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Torsten Djurhuus

Publications and source records attributed to Torsten Djurhuus.

4 recordsLinked to original sources

A Novel Phase-Noise Module for the QUCS Circuit Simulator. Part II : Noise Analysis

The paper documents the implementation of a novel phase-noise analysis module within the open-source QUCS circuit simulator environment. The underlying algorithm is based on a rigorous, unified time-domain methodology of (coupled) oscillator noise-response, recently proposed by the authors. The theoretical approach used to develop this model is entirely unconstrained by any empirical and/or phenomenological modelling techniques, such as e.g. LTI and LTV theory, and this differentiates it from all prior proposals on this topic. The paper introduces important, and previously unpublished, extensions to this framework, in the form of novel unified closed-form expressions for both the amplitude and phase-amplitude correlation response of a general coupled oscillating circuit perturbed by noise. The research discussed herein has many important scientific and industrial applications w.r.t. predicting, synthesizing and optimizing the performance of noise-perturbed free-running and coupled autonomous circuits operating under large-signal steady-state conditions. These timing circuits are ubiquitous in all modern communication and remote-sensing systems and the developed simulation tools will prove to have great impact in various areas of industrial circuit design. This paper represents second part of a two-part series with the first part discussing the implementation of the underlying steady-state analysis module. The open-source simulator, discussed and developed herein, applies advanced state-of-the-art stochastic modelling techniques, in-order to produce noise simulation tools with capabilities and scope which, in many areas, exceed what is found in the commercial EDAs currently on the market.

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A Novel Phase-Noise Module for the QUCS Circuit Simulator. Part I : the Periodic Steady-State

The paper discusses work done to expand and extend the capabilities of the open-source QUCS circuit simulator through the implementation of a computationally efficient time-domain steady-state analysis module, supporting simulation of autonomous circuits. To our knowledge, this represents the first time such an analysis module has been implemented in the QUCS environment. Hitherto, the only available option was a harmonic-balance module which was strictly limited to non-autonomous (driven) circuits. The research has several important scientific and industrial applications in the area of large-signal steady-state analysis of autonomous circuits e.g. free-running and coupled oscillator circuit networks. The reported results will have great impact w.r.t. analyzing, synthesizing and optimizing oscillatory behavior of various important industrial circuits and systems. The developed tool, furthermore, introduces support for simulating noise performance of circuits operating under large-signal conditions. This paper is the first part of a two-part series documenting the implementation of a novel (coupled)-oscillator phase-noise simulator engine in the QUCS environment. The goal of this undertaking is the advancement of the open-source QUCS project towards becoming a viable competitor to the commercial simulators currently on the market.

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A Novel First-Principles Model of Injection-Locked Oscillator Phase Noise

The paper documents the development of a novel time-domain model of injection-locked oscillator phase-noise response. The methodology follows a first-principle approach and applies to all circuit topologies, coupling configurations, parameter dependencies etc. The corresponding numerical algorithm is readily integrated into all major commercial simulation software suites. The model advances current state-of-the-art pertaining to analytical modelling of this class of circuits. Using this novel analytical framework, several important new insights are revealed which, in-turn, translate into useful design rules for synthesis of injection-locked oscillator circuits with optimal noise performance.

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Conditions for Oscillator Small-Signal Amplitude-Phase Orthogonality

The paper explores a previously unknown connection relating the symmetry properties of an oscillator steady-state to the orthogonal representation of amplitude and phase variables in the small-signal regime. It is shown that only circuits producing perfectly symmetric steady-states can produce an orthogonal Floquet decomposition. Considering room temperature operation this scenario implies zero AM-PM noise conversion. This surprising and novel result follows directly from the predictions of a rigorous model framework first described herein. The work presented in this text extend the current state-of-the-art w.r.t. oscillator small-signal/noise characterization.

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