彩色可变多芯片led模块的热管理

T. Treurniet, V. Lammens
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引用次数: 46

摘要

LED技术的主要优点之一是可以建立高效的彩色可变照明系统。为了将这些系统应用于高功率照明,开发了变色LED模组。这些模块包含不同的LED颜色,例如红色,绿色和蓝色骰子,可以组合产生彩色和白光。为了获得最佳的混色效果,不同颜色的骰子彼此靠近安装,导致模块中LED骰子的热负荷增加。颜色可变LED应用的关键问题之一是在整个使用寿命和所有光通量水平上保持一个定义的色点。LED的相关光学特性,如光通量和波长,取决于LED的结温。维持稳定色点的方法之一是补偿这些温度依赖性。为了能够进行这种补偿,必须知道各种负载下不同晶片的结温,以及光通量和波长与结温之间的关系。在本文中,我们提出了一种多芯片LED模组的热设计方法,该模组能够处理高达20瓦的不断增加的热负荷。此外,我们提出了一个紧凑的模型来估计在任意负载下不同骰子的结温。该模型用于颜色控制系统中,用于计算负载下的结温,并相应地调整不同骰子的负载以保持定义的色点。通过瞬态试验验证了模型的有效性。应用此模型可大大提高颜色的稳定性
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Thermal management in color variable multi-chip led modules
One of the main advantages of LED technology is the possibility to build efficient color variable lighting systems. In order to apply these systems in illumination applications in high power, color variable LED modules are developed. These modules contain different LED colors, e.g. red, green and blue dice, which can be combined to generate colored and white light. For optimal color mixing, the dice of the different colors are mounted close to each other, resulting in an increased thermal load of the LED dice in the module. One of the key issues in color variable LED applications is to maintain a defined color point over life and over all flux levels. The relevant optical properties of LEDs, like luminous flux and wavelength, depend on the junction temperature of the LED. One of the ways to maintain a stable color point is to compensate for these temperature dependencies. In order to be able to perform this compensation, one has to know the junction temperature of the different dice under all loads and the relation between the luminous flux and the wavelength and this junction temperature. In this paper we present a thermal design method of a multi-chip LED module that is able to handle an increasing thermal load up to 20 Watt. Further, we present a compact model to estimate the junction temperature of the different dice at an arbitrary load. This model is used in the color control system to calculate the junction temperatures under load and adjust the loads of the different dice accordingly to maintain a defined color point. The model is validated with transient tester measurements. Application of this model results in a considerable improvement in color stability
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