3216 IEEE TRANSACTIONS ON VEHICULAR TECHNOLOGY, VOL. 58, NO. 7, SEPTEMBER 2009
Design of a Charge Equalizer Based on
Battery Modularization
Hong-Sun Park, Associate Member, IEEE, Chol-Ho Kim, Student Member, IEEE,
Ki-Bum Park, Student Member, IEEE, Gun-Woo Moon, Member, IEEE, and Joong-Hui Lee, Member, IEEE
Abstract—The charge equalizer design for a series-connected
battery string is very challenging because it needs to satisfy many
requirements, such as implementation possibility, equalization
speed, equalization efficiency, controller simplicity, size and cost
issues, voltage and current stress, and so on. Numerous algorithms
and circuits were developed to meet the foregoing demands, and
some interesting results have been obtained. However, for a large
number of cells, for example, 80 or more batteries, the previous
approaches might not easily satisfy the foregoing requirement.
To overcome these difficulties, we propose a charge equalizer
design method based on a battery modularization technique. In
this method, a very long battery string is divided into several
modules, and then, an intramodule equalizer and an outer-module
equalizer are designed. This battery modularization scheme ef-
fectively reduces the number of cells that we consider in an
equalizer design procedure; thus, the design of a charge equalizer
becomes easier. Furthermore, by applying the previously verified
charge equalizers to the intramodule and the outer module, we
can make the equalizer design more flexible. Several examples and
experimental results are presented to demonstrate the usefulness
of the charge equalizer design method.
Index Terms—Battery modularization, charge equalizer design,
hybrid electric vehicle (HEV), lithium-ion battery.
I. I NTRODUCTION
S
ERIES-CONNECTED battery strings have been used for
many applications, such as electric vehicles, hybrid electric
vehicles (HEVs) [1]–[6], electric scooters, and uninterruptible
power supplies. Among them, an HEV battery is severely
exposed to a charge and discharge environment, because an
HEV can recover energy from the wheels during regenerative
braking (an energy source that was wasted in the past) and reuse
it to propel the vehicle at low speeds or provide extra power
for high acceleration [1]–[3]. Furthermore, this repeated charge
and discharge phenomenon causes a cell mismatch problem,
because the batteries have inevitable differences in chemical
and electrical characteristics from manufacturing; they also ex-
Manuscript received March 31, 2008; revised September 29, 2008. First
published February 18, 2009; current version published August 14, 2009. This
work was supported in part by the Korea Ministry of Education, Science, and
Technology under the STSAT-3 program of the Korea Aerospace Research
Institute. The review of this paper was coordinated by Mr. D. Diallo.
H.-S. Park, C.-H. Kim, K.-B. Park, and G.-W. Moon are with the Division
of Electrical Engineering, School of Electrical Engineering and Computer Sci-
ence, Korea Advanced Institute of Science and Technology, Daejeon 305-701,
Korea (e-mail: hspark@angel.kaist.ac.kr; railroads@angel.kaist.ac.kr; parky@
powerlab.kaist.ac.kr; gwmoon@ee.kaist.ac.kr).
J.-H. Lee is with the Corporate R&D Center, SK Energy Institute of
Technology, Daejeon 305-712, Korea (e-mail: hui@skenergy.com).
Digital Object Identifier 10.1109/TVT.2009.2015331
perience mismatched ambient temperatures when they are used
and accelerate asymmetrical degradation with aging [7]–[12].
The problem is that when these imbalanced batteries are left in
use without any control, such as cell equalization, the energy
storage capacity severely decreases [10], and, in the worst
case, there may be an explosion or fire [7]–[9]. The charge
equalization for a series-connected battery string is, therefore,
necessary to prevent these phenomena and extend the useful
lifetime.
Numerous charge-balancing algorithms and circuits have
been developed [8]–[10], [14]–[28] and well summarized [11]–
[13]. As shown in Fig. 1, they can be classified into two cate-
gories: dissipative and nondissipative. The nondissipative
method can be divided into three parts: a charge type, a dis-
charge type, and a composite charge–discharge type. For a
small number of cells, some interesting results have been
achieved, for example, automatic or selective equalization
based on a multiwinding transformer [15]–[19], intelligent cell
balance with an individual dc–dc converter [20]–[22], bidirec-
tional equalization with a bidirectional dc–dc converter [8], [9],
[24] or a switched capacitor [10], [25]–[27], and a two-stage
equalization method [28]. However, based on the fact that ap-
proximately 80 or more batteries are stacked in series to obtain
a dc source of more than 300 V in an automotive application
[1], [10], [15], [17], the application of the foregoing approaches
directly tends to produce difficult problems. Such problems
include the difficulty of implementing a multiwinding trans-
former, the prolonged equalization time caused by a cell-to-cell
energy shift, the complexity of controlling a large number of
bidirectional dc–dc converters, the bulky size and high imple-
mentation cost of applying an individual dc–dc converter to each
cell, and the high voltage stress caused by a step-up converter.
To avoid these problems, we propose a charge equalizer
design method based on a battery modularization technique.
In this method, a long battery string is divided into several
modules, and then, an intramodule equalizer and an outer-
module equalizer are designed. This modularization technique
effectively reduces the number of cells that we take into account
when designing a charge equalizer. Thus, the design of the
charge equalizer becomes much easier. By applying conven-
tional charge equalizers, which have already been verified,
to the intramodule and the outer module, we can make the
design of a charge equalizer more flexible. Furthermore, a
newly designed equalization circuit can show the advantages
of the original circuit and overcome the disadvantages that the
original circuit was unable to remove. Several examples and
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