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Gaussian processes regression for optimizing harmonic impedance trajectories in continuous class-F power amplifier design

机译:高斯过程回归,用于优化连续F类功率放大器设计中的谐波阻抗轨迹

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This paper proposes an advanced optimization-oriented strategy to design a continuous Class-F power amplifier (PA) using Gaussian processes regression (GPR). Optimal harmonic impedance trajectories for achieving high efficiency are obtained at a Cree CHG40010 package plane. GPR is exploited to optimize matching networks for fitting the desired trajectories of harmonic impedances. By combining GPR with Agilent's Advanced Design System (ADS), the optimization procedure runs automatically and predicts optimal design parameters which match well with the expected harmonic impedance trajectories. Measured results show that greater than 60% efficiency is attained over a 50% bandwidth from 1.5 to 2.5 GHz. The output power is larger than 40.2 dBm with gain varying from 13.2 to 15.4 dB across the band.
机译:本文提出了一种面向优化的高级策略,以利用高斯过程回归(GPR)设计连续F类功率放大器(PA)。在Cree CHG40010封装平面上可获得用于实现高效率的最佳谐波阻抗轨迹。利用GPR来优化匹配网络,以拟合谐波阻抗的所需轨迹。通过将GPR与安捷伦的高级设计系统(ADS)结合使用,优化程序将自动运行,并预测与预期的谐波阻抗轨迹非常匹配的最佳设计参数。测量结果表明,在1.5至2.5 GHz的50%带宽下,效率超过60%。输出功率大于40.2 dBm,增益在整个频带范围内从13.2 dB到15.4 dB不等。

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