14.7 An Adaptive Analog Temperature-Healing Low-Power 17.7-to-19.2GHz RX Front-End with ±0.005dB/°C Gain Variation, <1.6dB NF Variation, and <2.2dB IP1dB Variation across -15 to 85°C for Phased-Array Receiver
{"title":"14.7 An Adaptive Analog Temperature-Healing Low-Power 17.7-to-19.2GHz RX Front-End with ±0.005dB/°C Gain Variation, <1.6dB NF Variation, and <2.2dB IP1dB Variation across -15 to 85°C for Phased-Array Receiver","authors":"Min Li, Nayu Li, Huiyan Gao, Shaogang Wang, Zijiang Zhang, Peidi Chen, Ningjie Wei, Q. Gu, Chunyi Song, Zhiwei Xu","doi":"10.1109/ISSCC42613.2021.9366013","DOIUrl":null,"url":null,"abstract":"Phased arrays have demonstrated great potential in 5/6G communication, radar and sensor applications [1– 4]. To achieve excellent performance, phased arrays require low-noise and high-linearity front-ends [5]. Most importantly, arrays demand uniform performance from all elements for optimum receiving G/T value and transmission effective isotropic radiated power (EIRP) [6]. Figure 14.7.1 exemplifies it with an array whose antenna element has 3dBi uniform gain on one side and no radiation on the other side. When all elements in an $8 \\times 1$ linear array with a $\\lambda/2$ space have identical characteristics, the array presents a 19dBi gain in the normal direction. Any temperature change in the array can be decomposed into an absolute temperature change superposed with a relative temperature variation. When the absolute temperature increases, the frontend gain decreases by as much as $-0.1dB/^{\\circ}C$ [1]. When there is non-uniform solar radiation or heat generation inside the array, the relative temperature variation may present a gradient or a parabolic distribution. Taking a $64 \\times1$ array as an example, when there is a gain/phase mismatch with an average value of $0.125dB/1.25^{\\circ}$ between adjacent elements in a parabolic distribution locating at the center of the array, the formed beam presents a 1.4dBi main-lobe reduction in the normal direction and an 11.9dBi side-lobe degradation, shown in Fig. 14.7.1. It also shows an active array receiver front-end highlighting all the temperature-sensitive blocks. Calibration can adjust temperature-dependent performances [7]. However, periodic calibration inevitably takes time overhead and prevents array systems from full-time operations. Digital background calibration allows systems to operate uninterrupted, but may induce antenna boresight instability due to abrupt gain/phase change. In contrast, analog background calibration like adaptive healing design can resolve the above issues [8]. In this paper, we present an adaptive analog temperature healing receiver front-end with ± $0.005 dB/^{\\circ}C$ gain variation from -15 to $85^{\\circ}C$ environment temperature for a 17.7-to-19.2GHz phased array.","PeriodicalId":371093,"journal":{"name":"2021 IEEE International Solid- State Circuits Conference (ISSCC)","volume":"80 1","pages":"0"},"PeriodicalIF":0.0000,"publicationDate":"2021-02-13","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"11","resultStr":null,"platform":"Semanticscholar","paperid":null,"PeriodicalName":"2021 IEEE International Solid- State Circuits Conference (ISSCC)","FirstCategoryId":"1085","ListUrlMain":"https://doi.org/10.1109/ISSCC42613.2021.9366013","RegionNum":0,"RegionCategory":null,"ArticlePicture":[],"TitleCN":null,"AbstractTextCN":null,"PMCID":null,"EPubDate":"","PubModel":"","JCR":"","JCRName":"","Score":null,"Total":0}
引用次数: 11
Abstract
Phased arrays have demonstrated great potential in 5/6G communication, radar and sensor applications [1– 4]. To achieve excellent performance, phased arrays require low-noise and high-linearity front-ends [5]. Most importantly, arrays demand uniform performance from all elements for optimum receiving G/T value and transmission effective isotropic radiated power (EIRP) [6]. Figure 14.7.1 exemplifies it with an array whose antenna element has 3dBi uniform gain on one side and no radiation on the other side. When all elements in an $8 \times 1$ linear array with a $\lambda/2$ space have identical characteristics, the array presents a 19dBi gain in the normal direction. Any temperature change in the array can be decomposed into an absolute temperature change superposed with a relative temperature variation. When the absolute temperature increases, the frontend gain decreases by as much as $-0.1dB/^{\circ}C$ [1]. When there is non-uniform solar radiation or heat generation inside the array, the relative temperature variation may present a gradient or a parabolic distribution. Taking a $64 \times1$ array as an example, when there is a gain/phase mismatch with an average value of $0.125dB/1.25^{\circ}$ between adjacent elements in a parabolic distribution locating at the center of the array, the formed beam presents a 1.4dBi main-lobe reduction in the normal direction and an 11.9dBi side-lobe degradation, shown in Fig. 14.7.1. It also shows an active array receiver front-end highlighting all the temperature-sensitive blocks. Calibration can adjust temperature-dependent performances [7]. However, periodic calibration inevitably takes time overhead and prevents array systems from full-time operations. Digital background calibration allows systems to operate uninterrupted, but may induce antenna boresight instability due to abrupt gain/phase change. In contrast, analog background calibration like adaptive healing design can resolve the above issues [8]. In this paper, we present an adaptive analog temperature healing receiver front-end with ± $0.005 dB/^{\circ}C$ gain variation from -15 to $85^{\circ}C$ environment temperature for a 17.7-to-19.2GHz phased array.