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Multiphoton resonant excitations and high-harmonic generation in bilayer graphene

机译:双层石墨烯中的多光子共振激发和高谐波产生

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The microscopic theory of bilayer graphene nonlinear interaction with coherent electromagnetic radiation is developed. The Liouville-von Neumann equation for a single-particle density matrix in the multiphoton resonant approximation is solved. We consider low-energy excitations of a Fermi-Dirac sea with THz pump radiation. The obtained solutions disclose Rabi oscillations and resonant multiphoton excitations of a Fermi-Dirac sea in bilayer graphene. On the basis of numerical simulations we examine the rates of high-harmonic radiation at particle-hole annihilation in the field of a strong pump wave. We show that in the THz domain of frequencies one can achieve efficient generation of high harmonics with pump waves of moderate intensities.
机译:建立了双层石墨烯与相干电磁辐射非线性相互作用的微观理论。求解了多光子共振近似中单粒子密度矩阵的Liouville-von Neumann方程。我们考虑具有太赫兹泵浦辐射的费米-狄拉克海的低能激发。所获得的解决方案公开了双层石墨烯中费米-狄拉克海的拉比振荡和共振多光子激发。在数值模拟的基础上,我们研究了强泵浦波场中粒子孔-灭时高谐波辐射的速率。我们表明,在太赫兹频率范围内,可以用中等强度的泵浦波有效地产生高次谐波。

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