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Thin-Film Optical Filters, Fourth Edition

In addition to anti-reflection coatings, thin-film optical filters are used as cold mirrors and laser mirrors. The development of lasers also led to the creation of essential optical thin films. Several applications have been made possible by these films, including laser mirrors and beam splitters. Optical filters with more than one hundred thin-film layers have been used as key components in optical communications systems visit this website

Optical coatings

THIN-FILM OPTICAL FILTER is an important part of various optical systems. The coatings on thin-film filters affect the transmission of light. The polarization state of incoming light has a direct influence on the design and performance of optical coatings. In general, the polarization state of incoming light is specified with reference to the reflecting surface. In addition, rays incident on and reflected from a surface define the plane of incidence. In polarization terms, the rays have two different directions: spherical and circular. Intermediate polarization states are defined by the vector sum of p and s components.

Dielectric mirror stacks

The production of Dielectric mirrors combines the advantages of a thin-film substrate with the refractory properties of a conventional holographic mirror. These materials have many applications in the optical industry, and improved techniques have made the production of high-quality mirrors affordable. Common dielectric mirror materials are magnesium fluoride, silicon dioxide, tantalum pentoxide, titanium dioxide, and zinc sulfide.


Thin-Film Optical Filters, Fourth Edition

Reflective designs

A new edition of Thin-Film Optical Filters, Fourth Edition, provides an overview of thin-film optical filters and a detailed introduction to the material. This comprehensive text covers topics including design and manufacture, performance, and numerical optimization. New chapters on metal film optics and phase-change materials are included, as are numerous numerical examples and worked examples. With a focus on cutting-edge technology, this new edition is an essential resource for engineers and students studying thin-film optics.

Multiband designs

The design methods described in this book may be useful as starting designs in computer algorithms. Some commercially available thin-film design software produces designs without specifying a starting design or specified layers. The algorithms simply add layers of selected materials until the desired spectral performance is achieved. Having a good starting design minimizes the effort and time required to produce the final design. The design methods are expected to achieve performance specifications and may even produce stopbands for certain applications.

Customized designs

Optical Thin Film Filters are produced by the vacuum deposition of multilayer dielectric coatings on a variety of substrates, including glass, semiconductor, and organic materials. The selection of dielectric materials and substrates is based on the wavelength region of interest. Optical Thin Film Filters are available in many shapes and sizes and can accommodate tunable filters and challenging technical requirements.

CW-stimulated emission depletion (STED) microscope

The CW-stimulated emission depleting (STED) microscope combines a diffraction-limited excitation light with a red-shifted doughnut-shaped phase plate. The red-shifted beam de-excites fluorescent marker molecules, reducing their emission. As a result, the STED microscope’s image resolution can be improved. The STED microscope’s confocal effect is particularly useful for studying the structure of molecules in the living environment.

Tilted dielectric coatings

The design and performance of thin film optical filters with tilted dielectric coats depends largely on the polarization state of incoming light. The polarization state is specified in terms of the direction and magnitude of reflected rays and is expressed with reference to the reflecting surface. Rays incident on and reflected from a surface are said to be p-polarized or s-polarized. Intermediate polarization states are defined by the vector sum of the s and p-polarization components.