Etude de cas d’utilisateur :
Automotive Battery Model Gives Better Results by Incorporating Both Electrical and Thermal Characteristics

A leading motorcycle manufacturer wanted to include a realistic battery model in its MapleSim powertrain model. The challenge of this project was to create an electrical and thermal model of a lead-acid automotive battery. The behavior of lead-acid batteries is extremely nonlinear and depends on numerous factors, including the temperature, rate of charge or discharge, and the state of charge. Far from being a simple constant voltage source, a battery’s voltage will change under these varying operating conditions.
The battery’s state of charge can be thought of as a “gas tank” function that is one when the battery is full and zero when the battery is empty. When the state of charge is zero, the battery will not deliver any charge and must be recharged. As the battery recharges, the state of charge increases from zero to one. If the battery is recharged beyond its capacity, the excess energy is lost in the form of heat through various processes that are detrimental to the battery’s longevity.
The open-circuit voltage is measured at the terminals of the battery when no load is attached. The open-circuit voltage is itself a function of the state of charge and battery temperature. The equivalent series resistance (ESR) of the battery is the apparent resistance internal to the battery and is a complicated function of the state of charge and rate of charge or discharge.
Typically, the manufacturer will provide a variety of charge/discharge curves and parameters that give information on the dynamic behavior of a battery. The challenge for engineers is to model the dynamic behavior of a battery and fit the manufacturer data to the chosen model. Many of the available models are circuit-based and rely on dynamic components like resistors and capacitors whose values change in response to the operating conditions. However, purely circuit-based implementations do not implement the thermal characteristics of the battery, and very few circuit simulators allow for dynamic components with such complicated governing equations. Consequently, existing models are inadequate predictors of battery behavior, and are therefore ill-suited for use in engine models where heat loss must be taken into account or in studies of overall energy efficiency.
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