Consider a symmetric slab waveguide (or a circular step-index fiber waveguide). If all parameters are held constant except the index of refraction difference between the core and the cladding increases, will the fraction of the energy (of the fundamental propagating mode) in the cladding regions increase, decrease, or remain the same? Explain your answer in detail.
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In this type of optical waveguide which we get after winding, the pitch angle controls the model characteristics of the optical waveguide.
When the core and cladding regions are interfaced, a total internal reflection may be created. during this whole phenomenone complete energy is reflected to return direction towards core with no energy transmitted to the cladding layer. if we talk about the refractive index of the cladding layer then it is always lowered then that of the core. with the continuity of this condition, no energy transfer takes place into the cladding layer.
TE TE TE Exponential decay Cladding nI Harmonic variation Core n IExponential | decay Cladding
Consider a symmetric slab waveguide (or a circular step-index fiber waveguide). If all parameters are held...
Electromagnetic waves propagating between boundaries -wave guides. Please answer step by step (b) Assuming in a symmetric step-index planar waveguide, the guide layer has a refractive index ni and the cladding slabs have a refractive index n2, Both ni and n2 are constant (independent of wavelength), and ni >n2. Derive equations, logic steps and draw plots that determine the propagation modes (TE and TM) in the guide (b) Assuming in a symmetric step-index planar waveguide, the guide layer has a...
Consider a step index single mode fiber with a length of 100km. The core index being 1.46, and the cladding index 1.45 and a loss of .20dB/km at a wavelength of 1550nm. The dispersion coeffcient of this fiber at 1550nm is D = 1.5. For a high speed data with .8nm spectral width what is the group velocity delay?
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