448503
Riccardo Della Sala;Davide Bellizia;Giuseppe Scotti
This work presents a novel proposal for utilizing the latched ring oscillator (LRO) as a reconfigurable entropy source, outperforming the existing literature on both physical unclonable functions (PUFs) and true random number generators (TRNGs). The PUF working principle and mathematical model are proposed in this manuscript for the first time as well as its performance measured on FPGA. The proposed LRO-based PUF is $2times $