论文标题

在高分辨率玻璃打印的衍射极限之外孵育诱导的光浓度

Incubation Induced Light Concentration Beyond the Diffraction Limit for High-Resolution Glass Printing

论文作者

Zhang, Haisu, Wang, Peng, Chu, Wei, Yu, Jianping, Li, Wenbo, Qi, Jia, Wang, Zhanshan, Cheng, Ya

论文摘要

在过去的二十年中,已经付出了巨大的努力来理解和控制超短激光脉冲到各种类型的透明材料,从玻璃和晶体到聚合物,甚至生物材料。这种方法为透明材料内的确定性和高度局部修改打开了途径,从而使材料的三维(3D)微加工具有极端几何灵活性的复杂结构和设备。由于线性衍射和非线性自我关注效应,焦距通常表现出沿纵向方向伸展的不对称曲线。当将重点集中在透明的基材上以用于打印大高度的物体时,这种效果变得更加严重。在这项工作中,确定了新的激光材料相互作用状态,其出色的孵育效果源自与累积材料变化的自调节多渗水相互作用。我们的发现揭示了融合二氧化硅玻璃内部深处的局灶性 - 体积不变的修改,这与传统相反的是,激光诱导的修饰的几何形状遵循铭文激光的强度分布。宏观尺度的几何复杂玻璃雕塑成功地使用了所有三个维度的均匀千分尺分辨率下的辅助超短激光铭文制造。

In the past two decades, tremendous efforts have been exerted to understand and control the delivery of ultrashort laser pulses into various types of transparent materials ranging from glass and crystal to polymer and even bio-materials. This approach opens up the route toward determinative and highly localized modification within the transparent materials, enabling three-dimensional (3D) micromachining of the materials into sophisticated structures and devices with the extreme geometrical flexibility. Owing to the linear diffraction and nonlinear self-focusing effects, the focal volume typically exhibits an asymmetric profile stretching along the longitudinal direction. This effect becomes more severe when focusing deeply into the transparent substrates for printing objects of large heights. In this work a new laser-material interaction regime is identified with the exceptional incubation effect originating from self-regulated multiple-pulse interactions with accumulated material changes. Our finding reveals a focal-volume-invariant modification deeply inside the fused silica glass, in striking contrary to the traditional believes that the geometrical shape of the laser induced modification follows the intensity distribution of the inscription laser. A macro-scale geometrically complex glass sculpture is successfully manufactured with the incubation assisted ultrashort laser inscription at uniform micrometer resolutions in all three dimensions.

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