Introduction to Optical Components - Simone Malacrida - E-Book

Introduction to Optical Components E-Book

Simone Malacrida

0,0
2,99 €

oder
-100%
Sammeln Sie Punkte in unserem Gutscheinprogramm und kaufen Sie E-Books und Hörbücher mit bis zu 100% Rabatt.
Mehr erfahren.
Beschreibung

The following topics are presented in this book: dielectric waveguides, flat plate and guided propagation acousto-optic and electro-optic modulators optical amplifiers optical gratings lasers

Das E-Book können Sie in Legimi-Apps oder einer beliebigen App lesen, die das folgende Format unterstützen:

EPUB

Veröffentlichungsjahr: 2023

Bewertungen
0,0
0
0
0
0
0
Mehr Informationen
Mehr Informationen
Legimi prüft nicht, ob Rezensionen von Nutzern stammen, die den betreffenden Titel tatsächlich gekauft oder gelesen/gehört haben. Wir entfernen aber gefälschte Rezensionen.



Simone Malacrida

Introduction to Optical Components

BookRix GmbH & Co. KG81371 Munich

Table of Contents

Table of Contents

"Introduction to Optical Components”

INTRODUCTION

THE GUIDES AND THE FLAT SLAB

THE MODULATORS

OPTICAL AMPLIFIERS

THE GRATINGS

THE LASERS

"Introduction to Optical Components”

"Introduction to Optical Components”

SIMONE MALACRIDA

The following topics are presented in this book:

dielectric waveguides, flat plate and guided propagation

acousto-optic and electro-optic modulators

optical amplifiers

optical gratings

lasers

Simone Malacrida (1977)

Engineer and writer, has worked on research, finance, energy policy and industrial plants.

ANALYTICAL INDEX

––––––––

INTRODUCTION

––––––––

I – THE GUIDES AND THE FLAT SLAB

Introduction

The ways

Transfer function

Types of guides

Applications

The flat slab

––––––––

II - THE MODULATORS

Introduction

Physical principles

Acousto-optic modulators

Electro-optical modulators

––––––––

III - OPTICAL AMPLIFIERS

Introduction

Physical principles

Typology

––––––––

IV - THE GRATINGS

Introduction

Physical principles

Guide gratings

Fiber lattices

Property

Applications

––––––––

V - LASER

Introduction n e

Physical principles

Optical resonator

Semiconductor lasers

INTRODUCTION

INTRODUCTION

In this book, the main optical components that translate the majority of the interaction effects between electromagnetic waves and matter into technological practice are presented in a summary way.

The importance of these components has grown in recent decades in relation to the extraordinary development of telecommunications and, in general, of the entire information technology sector.

On the other hand, basic physics had already highlighted the main characteristics of lasers and optical components since the 1960s, perfecting the physics of matter, solid state and semiconductors.

As such, this book certainly does not claim to be exhaustive or to cover notions that range between different technological university courses.

Rather, the intent is to focus on the physical mechanisms and underlying equations of those components.

For this reason, the contents of this manual are suitable for those who already have an understanding of mathematics, physics and technology at the university level.

I

THE GUIDES AND THE FLAT SLAB

THE GUIDES AND THE FLAT SLAB

Introduction

––––––––

A dielectric waveguide is a component in which a given electromagnetic wave is able to propagate in a particular direction while remaining confined in a limited portion of the plane, transverse to the same direction of propagation.

This is the concept of guided propagation , the basis of all optical and electro-optical components.

The physical mechanisms underlying this propagation reside in the particularity of some materials, called dielectrics, for which there is a different electrical permittivity in the various directions and, at the same time, there is a phenomenon of total reflection.

Under these conditions, Maxwell's equations governing the electromagnetic wave manage to define self-sustaining functions, the so-called modes .

The ways

––––––––

We consider a cylindrical structure in the z direction.

Maxwell's equations can be expressed as: