6 edition of **Electromagnetic modeling of composite metallic and dielectric structures** found in the catalog.

- 30 Want to read
- 35 Currently reading

Published
**2002** by Artech House in Boston .

Written in English

- Dielectric devices -- Mathematical models,
- Metallic composites -- Electric properties -- Mathematical models,
- Electromagnetic waves -- Mathematical models,
- Moments method (Statistics)

**Edition Notes**

Includes bibliographical references and index

Statement | Branko M. Kolundzija, Antonije R. Djordjević |

Series | Artech House antennas and propagation library |

Contributions | Djordjević, A. R |

Classifications | |
---|---|

LC Classifications | TK7872.D53 K65 2002 |

The Physical Object | |

Pagination | xii, 408 p. : |

Number of Pages | 408 |

ID Numbers | |

Open Library | OL17064113M |

ISBN 10 | 0890063605 |

LC Control Number | 2002027962 |

Explorations of artificial materials for manipulating electromagnetic waves began at the end of the 19th century. Some of the earliest structures that may be considered metamaterials were studied by Jagadish Chandra Bose, who in researched substances with chiral properties. Karl Ferdinand Lindman studied wave interaction with metallic helices as artificial chiral media in the early. Interests: electromagnetic propagation in lossy media, mobile telecommunication, 2G, 3G, 4G, 5G wireless access engineering, nanocomposites, electromagnetic shielding structures, radar absorbing structures, dielectric characterization of materials, electromagnetic measurement in reverberation chamber, electromagnetic measurement with. The book is organized around three main topic areas: The propagation, reflection, and transmission of plane waves, and the analysis and design of multilayer films. Waveguiding systems, including metallic, dielectric, and surface waveguides, transmission lines, impedance matching, and S-parameters.

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Electromagnetic Modeling of Composite Metallic and Dielectric Structures [Branko Kolundzija, Antonije Djordjevic] on *FREE* shipping on qualifying offers.

Electromagnetic Modeling of Composite Metallic and Dielectric StructuresCited by: Electromagnetic modeling of composite metallic and dielectric structures Branko Kolundzija, Antonije Djordjevic This practical new resource provides you with a much wider choice of analytical solutions to the everyday problems you encounter in electromagnetic modeling.

Electromagnetic modeling of composite metallic and dielectric structures. — (Artech House antennas and propagation library) 1. Metallic composites—Computer simulation 2. Dielectrics—Computer simulation 3. Electromagnetic fields—Mathematical models I. Title II. Djordjevic´,A. ’6 ISBN Cover design by Igor Valdman.

WIPL-D: Electromagnetic Modeling of Composite Metallic and Dielectric Structures - Software and User's Manual [Kolundzija, Branko, Ognjanovic, Jovan S., Sakar, Tapan K.] on *FREE* shipping on qualifying offers.

WIPL-D: Electromagnetic Modeling of Composite Metallic and Dielectric Structures - Software and User's ManualAuthors: Branko Kolundzija, Jovan S. Ognjanovic, Tapan K. Sakar. Get this from a library.

Electromagnetic modeling of composite metallic and dielectric structures. [Branko M Kolundžija; A R Djordjević] -- Annotation This practical, new book provides a much wider choice of analytical solutions to problems faced by antenna design engineers and researchers working in electromagnetic modeling.

Based on. Electromagnetic modeling of composite metallic and dielectric structures Abstract: A new, general, and very efficient method for analysis of arbitrary composite metallic and dielectric structures, based on the PMCHW formulation and Galerkin method, is presented in this paper.

Flexible geometrical modeling is performed by isoparametric surfaces. Branko M. Kolundzija Branko Kolundzija is a professor in the department of electrical engineering at the University of Belgrade, Serbia, where he received his Ph.D.

He is the coauthor of Electromagnetic Modeling of Composite Metallic and Dielectric Structures (Artech House, ). He is. Electromagnetic Modeling of Composite Metallic and Dielectric Structures Inclusion of KCL into Basis Functions Combined Polynomial and Trigonometric Expansions Quasistatic Treatment of Wire Ends and Interconnections Basis Functions in Terms of Simplex Coordinates Approximation of Currents over Generalized.

Starting from equivalence theorem any composite metallic and dielectric structure can be analyzed by using SIE (Surface Integral Equation). Such integral equations are usually solved by MOM (Method Of Moments).

