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Analysis of power-frequency trade-offs in millimeter-wave CMOS oscillators

机译:毫米波CMOS振荡器的功率频率折衷分析

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In this paper, considering the nonlinear effects in two ports consisting of transistor, a general method is proposed for estimating the amplitude of high-frequency ring oscillators. The proposed method can be generalized to various structures that can be disassembled into similar two ports. Moreover, in each CMOS process, a design procedure can be followed to obtain the desired output power and frequency. This is the first time that the frequency and amplitude of oscillator are related to each other in a system of nonlinear equations. First, considering the maximum achievable oscillation frequency, the analysis of ring oscillator structure is performed for the given output power. The results show that the proposed structure operates at 7 to 18% higher oscillation frequency compared with conventional structures. In the next step, assuming that the oscillator structure and passive network topology are known, another system of nonlinear equations is defined for designing the oscillator for the given frequency and amplitude of oscillation. Finally, the implicit solution, which includes the passive network elements connecting to the transistor, is obtained. The results of equations follow the simulation results with an acceptable error (1% frequency error and about 5% amplitude error).
机译:本文考虑了由晶体管组成的两个端口的非线性影响,提出了一种通用的估算高频环形振荡器幅度的方法。所提出的方法可以推广到可以分解成相似的两个端口的各种结构。此外,在每个CMOS工艺中,可以遵循设计程序以获得所需的输出功率和频率。在非线性方程组中,这是振荡器的频率和振幅第一次相互关联。首先,考虑最大可达到的振荡频率,对给定的输出功率进行环形振荡器结构的分析。结果表明,与传统结构相比,该结构在更高的振荡频率下可工作7至18%。在下一步中,假设已知振荡器的结构和无源网络拓扑,则定义另一个非线性方程组,以针对给定的振荡频率和幅度设计振荡器。最后,获得隐式解决方案,其中包括连接到晶体管的无源网络元件。方程的结果跟随模拟结果并具有可接受的误差(1%的频率误差和5%的幅度误差)。

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