论文标题
Hewes：Heisenberg-Euler弱场扩张模拟器
HEWES: Heisenberg-Euler Weak-Field Expansion Simulator
论文作者
论文摘要
真空极化是量子理论的关键预测，可能会引起各种有趣的现象，这些现象可以由高强度激光脉冲触发。量子真空吸尘器的海森堡 - 欧拉理论补充了麦克斯韦的电磁理论，其通过真空波动介导的非线性光子光子相互作用。这项工作为领先的弱田海森堡 - 欧拉尔校正提供了数值求解器。当前的代码实现在数值方案中达到了13个订单的准确性，并最多考虑了六个光子的交互。由于理论方法仅限于近似值，并且信号检测的实验要求很高，因此显而易见的是数值侧的支持。
Vacuum polarization, a key prediction of quantum theory, can cause a variety of intriguing phenomena that can be triggered by high-intensity laser pulses. The Heisenberg-Euler theory of the quantum vacuum supplements Maxwell's theory of electromagnetism with nonlinear photon-photon interactions mediated by vacuum fluctuations. This work presents a numerical solver for the leading weak-field Heisenberg-Euler corrections. The present code implementation reaches an accuracy of order thirteen in the numerical scheme and takes into account up to six-photon interactions. Since theoretical approaches are limited to approximations and the experimental requirements for signal detection are high, the need for support from the numerical side is apparent.
