Toma Antonela, Postavaru Octavian
Center for Research and Training in Innovative Techniques of Applied Mathematics in Engineering, University Politehnica of Bucharest, Splaiul Independentei 313, 060042, Bucharest, Romania.
Sci Rep. 2022 Oct 27;12(1):18057. doi: 10.1038/s41598-022-23045-8.
High-power lasers develop high energy per unit time, and as energy curves space, we expect atomic energy levels to change. The fluorescence spectrum is a good measurement of the matrix elements involved in the Rabi oscillation and consequently allows us to determine the scalar curvature. At high Z, electrons oppose ionization even for strong intensities. Because high-power lasers address relativistic atoms, the wave functions involved must be solutions of the Dirac equation in a curved space-time. The paper can be seen as a way to check whether the Einstein's gravitational theory is valid in the dimension of laboratory.
高功率激光在单位时间内产生高能量,并且由于能量使空间弯曲,我们预期原子能态会发生变化。荧光光谱是对拉比振荡中涉及的矩阵元素的良好测量,因此能让我们确定标量曲率。在高原子序数时,即使对于强场强,电子也会抵抗电离。由于高功率激光作用于相对论性原子,所涉及的波函数必须是弯曲时空下狄拉克方程的解。该论文可被视为一种检验爱因斯坦引力理论在实验室维度是否有效的方法。