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首页> 外文期刊>Journal of Applied Physics >Planar laser imaging and modeling of matrix-assisted pulsed-laser evaporation direct write in the bubble regime
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Planar laser imaging and modeling of matrix-assisted pulsed-laser evaporation direct write in the bubble regime

机译:气泡状态下基质辅助脉冲激光蒸发直接写入的平面激光成像和建模

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摘要

A combination of planar laser imaging and theoretical modeling has been used to examine matrix-assisted pulsed-laser evaporation direct write (MAPLE-DW) in the bubble regime. MAPLE-DW is a method for patterning substrates via laser-initiated forward transfer of an organic fluid containing metallic particles and coated on a transparent support. For our conditions, best deposition of a silver-based, thick-film ink was found to occur when laser-initiated vaporization forces the ink outward as a bubble. Planar laser imaging was used to monitor bubble growth as a function of time for three different ink films with nominal thicknesses of 12, 25, and 50 μm and two laser beam diameters of 30 and 60 μm. From these measurements, correlations were developed for predicting the maximum height and velocity of bubbles via three known process variables: laser energy, ink thickness, and beam diameter. Further insight on the physics of the MAPLE-DW process was obtained by developing a theoretical model for bubble growth based on a simple force balance associating vapor-pocket pressure and viscous forces. Primary parameters specifying the subsequent differential equation were related to the above process variables. Numerical solutions to the differential equation were used to predict successfully bubble growth versus time for the conditions analyzed in the imaging experiments.
机译:平面激光成像和理论建模相结合已被用于检查气泡状态下的矩阵辅助脉冲激光蒸发直接写入(MAPLE-DW)。 MAPLE-DW是一种通过激光引发的正向转移图案化基材的方法,该正向转移包含金属颗粒并涂覆在透明载体上的有机流体。在我们的条件下,发现当激光引发的汽化迫使油墨向外冒泡时,会最佳地沉积银基厚膜油墨。对于名义厚度分别为12、25和50μm的两种不同墨膜以及两种直径分别为30和60μm的激光束,使用平面激光成像来监视气泡随时间的变化。根据这些测量结果,开发了相关性,以通过三个已知的过程变量来预测气泡的最大高度和速度:激光能量,墨水厚度和光束直径。通过将气泡压力和粘性力相关联的简单力平衡,开发了一种气泡增长的理论模型,从而获得了有关MAPLE-DW过程物理学的进一步见解。指定后续微分方程的主要参数与上述过程变量有关。使用微分方程的数值解可以成功地预测在成像实验中分析的条件下气泡随时间的增长。

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