Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: Transformation optics constructions have allod the design of cloaking devices that steer electromagnetic, acoustic, and quantum waves around a region without penetrating it, so that this region is hidden from external observations. The proposed material parameters are anisotropic, and singular at the interface beten the cloaked region and the cloaking device. The presence of these singularities causes various mathematical problems and physical effects on the interface surface. ,  analyze the 3-dimensional cloaking for Maxll's equations when there are sources or sinks present inside the cloaked region. In particular,  consider nonsingular approximate invisibility cloaks based on the truncation of the singular transformations.  analyze the limit of solutions when the approximate cloaking approaches the ideal cloaking in the sense of distributions.  show that the solutions in the approximate cloaks converge to a distribution that contains Dirac's delta distribution supported on the...
['Matti Lassas', 'Ting Zhou']
I am writing a research paper on a idea The blow-up of electromagnetic fields in 3-dimensional invisibility cloaking for Maxwell's equations
[{"from": "human", "value": "I am writing a research paper on a idea The blow-up of electromagnetic fields in 3-dimensional invisibility cloaking for Maxwell's equations"}, {"from": "gpt", "value": "Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: Transformation optics constructions have allod the design of cloaking devices that steer electromagnetic, acoustic, and quantum waves around a region without penetrating it, so that this region is hidden from external observations. The proposed material parameters are anisotropic, and singular at the interface beten the cloaked region and the cloaking device. The presence of these singularities causes various mathematical problems and physical effects on the interface surface. ,  analyze the 3-dimensional cloaking for Maxll's equations when there are sources or sinks present inside the cloaked region. In particular,  consider nonsingular approximate invisibility cloaks based on the truncation of the singular transformations.  analyze the limit of solutions when the approximate cloaking approaches the ideal cloaking in the sense of distributions.  show that the solutions in the approximate cloaks converge to a distribution that contains Dirac's delta distribution supported on the..."}]