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We typically solve idealized problems in physics coursework. How about when we deal with real world Photonics Industry Problems, what Physics equations we will be talking of here?
Maxwell's equations are a set of fundamental equations that describe the behavior of electric and magnetic fields. These equations are used in real world photonics problems to model the propagation of electromagnetic waves and the interaction of light with matter.
Some common equations used in optics and photonics include Snell's law, the wave equation, the Fresnel equations, and the Beer-Lambert law. These equations are used to describe the behavior of light as it travels through different mediums and interacts with different materials.
Quantum mechanics equations are used in photonics to model the behavior of light at the atomic and subatomic level. These equations are essential for understanding phenomena such as quantum tunneling, which is crucial for the development of technologies such as transistors and lasers.
Yes, complex mathematical equations can be simplified for practical use in photonics. Many real world problems require the use of advanced mathematical techniques, but for practical applications, simplified versions of these equations can be used to get accurate results.
Computational methods and simulations are essential tools in solving physics equations for photonics problems. They allow for the rapid testing of different parameters and scenarios, and can provide more accurate results than theoretical calculations alone.