论文标题
实验室限制和月球激光范围的DILATON解决方案
Dilaton Solutions for Laboratory Constraints and Lunar Laser Ranging
论文作者
论文摘要
在存在一个或两个镜像系统或一个球体的情况下，我们将依赖环境依赖性的DILATON场理论方程得出近似分析解。为每个系统集成了一维运动方程。本文获得的解决方案可应用于\ textIt {q}弹跳实验，中子干涉法和计算\ textsc {cannex}实验中的dilaton场诱导的“ casimir力”以及月球激光范围。它们是Damour-Polyakov筛选机制的典型代表，从而通过在密集的环境中抑制了Dilaton与DILATON的微小直接耦合来抑制一般相对性的偏差。
We derive approximate analytical solutions to the environment-dependent dilaton field theory equations in the presence of a one or two mirror system or a sphere. The one-dimensional equations of motion are integrated for each system. The solutions obtained herein can be applied to \textit{q}BOUNCE experiments, neutron interferometry and for the calculation of the dilaton field induced "Casimir force" in the \textsc{Cannex} experiment as well as for Lunar Laser Ranging. They are typical of the Damour-Polyakov screening mechanism whereby deviations from General Relativity are suppressed by a vanishingly small direct coupling of the dilaton to matter in dense environments.
