论文标题
连贯晶格理论的复兴和扩展
Revival and Expansion of the Theory of Coherent Lattices
论文作者
论文摘要
提出了设计基于相干晶格理论的结构相干波干扰模式的有效方法。该技术结合了复杂平面中的质子数量分解与Moiré理论相结合，提供了一种强大的方法来设计结构化模式，并具有强度最大值的可变间距。此外，提出的理论框架有助于针对周期性和准二体情况的先前未开发的高阶超晶格的优雅计算。在多层干扰实验中验证了许多亮型示例，这些梁配置突出了具有三，四和五倍对称性的晶格的主要示例。
An effective way to design structured coherent wave interference patterns that builds on the theory of coherent lattices, is presented. The technique combines prime number factorization in the complex plane with moiré theory to provide a robust way to design structured patterns with variable spacing of intensity maxima. In addition, the proposed theoretical framework facilitates an elegant computation of previously unexplored high-order superlattices both for the periodic and quasiperiodic case. A number of beam configurations highlighting prime examples of patterns for lattices with three-, four-, and fivefold symmetry are verified in a multibeam interference experiment.
