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Drop Speeds from Drop-on-Demand Ink-Jet Print Heads

机译:按需滴落喷墨打印头的滴落速度

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摘要

Measured drop speeds from a range of industrial drop-on-demand (DoD) ink-jet print head designs scale with the predictions of very simple physical models and results of numerical simulations. The main drop/jet speeds at a specified stand-off depend on fluid properties, nozzle exit diameter, and print head drive amplitude for fixed waveform timescales. Drop speeds from the Xaar, Spectra Dimatix, and MicroFab DoD print heads tested with (ⅰ) Newtonian, (ⅱ) weakly elastic, and (ⅲ) highly shear-thinning fluids all show a characteristic linear rise with drive voltage (setting) above an apparent threshold drive voltage. Jetting, simple modeling approaches, and numerical simulations of Newtonian fluids over the typical DoD printing range of surface tensions and viscosities were studied to determine how this threshold drive value and the slope of the characteristic linear rise depend on these fluid properties and nozzle exit area. The final speed is inversely proportional to the nozzle exit area, as expected from volume conservation. These results should assist specialist users in the development and optimization of DoD applications and print head design. For a given density, the drive threshold is determined primarily by viscosity η, and the constant of proportionality k linking speed with drive above a drive threshold becomes independent of viscosity and surface tension for more viscous DoD fluid jetting: Final_speed = k × (Drive - Drive_Threshold(η))/Nozzle_Exit_Area.
机译:从一系列工业按需喷墨(DoD)喷墨打印头设计中测得的墨滴速度可根据非常简单的物理模型的预测和数值模拟的结果进行缩放。在指定的距离上,主要的滴落/喷射速度取决于流体特性,喷嘴出口直径和固定波形时标的打印头驱动幅度。 Xaar,Spectra Dimatix和MicroFab DoD打印头在(ⅰ)牛顿,(ⅱ)弱弹性和(ⅲ)高剪切稀化流体的测试下的滴落速度均显示出特征线性上升,驱动电压(设定值)高于视在阈值驱动电压。研究了在典型DoD打印范围内表面张力和粘度的牛顿流体的喷射,简单建模方法和数值模拟,以确定该阈值驱动值和特征线性上升的斜率如何取决于这些流体属性和喷嘴出口面积。最终的速度与喷嘴的出口面积成反比,这与节省体积的要求相同。这些结果将有助于专业用户开发和优化DoD应用程序以及打印头设计。对于给定的密度,驱动阈值主要由粘度η决定,对于速度更高的DoD流体喷射,将驱动速度与高于驱动阈值的驱动联系起来的比例常数k变得与粘度和表面张力无关:Final_speed = k×(Drive- Drive_Threshold(η))/ Nozzle_Exit_Area。

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  • 来源
    《Journal of Imaging Science and Technology》 |2013年第1期|010503.1-010503.11|共11页
  • 作者单位

    Inkjet Research Centre, IfM, Department of Engineering, University of Cambridge, 17 Charles Babbage Road,Cambridge CB3 0FS, UK;

    Inkjet Research Centre, IfM, Department of Engineering, University of Cambridge, 17 Charles Babbage Road,Cambridge CB3 0FS, UK;

    Inkjet Research Centre, IfM, Department of Engineering, University of Cambridge, 17 Charles Babbage Road,Cambridge CB3 0FS, UK;

    Inkjet Research Centre, IfM, Department of Engineering, University of Cambridge, 17 Charles Babbage Road,Cambridge CB3 0FS, UK;

    Inkjet Research Centre, IfM, Department of Engineering, University of Cambridge, 17 Charles Babbage Road,Cambridge CB3 0FS, UK;

    Department of Applied Mathematics, University of Leeds, Leeds LS2 9JT, UK;

    Department of Applied Mathematics, University of Leeds, Leeds LS2 9JT, UK;

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