Woojun Choi, J. Angevare, Injun Park, K. Makinwa, Youngcheol Chae
{"title":"31.2 A 0.9V 28MHz Dual-RC Frequency Reference with 5pJ/Cycle and ±200 ppm Inaccuracy from -40°C to 85°C","authors":"Woojun Choi, J. Angevare, Injun Park, K. Makinwa, Youngcheol Chae","doi":"10.1109/ISSCC42613.2021.9366021","DOIUrl":null,"url":null,"abstract":"Wireless sensor nodes in battery-powered internet-of-things (loT) applications require a stable on-chip frequency reference with low energy (<10 pJ / cycle) and high frequency stability (below $\\pm 300 ppm$). CMOS RC frequency references are promising due to their low-cost integration and high energy efficiency [1] –[5]. Conventional RC references, however, achieve only moderate accuracy (a few %) due to the large temperature coefficient (TC) of on-chip resistors [3]. First-order TC compensation can be achieved by combining resistors with complementary TCs [1], [2]. Although this is energy efficient (<6 pJ / cycle), it only partially compensates for the resistors’ high-order TCs, limiting the resulting accuracy to about ±500 ppm. Better accuracy $(\\pm 100$ ppm [4]) can be achieved by using the output of a digital temperature sensor (TS) to perform a polynomial correction of the phase-shift $\\left(\\mu_{p, T}\\right)$ of an RC filter (Fig. 31.2.1). Alternatively, the phaseshifts $\\left(\\mu_{p}\\right.$. and $\\left.\\mu_{N}\\right)$ of two RC filters with complementary TCs can be linearized $\\left(T_{p}\\right.$. and TN) and combined in the digital domain. Such dual-RC frequency references can also achieve good accuracy $(\\pm 200$ ppm [5]). However, both architectures employ an analog phase-domain $\\Delta \\Sigma$ modulator $\\left(\\Phi-\\Delta \\Sigma M\\right)$ for each RC filter, which consumes significant energy $(25 pJ / cycle$ [4] and $107 pJ /$ cycle [5]) and area $\\left(0.3 mm^{2}[4]\\right.$. and $\\left.1.65 mm^{2}[5]\\right)$.","PeriodicalId":371093,"journal":{"name":"2021 IEEE International Solid- State Circuits Conference (ISSCC)","volume":"140 1","pages":"0"},"PeriodicalIF":0.0000,"publicationDate":"2021-02-13","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"6","resultStr":null,"platform":"Semanticscholar","paperid":null,"PeriodicalName":"2021 IEEE International Solid- State Circuits Conference (ISSCC)","FirstCategoryId":"1085","ListUrlMain":"https://doi.org/10.1109/ISSCC42613.2021.9366021","RegionNum":0,"RegionCategory":null,"ArticlePicture":[],"TitleCN":null,"AbstractTextCN":null,"PMCID":null,"EPubDate":"","PubModel":"","JCR":"","JCRName":"","Score":null,"Total":0}
引用次数: 6
Abstract
Wireless sensor nodes in battery-powered internet-of-things (loT) applications require a stable on-chip frequency reference with low energy (<10 pJ / cycle) and high frequency stability (below $\pm 300 ppm$). CMOS RC frequency references are promising due to their low-cost integration and high energy efficiency [1] –[5]. Conventional RC references, however, achieve only moderate accuracy (a few %) due to the large temperature coefficient (TC) of on-chip resistors [3]. First-order TC compensation can be achieved by combining resistors with complementary TCs [1], [2]. Although this is energy efficient (<6 pJ / cycle), it only partially compensates for the resistors’ high-order TCs, limiting the resulting accuracy to about ±500 ppm. Better accuracy $(\pm 100$ ppm [4]) can be achieved by using the output of a digital temperature sensor (TS) to perform a polynomial correction of the phase-shift $\left(\mu_{p, T}\right)$ of an RC filter (Fig. 31.2.1). Alternatively, the phaseshifts $\left(\mu_{p}\right.$. and $\left.\mu_{N}\right)$ of two RC filters with complementary TCs can be linearized $\left(T_{p}\right.$. and TN) and combined in the digital domain. Such dual-RC frequency references can also achieve good accuracy $(\pm 200$ ppm [5]). However, both architectures employ an analog phase-domain $\Delta \Sigma$ modulator $\left(\Phi-\Delta \Sigma M\right)$ for each RC filter, which consumes significant energy $(25 pJ / cycle$ [4] and $107 pJ /$ cycle [5]) and area $\left(0.3 mm^{2}[4]\right.$. and $\left.1.65 mm^{2}[5]\right)$.
31.2 A 0.9V 28MHz双rc频率基准,5pJ/Cycle和±200ppm误差,范围为-40°C至85°C
电池供电的物联网(loT)应用中的无线传感器节点需要稳定的片上频率参考,具有低能量(<10 pJ / cycle)和高频率稳定性(低于$\pm 300 ppm$)。CMOS RC频率参考具有低成本集成和高能效的优点[1]-[5]。然而,传统的RC参考只能实现中等精度(少数) %) due to the large temperature coefficient (TC) of on-chip resistors [3]. First-order TC compensation can be achieved by combining resistors with complementary TCs [1], [2]. Although this is energy efficient (<6 pJ / cycle), it only partially compensates for the resistors’ high-order TCs, limiting the resulting accuracy to about ±500 ppm. Better accuracy $(\pm 100$ ppm [4]) can be achieved by using the output of a digital temperature sensor (TS) to perform a polynomial correction of the phase-shift $\left(\mu_{p, T}\right)$ of an RC filter (Fig. 31.2.1). Alternatively, the phaseshifts $\left(\mu_{p}\right.$. and $\left.\mu_{N}\right)$ of two RC filters with complementary TCs can be linearized $\left(T_{p}\right.$. and TN) and combined in the digital domain. Such dual-RC frequency references can also achieve good accuracy $(\pm 200$ ppm [5]). However, both architectures employ an analog phase-domain $\Delta \Sigma$ modulator $\left(\Phi-\Delta \Sigma M\right)$ for each RC filter, which consumes significant energy $(25 pJ / cycle$ [4] and $107 pJ /$ cycle [5]) and area $\left(0.3 mm^{2}[4]\right.$. and $\left.1.65 mm^{2}[5]\right)$.