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Safe Pulse Loading of Thick-Film Chip Resistors

机译:厚膜片式电阻器的安全脉冲加载

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摘要

Resistors employed in such applications as power supplies, motor drivers, lasers, etc. may be required to dissipate significant levels of pulsed power. Existing methods for evaluating the effects of pulse loading on resistors were developed a long time ago for the old-fashioned cylindrical resistor configuration. Today, the dominant style of the contemporary resistors is the thick-film chip resistor. It consists of a flat ceramic substrate of 0.2 - 0.5 mm thickness, covered by a metal glaze resistive film approximately 0.01 mm thick. The objective of this paper is to theoretically evaluate the thermomechanical effects of pulse application to thick-film chip resistor in order to establish the criteria for reliable operation under pulsed conditions. The authors have observed experimentally two catastrophic failure modes in thick-film chip resistors subjected to electrical pulse loading: burnout of the resistive film, and cracking of the resistor substrate. For simulating the conditions leading to such failures, two idealized mathematical models have been developed: (a) a one-dimensional heat conduction model for estimating the temperature distribution through the thickness of the resistor; and (b) a one-dimensional thermoelastic model to evaluate the strain and stress states in the resistor. The input data for the calculations are the physical properties (thermal conductivity, heat capacity, density) of the resistor substrate and the parameters (magnitude, duration and wave shape) of the electrical pulse. Good correlation was observed between the calculated and experimental data.
机译:可能需要在电源,电动机驱动器,激光器等应用中使用的电阻来耗散大量的脉冲功率。很久以前,已经开发出了用于评估脉冲负载对电阻器影响的现有方法,用于老式圆柱电阻器配置。如今,现代电阻器的主导风格是厚膜片式电阻器。它由厚度为0.2-0.5 mm的扁平陶瓷基板组成,上面覆盖着约0.01 mm厚的金属防釉膜。本文的目的是从理论上评估脉冲施加到厚膜片式电阻器的热机械效应,以建立在脉冲条件下可靠运行的标准。作者通过实验观察了经受电脉冲负载的厚膜贴片电阻器的两种灾难性故障模式:电阻膜烧坏和电阻器基板开裂。为了模拟导致这种故障的条件,已经开发了两个理想的数学模型:(a)一维热传导模型,用于估计通过电阻器厚度的温度分布; (b)一维热弹性模型,用于评估电阻器中的应变和应力状态。用于计算的输入数据是电阻器基板的物理属性(导热率,热容量,密度)和电脉冲的参数(幅度,持续时间和波形)。在计算和实验数据之间观察到良好的相关性。

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