The Mechanics of Geometric Stripping

机译：几何剥离的力学

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The paper describes a dynamic model for a toner-laden sheet being bent on a rotating fusing surface with a radius. The toner is treated as visco-elastic, with a complex modulus that is a function of temperature and frequency. Other inputs include toner thickness, media modulus, and media thickness. The model can quantify the contribution of the following to successful stripping: stripping radius, process speed, toner rheological properties, toner temperature, toner thickness, and media stiffness. The model can also be used to predict the impact of more complicated scenarios, like varying image/paper bleed dimensions and external stripping devices.

机译：该论文描述了一个带有碳粉的纸张在一个有半径的旋转定影表面上弯曲的动力学模型。墨粉被视为粘弹性，其复数模量是温度和频率的函数。其他输入包括墨粉厚度，介质模量和介质厚度。该模型可以量化以下因素对成功剥离的作用：剥离半径，处理速度，墨粉流变特性，墨粉温度，墨粉厚度和介质刚度。该模型还可用于预测更复杂场景的影响，例如图像/纸张出血尺寸的变化和外部剥离设备。

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来源
《》|2010年|p.479-482|共4页
会议地点 Austin TX(US);Austin TX(US);Austin TX(US);Austin TX(US)
作者
Augusto E. Barton;
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作者单位

Xerox Corporation, Webster, NY;

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会议组织
原文格式 PDF
正文语种 eng
中图分类信息处理（信息加工）;
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The Mechanics of Geometric Stripping

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