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FEA Modeling of High-Q Photonic Crystal Nanocavities for On-Chip Sensing

Photonic crystal nanocavities (PCNCs) have revolutionized the field of integrated photonics by enabling ultra-high quality factor ($Q$) resonators for various applications, including optical sensing, nonlinear optics, and quantum information processing. The design and optimization of high-$Q$ photonic crystal nanocavities require advanced computational modeling techniques, among which Finite Element Analysis (FEA) stands out due to its […]

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Ring-core fibers for OAM transmission

Ring-core fibers (RCFs) are a specialized type of optical fiber designed to support orbital angular momentum (OAM) modes, which have gained significant attention in optical communication, quantum information processing, and high-capacity data transmission. Unlike conventional step-index fibers, RCFs possess a refractive index profile with a core that is shaped like a ring rather than a […]

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Tamm-Plasmon-Polariton Biosensor

IntroductionTamm-plasmon-polaritons (TPPs) are optical surface states that arise at the interface between a metallic film and a photonic crystal (PC). Unlike traditional surface plasmon polaritons (SPPs), which require specific conditions for excitation (such as total internal reflection in a prism-coupled system), TPPs can be directly excited in normal incidence configurations, making them ideal for biosensing […]

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Temperature sensors based on 1D PhC

Temperature sensors based on one-dimensional (1D) topological photonic crystals (TPCs) represent an advanced class of optical sensors with high sensitivity and robustness against external perturbations. These sensors leverage the unique properties of topological edge states in photonic bandgap structures, offering advantages in precision, stability, and resilience to defects. Introduction to Topological Photonic CrystalsTopological photonic crystals […]

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Photonic crystals sensor using TMM

Photonic crystals (PhCs) are periodic dielectric structures that affect the motion of photons in much the same way that the periodic potential in a semiconductor crystal affects electrons. The ability of photonic crystals to create photonic band gaps (PBGs) has led to numerous applications, including optical filters, waveguides, and more recently, sensors. Among the various […]

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Discussion on Effective Area in Optical Fibers

In optical fiber physics and waveguide theory, the effective area ($A_{\text{eff}}$) is a crucial parameter that characterizes the spatial confinement of an optical mode. It plays a significant role in determining nonlinear effects, optical damage thresholds, and mode propagation properties. In this article, we will systematically derive the expression for the effective area used in […]

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large effective area in photonics

The concept of large effective area in photonics plays a crucial role in various applications, particularly in optical fiber communications, high-power laser systems, nonlinear optics, and supercontinuum generation. The effective area ($A_{\text{eff}}$) of an optical waveguide defines the spatial confinement of the optical mode and is a key parameter influencing nonlinearity, optical damage threshold, and […]

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Top Tools and Devices for Quantum Dot Simulations

Quantum dots (QDs) are semiconductor nanostructures that exhibit unique electronic and optical properties due to quantum confinement. Researchers rely on advanced simulation tools and specialized devices to model their behavior accurately. This article explores the top tools and devices used in quantum dot simulations, ranging from computational software to experimental hardware. 1. Computational Tools for […]

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Laser Ablation Modelling Using FEA

Laser ablation is a process in which a high-intensity laser beam removes material from a solid surface through various thermophysical mechanisms, including melting, vaporization, and plasma formation. Understanding and modeling laser ablation using Finite Element Analysis (FEA) requires solving complex heat transfer and phase transition equations to capture the dynamic response of the material under […]

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Maxwell’s Equations : Physical Interpretation and Meaning

Maxwell’s equations form the foundation of classical electromagnetism, providing a rigorous mathematical framework for understanding the interaction of electric and magnetic fields. These equations, formulated by James Clerk Maxwell in the 19th century, unified the concepts of electricity and magnetism into a single theory, leading to groundbreaking discoveries, including the prediction of electromagnetic waves. The […]