期刊
JOURNAL OF POWER SOURCES
卷 206, 期 -, 页码 367-377出版社
ELSEVIER
DOI: 10.1016/j.jpowsour.2012.01.134
关键词
Spherical solid diffusion; Battery modeling; Model order reduction; Transcendental impedance model; Transcendental transfer function
资金
- Texas Instruments
This paper introduces the discrete-time realization algorithm (DRA) as a method to find a reduced-order, discrete-time realization of an infinite-order distributed-parameter system such as a transcendental impedance function. In contrast to other methods, the DRA is a bounded-time deterministic method that produces globally optimal reduced-order models. In the DRA we use the sample and hold framework along with the inverse discrete Fourier transform to closely approximate the discrete-time impulse response. Next, the Ho-Kalman algorithm is used to produce a state-space realization from this discrete-time impulse response. Two examples are presented to demonstrate the DRA using low-order rational-polynomial transfer functions, where the DRA solution can be compared to known solutions. A third example demonstrates the DRA with a transcendental impedance function model of lithium diffusion in the solid phase of a lithium-ion battery, showing that a third-order discrete-time model can closely approximate this infinite-order model behavior. (C) 2012 Elsevier B.V. All rights reserved.
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