Most of the existing MOM methods for solving SIE are developed for BORs (Bodies Of Revolution). There are only few such methods that can handle structure of arbitrary shape. Fabrication and realistic modeling of three-dimensional metal-dielectric composites Mark D. Thoreson,a,b Jieran Fang,a Alexander V.

Kildishev,a Ludmila J. Prokopeva,c Piotr Nyga,d Uday K. Chettiar,e Vladimir M. Shalaev,a and Vladimir P. Dracheva aPurdue University, Birck Nanotechnology Center and School of Electrical and Computer Engineering, West State Street, West Lafayette.

In this book, we present an efficient and unified approach to the electromagnetic modeling of practically arbitrary composite metallic and dielectric structures in the frequency domain. This approach is based on the method of moments (MoM), a general technique for solving numerical problems of electromagnetic fields.

Modern design procedure of antennas, microwave components and EMC facilities usually includes full wave analysis of composite metallic and dielectric structures in frequency domain. One of the methods that can be used for such full wave analysis is method of moments (MoM) applied to surface integral equations (SIEs).

Similar to a conventional all-metal disc-loaded waveguide (model-4), the structure periodicity is the most effective parameter for tailoring the dispersion characteristics of the structure with dielectric discs between the metal discs (model-6), for the TE 01 and TE 02 modes, more for the latter.

The transparent metallic structure is composed of a stack of alternating layers of a metal and a dielectric material, such that the complex index of refraction alternates between a high and a low. 2D and Quasi-2D Composite and Nanocomposite Materials: Theory, Properties and Photonic Applications covers the theory, characterization and computational modeling of 2D composite materials and shows how they are used for the creation of materials for 3D structures.

The book. The contact-region modeling (CRM) technique is introduced to conveniently model an arbitrary composite electromagnetic structure as a combination of relatively simple single regions. Electromagnetic Modeling Of Composite Metallic And Dielectric Structures. Source: WIPL-D.

This application note presents the design process of three filter models that are designed and analyzed with the WIPL-D software.

This paper walks through the process of modeling these filters and why 3D analysis is important for calculating the most. Electromagnetic modeling of composite metallic and dielectric structures Kolundzija, B.

Abstract. Publication: IEEE Transactions on Microwave Theory Techniques. Pub Date: July DOI: / Bibcode: ITMTTK full text sources.

Publisher. A design °owchart for multilayered shielding structures made of composite materials is shown in Figure 1. The S.E. of electromagnetic structures made of composite panels with slots and apertures can be evaluated using 3D full-wave numerical modeling tools.

The frequency-dependent properties of composite materials can be loaded into the. "For contributions to electromagnetic modeling of composite metallic and dielectric structures" Jin Fa Lee "For contributions to computational electromagnetics" Qing Huo Liu "For contributions to computational electromagnetics and to subsurface sensing.

As shown in Fig. 9, the AMC structure is a composite conducting-dielectric object with multiscale structures, which will cause multiscale grids.

The total unknown is with for dielectric part and for PEC part. for: m=0,\pm 1, \pm 2, For m=0, this reduces to Snell’s law, as \beta_{m\ne0}, if the difference in path lengths equals an integer number of wavelengths in vacuum, then there is constructive interference and a beam of order m is diffracted by angle \beta_{m}.Note that there need not be equal numbers of positive and negative m-orders.

Electromagnetic modeling of composite metallic and dielectric structures By Branko Kolundzija and Antonije R Djordjevic Topics: Engineering. of modeling extremely large scale composite materials (with up to 1 million strongly interacting metal or dielectric particles).

This capability is crucial in order to study the electromagnetic response of large scale inhomogeneous (fractal) films and bulk composites at critical concentrations (percolation). The developed numerical method is. In a lossless non-magnetic biaxial material, the three principal refractive indices are, a uniaxial material, it is common practice to write and, where and are the ordinary and extraordinary refractive indices, respectively.

Hyperbolic metamaterials are extremely anisotropic uniaxial electromagnetic materials, which behave like a metal in one direction and like a dielectric in the. By designing this structure, the electromagnetic properties can be tailored for potential applications in novel devices. Here, molecular dynamics of polymer matrices and nanocomposites is analyzed by parametric modeling of their dielectric spectra, supporting design of a composite with desired electromagnetic properties.

