Free running VCO based on an unstable transistor circuit system stability optimization under delayed electromagnetic interferences and parasitic effects and engineering applications

O. Aluf
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Abstract

In this article, Very Crucial subject discussed in free running VCO based on an unstable transistor circuit system stability optimization under delayed electromagnetic interferences and parasitic effects. Additionally we discuss Free running VCO integrated circuit applications (PLLs, DLL, clock generation, etc.). There are many techniques to generate a Wideband Frequency Modulation (WBFM) signal: analog based, digitally based and hybrid based techniques. The VCO is a very low cost method of generating WBFM signals, such as chirp signals. The VCO has some important properties that are common to all frequency sources. These properties are frequency range, settling time, post-tuning drift, sensitivity and Maximum Sensitivity Ratio (MSR), frequency total accuracy, frequency modulation span, and modulation frequency bandwidth. The VCO frequency of oscillation depends on the resonance frequency set by its equivalent capacitance and inductance. By applying variable bias voltage to a Varactor diode, the capacitance is changed and the oscillation frequency is changed accordingly. The first delay line in our circuit ( τ 1 ) represents the electromagnetic interference in the Varactor diode (D 1 ). We neglect the voltage on the first delay line (V τ 1 →ε) and the delay is on the current which flows through Varactor diode. The second and third delay lines ( τ 2 and τ 3 ) represent the circuit microstrip line's parasitic effects before and after the matching circuit. We neglect the voltages on the second and third delay lines (V τ k →ε ; k=2, 3) and the delays are only on the current which flow through the microstrip lines. The free running VCO circuit can represent as delayed differential equations which, depending on variable parameters and delays. There is a practical guideline which combines graphical information with analytical work to effectively study the local stability of models involving delay dependent parameters. The stability of a given steady state is determined by the graphs of s ome function of τ 1 , τ 2 , τ 3 . frequency, compared this to a reference signal, and then tweaked the free running VCO voltage to weak its output frequency. The PLL and VCO have been two separate chips – a discrete solution. The free running VCO creates the actual output signal; the PLL monitors the output signals and tunes the free running VCO to lock it relative to a known reference signal. There are a number of strengths to the discrete solution: Each discrete chip can be designed to give its best performance, the typical distance between the PLL and the free running VCO reduces cross-coupling effects and minimizes unwanted spurious signals on the output. In case that one chip in the loop is damaged, fewer components need to be replaced.
基于不稳定晶体管电路的自由运行压控振荡器系统在延迟电磁干扰和寄生效应下的稳定性优化及工程应用
本文讨论了基于不稳定晶体管电路的自由运行压控振荡器系统在延迟电磁干扰和寄生效应下的稳定性优化问题。此外,我们还讨论了自由运行的VCO集成电路应用(锁相环,DLL,时钟生成等)。产生宽带调频(WBFM)信号的技术有很多:基于模拟的、基于数字的和基于混合的技术。压控振荡器是一种非常低成本的产生WBFM信号的方法,如啁啾信号。压控振荡器具有所有频率源共有的一些重要特性。这些特性包括频率范围、稳定时间、调谐后漂移、灵敏度和最大灵敏度比(MSR)、频率总精度、频率调制跨度和调制频率带宽。压控振荡器的振荡频率取决于其等效电容和电感所设定的谐振频率。通过对变容二极管施加可变偏置电压,改变电容,从而改变振荡频率。电路中的第一条延迟线(τ 1)表示变容管二极管(d1)中的电磁干扰。我们忽略了第一延迟线上的电压(V τ 1→ε),延迟是在流过变容管二极管的电流上。第二和第三延迟线(τ 2和τ 3)表示电路微带线在匹配电路前后的寄生效应。我们忽略了第二和第三延迟线上的电压(V τ k→ε;K = 2,3),并且延迟仅在流过微带线的电流上。自由运行的压控振荡器电路可以表示为依赖于可变参数和延迟的延迟微分方程。本文提出了一种实用的方法,将图形信息与分析工作相结合,有效地研究了包含时滞相关参数的模型的局部稳定性。给定稳态的稳定性由τ 1, τ 2, τ 3的s函数的图决定。频率,将其与参考信号进行比较,然后调整自由运行的VCO电压以减弱其输出频率。锁相环和压控振荡器是两个独立的芯片-一个离散的解决方案。自由运行的VCO产生实际的输出信号;锁相环监视输出信号并调谐自由运行的VCO,使其相对于已知参考信号锁定。离散解决方案有许多优点:每个离散芯片都可以设计成最佳性能,锁相环和自由运行的压控振荡器之间的典型距离减少了交叉耦合效应,并最大限度地减少了输出上不需要的杂散信号。如果环路中的一个芯片损坏,则需要更换的组件较少。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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