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Hydrodynamic coupling and optical patterning of many-particle colloidal systems.

机译:多粒子胶体系统的流体动力学耦合和光学构图。

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摘要

Hydrodynamic interactions couple the Brownian motion of all colloidal particles, yet the fundamental equations of hydrodynamics defy exact solution for all but the simplest colloidal systems. We measure Brownian motion in a variety of few-body colloidal systems using blinking optical tweezers and interpret our data in light of the predictions of an approximate theory, Stokeslet analysis. Stokeslet analysis describes the weak hydrodynamic coupling of arbitrary numbers of colloidal spheres in free and confined geometries. This theory assumes that the separations between the spheres are much greater than their radii and models their hydrodynamic interactions as those between point-like particles. We find that Stokeslet analysis' predictions are consistent with our measurements, and that it accounts for many-body interactions ignored by the linear superposition of hydrodynamic drag forces.; While Stokeslet analysis can be scaled to analyze larger many-body systems, conventional optical tweezer techniques cannot manipulate more than a few particles. Therefore, we have invented a simple, robust and inexpensive technique to create multiple optical traps from a single laser beam using computer generated holograms. These holographic optical tweezer arrays can trap thousands of particles in arbitrary configurations. In addition to enabling direct measurements of many-body interactions, holographic optical tweezer arrays can be applied to study structural phase transitions in colloidal systems, to assemble microscopically textured materials, and to sort and manipulate biological materials.
机译:流体动力相互作用耦合了所有胶体颗粒的布朗运动,但是除了最简单的胶体系统之外,流体力学的基本方程式都无法精确求解。我们使用闪烁光学镊子在各种多体胶体系统中测量布朗运动,并根据近似理论的预测来解释我们的数据,该理论是Stitalslet分析。 Stokeslet分析描述了任意数量的胶体球在自由和受限几何中的弱流体动力耦合。该理论假设球体之间的距离远大于其半径,并以点状粒子之间的流体动力学相互作用为模型。我们发现Stokeslet分析的预测与我们的测量结果一致,并且它解释了流体动力阻力的线性叠加所忽略的多体相互作用。虽然Stokeslet分析可以缩放以分析更大的多体系统,但传统的光学镊子技术不能操纵多个粒子。因此,我们发明了一种简单,可靠且便宜的技术,可以使用计算机生成的全息图从单个激光束中创建多个光阱。这些全息光学镊子阵列可以任意配置捕获数千个粒子。除了可以直接测量多体相互作用之外,全息光学镊子阵列还可用于研究胶体系统中的结构相变,组装微观纹理材料以及分类和处理生物材料。

著录项

  • 作者

    Dufresne, Eric Robert.;

  • 作者单位

    The University of Chicago.;

  • 授予单位 The University of Chicago.;
  • 学科 Physics Condensed Matter.; Physics Optics.
  • 学位 Ph.D.
  • 年度 2000
  • 页码 129 p.
  • 总页数 129
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 光学;
  • 关键词

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