@article{osti_, title = {Radiation induced electrical current and voltage in dielectric structures. Physical sciences research papers}, author = {Frederickson, A R}, abstractNote = {A computational technique has been developed in one dimension for prediction of radiation-induced electrical currents and electrostatic fields in metal-dielectric slab structures.

From the composite structure, we have proposed a new multi-layer structure with three layers (1, 3 and 5) display the same characteristic 60 fibres (TiF) with conductivity σ=*10 6 S/m, at mm radius dispersed in a dielectric layer (Si) a ɛ= with mm thick.

The three layers are separated via silicon (Si) at 1 mm thick, as shown. The capability of composite materials to shield electromagnetic fields is coherently associated with their dielectric properties in a wide frequency band.

The method of impedance spectroscopy allows one to connect the measured frequency characteristics with the physical structure of tested material and the alternations in the structure.

The MGA model can be used to calculate the frequency-dependent effective permittivity of composite structures with aligned cylindrical inclusions from their geometrical parameters [15,36,37]. The present study deals with aligned inclusions.

of the the main assumptionof the e!ective medium theory fails for the frequency range corresponding to the plasmon resonance in the "lms. A new theory of electromagnetic "eld distribution and nonlinear optical processes in metal-dielectric composites has been developed recently [15,36}48].

The new approach is based on. structures. The numerical modeling of the mixed-dielectric and metal-dielectric composites is carried out by deﬂning the unit cells having periodicity along the plane perpendicular to the direction of propagation.

The basis of the unit cell models are the cubic bravais lattice structures widely used in the crystallography. The host material. WIPL-D Pro is a flagship product of WIPL-D software suite, extremely powerful 3D electromagnetic solver that provides fast and accurate analysis of arbitrary metallic and dielectric/magnetic structures.

Numerical kernel is based on Method of Moments with higher-order basis functions. Microstructure and dielectric properties of granular composite films P.

Sheng (Optics and Laser Technology ) Self-consistent approach to electromagnetic wave propagation in composite media: application to model granular metals D. Stroud, F.P. Pan (Physical Review B ). “ A composite cell multi-resolution time-domain technique for the design of antenna systems including electromagnetic band gap and via-array structures,” IEEE Trans.

Antennas Propagat., vol. 53, no. 8, –10, August In one embodiment, they are periodic dielectric structures that forbid propagation of electromagnetic waves in a certain frequency range.

They have alternating regions of high and low dielectric materials (Fig. 1) (3), designed to have an electromagnetic stop-band at a desired frequency and in a desired direction (4).

Multi-layer, metallo-dielectric structures (screens) have long been employed as electromagnetic band filters, either in transmission or in reflection modes.

Here we study the radiation energy not transmitted or reflected by these structures (trapped radiation, which is denoted—absorption).

The trapped radiation leads to hot surfaces. In these bi-layer screens, the top (front) screen is made. The present work aims at building up a full‐wave computational model of electromagnetic nondestructive testing of composite materials produced by stacking up dielectric slabs one over the other.

In each such dielectric slab, a periodic array of infinite cylindrical fibers is embedded. Abstract: Two types of generalized characteristic-mode (CM) formulations are proposed for the modal analysis of composite structures with arbitrarily metallic-dielectric combinations.

The contact-region modeling (CRM) technique is introduced to conveniently model an arbitrary composite electromagnetic (EM) structure as a combination of relatively simple single region. Moreover, a lower dielectric constant will be favored to restrict the impedance mismatch at the interface between air and surface samples and thus to restrict the electromagnetic wave reflectivity at this interface.

The composite material then provides a high absorption level: from 5 dB/cm at 4 GHz to 16 dB/cm at 18 GHz. Three dimensional composite The simple three-dimensional model of the composite material is created by a lossy metallic grid (copper grid).

The grid is made from the wire of the diameter mm. Cells of the grid are of the dimensions mm × mm. The grid is rotated for 45 degrees. The metallic grid is covered by the lossy dielectrics.

This work presents the results of computer modeling and experimental measurements of microwave transmission properties for one-dimensional periodic multi-layered photonic structures (PCs), composed of epoxy layers and composite layers filled with nanocarbon particles—multi-walled carbon nanotubes and graphite nanoplatelets.

The results show that the characteristics of observed photonic .Graphical abstract: A resistor–capacitor model could well describe the relationships between the structure and the dielectric properties, electromagnetic interference shielding and microwave-absorption of the composites in the frequency range of 2–18 GHz.