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Mathematic Modelling of Nonlinear Parametric Zonal Transducers of SubTHz and THz Bands on the Base of Graphene and Carbon Nanotubes

机译:在石墨烯和碳纳米管的基础上,SubTHz和THz频带的非线性参量分区传感器的数学建模

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In the offered examination the mathematical modelling of interaction processes of electromagnetic waves with composite substances nanostructures and electrodynamic structures on the base of graphene and carbon nanotubes is made. Models are grounded on solution of diffraction boundary–value 3D problems for Maxwell’s equations with electrodynamic boundary conditions. Principles of subTHz and THz frequency bands controlled arrangements construction – filters, modulators, polarizers, etc., on the base of nanostructures by type «graphene – dielectric», lattices by type «carbon nanotube–graphene», graphene metasurfaces, etc., and also nonlinear parametric zonal transducers – amplifiers and generators on the base of graphene nanostructures are researched. Creation of radioelectronic instrumentation and equipment of new generation, capable to work in subTHz and THz frequency bands, will cause the rapid development of informational telecommunications of XXI–st century.
机译:在提供的检查中,建立了电磁波与基于石墨烯和碳纳米管的复合物质纳米结构和电动力结构相互作用过程的数学模型。模型基于具有电动边界条件的麦克斯韦方程组的衍射边界值3D问题解。 subTHz和THz频段的原理是根据“石墨烯–电介质”类型的纳米结构,“碳纳米管–石墨烯”类型的晶格,石墨烯超表面等,控制排列结构的结构–滤波器,调制器,偏振器等;以及还研究了基于石墨烯纳米结构的非线性参量区域换能器–放大器和发生器。能够在亚太赫兹和太赫兹频段工作的新一代无线电电子仪器和设备的诞生,将导致二十一世纪信息通信的飞速发展。

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