Battery Temperature Rise Rate Estimation Under Pulsed Heating
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Solution Overview
Problem
Lithium-ion batteries face performance degradation and safety issues in low temperature environments, where pulsed heating is used to improve performance, but the temperature rise rate under pulsed heating is not effectively estimated, affecting heating efficiency and battery life.
Innovation Solution
A method to estimate the temperature rise rate of a battery under pulsed heating by establishing an equivalent circuit model, heat generation model, and heat transfer power model, using identified parameters to determine the effective entropy potential and relationship between open circuit voltage and pulsed heating current, ultimately obtaining the temperature rise rate through energy formulation.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Use of energy by moving object
If pulsed heating is applied to improve battery performance in low temperature environments, then battery available energy and discharge efficiency are improved, but the temperature rise rate becomes difficult to control and estimate
Solution Approach 1:
The patent applies preliminary action by establishing equivalent circuit models and heat generation models before actual pulsed heating operations. The model parameters are identified and calibrated in advance using experimental data, enabling accurate prediction of temperature rise rate before the battery is subjected to pulsed heating in low temperature environments.
Solution Approach 2:
The patent introduces an intermediary approach by using equivalent circuit models as a mediator between the pulsed heating input and temperature rise output. The model acts as an intermediary system that translates electrical parameters into thermal predictions, allowing indirect measurement and control of temperature rise rate without direct temperature sensing during pulsed heating.
2Productivity
If pulsed heating current is used to heat the battery internally, then heating efficiency is improved, but understanding and estimating the temperature rise rate becomes more difficult
Solution Approach 1:
The patent replaces direct thermal measurement (mechanical/physical sensing) with an electrical-based equivalent circuit model. Instead of using temperature sensors to directly measure temperature rise during pulsed heating, the system uses electrical parameter measurements and model calculations to substitute for direct thermal detection, thereby maintaining heating efficiency while simplifying measurement.
Solution Approach 2:
The patent creates a virtual copy of the battery's thermal behavior through equivalent circuit modeling. The model replicates the battery's electrical and thermal characteristics, allowing the temperature rise rate to be estimated from the model copy rather than measuring the actual physical battery directly, thus reducing measurement difficulty while maintaining accuracy.
Applied Scientific Principles
This section explains which scientific principles are used to turn an abstract innovation direction into a practical engineering solution.
Function Achieved in This Case
This method provides a comprehensive estimation of the temperature rise rate under pulsed heating, enabling better determination of heating effects and improving battery performance and safety in low temperature conditions.
Implementation Method 1
the battery can be effectively heated by the pulsed heating method before the working cycle of the battery. However, in the process of internal heating of the battery by pulsed heating current
Implementation Method 2
providing a heat transfer power model of the battery
Implementation Method 3
providing a heat transfer power model of the battery
Data Source
AI summary
The present application relates to a method for estimating the temperature rise rate of a battery under pulsed heating. An equivalent circuit model of the battery is established to obtain the effective entropy potential of the battery and the relationship between the open circuit voltage and the pulsed heating current of the battery. A heat generation model is established according to the effective entropy potential and the relationship between the open circuit voltage and the pulsed heating current. Using the heat generation model and the heat transfer power, an energy formulation in the process of pulsed heating is obtained, to obtain the temperature rise rate of the battery under pulsed heating. The models are used to obtain the relationship between the temperature rise rate under pulsed heating and the pulsed heating current, providing a convenient and comprehensive estimation method for determining the heating effect of pulsed heating in practical applications.

