自主电力电子系统的包络跟踪分析

T. Kato, K. Inoue, Y. Kanda
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引用次数: 8

摘要

包络跟随法是一种考虑开关动力学的近似暂态仿真技术。它跳过了对几个切换周期的分析,而是通过使用后向欧拉算法或梯形算法来考虑周期。它比平均法更精确,因为它考虑了切换波纹,而且仍然有效。然而,它只被提议用于非自治系统。本文提出了一种新的扩展包络跟踪方法,该方法也适用于电力电子领域典型的自主系统分析。通过引入切换条件的概念对其进行扩展,同时求解了EF和切换条件。在数值计算过程中,计算了考虑开关时序灵敏度的雅可比矩阵。给出了滞回控制降压和cuk变换器的实例
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Envelope Following Analysis of an Autonomous Power Electronic System
Envelope following (EF) method is an approximate transient simulation technique which considers switching dynamics. It skips analysis of several switching cycles and considers the cycles by using, for example, the backward Euler or the trapezoidal type algorithms. It is more accurate than the averaging method because it considers switching ripples and it is still efficient. However it has been proposed only for a non-autonomous system. This paper proposes a new extended envelope following method which can also analyze an autonomous system which is typical in the power electronics field. It is extended by introducing a switching condition concept to the original form and the EF and switching conditions are solved simultaneously. In the numerical process, a Jacobian matrix is evaluated where switch timing sensitivities are considered. A hysteresis controlled buck and a cuk converter examples are shown
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