Theoretical study of Maxwell's equations in nonlinear optics

@inproceedings{Jufriansah2020TheoreticalSO,
  title={Theoretical study of Maxwell's equations in nonlinear optics},
  author={Adi Jufriansah and Arief Hermanto and Moh Toifur and Erwin Prasetyo},
  year={2020}
}

Angular engineering strategy of an additional periodic phase for widely tunable phase-matched deep-ultraviolet second harmonic generation

Manipulation of the light phase lies at the heart of the investigation of light-matter interactions, especially for efficient nonlinear optical processes. Here, we originally propose the angular

References

SHOWING 1-10 OF 11 REFERENCES

Maxwell’s Equations and the Principles of Electromagnetism

1. Introduction. 2. Vector field theory. 3. Time-independent Maxwell's equations. 4. Time-dependent Maxwell's equations. 5. Electrostatics. 6. Dielectric and magnetic media. 7. Magnetic induction. 8.

Electromagnetism: Maxwell Equations, Wave Propagation and Emission

This book deals with electromagnetic theory and its applications at the level of a senior-level undergraduate course for science and engineering. The basic concepts and mathematical analysis are

Density Matrix Theory and Applications

— 70°C (1 Hz) in PE (auf S. 245 wird von -20 °C bei derselben Frequenz gesprochen) als Glasübergang der amorphen Bereiche des PE anzusehen ist, der (als Maximum des tan oder G") deutlicher

Linear and Nonlinear Waves

Keywords: ondes ; chocs ; onde de : choc Reference Record created on 2005-11-18, modified on 2016-08-08

Quantum theory of coherent transverse optical magnetism

Density matrix theory is presented to explain recent experimental observations of intense optically induced magnetism due to a “mixed” type of nonlinearity proportional to the product of the

Analytical expression for a post-quench time evolution of the one-body density matrix of one-dimensional hard-core bosons

We apply the logic of the quench action to give an exact analytical expression for the time evolution of the one-body density matrix after an interaction quench in the Lieb–Liniger model from the