Results 221 to 230 of about 30,780 (260)
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Journal of Combinatorial Designs, 2000
Let \(G_1,G_2,\dots, G_r\) (called groups) be a partition \(G\) of a set of points \(V\), and \(B^*\) be a collection of subsets (called blocks) of \(V\). A triple \((V,G,B^*)\) is called a group-divisible design (GDD) if \(|G_i\cap B|\leq 1\) for all \(G_i\in G\) and \(B\in B^*\) and for any two points \(x\), \(y\) from distinct groups there is only ...
Fronček, Dalibor, Meszka, Mariusz
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Let \(G_1,G_2,\dots, G_r\) (called groups) be a partition \(G\) of a set of points \(V\), and \(B^*\) be a collection of subsets (called blocks) of \(V\). A triple \((V,G,B^*)\) is called a group-divisible design (GDD) if \(|G_i\cap B|\leq 1\) for all \(G_i\in G\) and \(B\in B^*\) and for any two points \(x\), \(y\) from distinct groups there is only ...
Fronček, Dalibor, Meszka, Mariusz
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Transverse holographic optical interconnect design
Applied Optics, 1994The design of A new type of planar optical interconnect, the transverse holographic waveguide, is described. With this type of interconnect a one-dimensional input light distribution is converted into a one-dimensional output light distribution by holographic patterning along the direction of the optical wave propagation.
S C, Tsay, H, Grebel
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On Transverse Vibration of a Composite Flywheel with Optimum Design
ZAMM - Journal of Applied Mathematics and Mechanics / Zeitschrift für Angewandte Mathematik und Mechanik, 1995The transverse vibration of a variable composite flywheel is investigated using the Rayleigh-Ritz approach.
GÜVEN, UĞUR, ÇELİK, AHMET
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The design of transverse filters and their use in visual electrograms
Computer Methods and Programs in Biomedicine, 1987The subject under study is a digital filtering method which combines the advantages of both theoretical precision and great flexibility of use. This method has enabled us to develop transverse filters which respect the principle of causality and offer a fast and simple solution in the filtering of electrophysiological potentials.
J Y, Boire, J, Max, R, Alfieri
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1975
A design is a pair (X,B) where X is a finite set of points and B is a family of not necessarily distinct- subsets Bi (called blocks) of X.
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A design is a pair (X,B) where X is a finite set of points and B is a family of not necessarily distinct- subsets Bi (called blocks) of X.
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Transversal designs associated with frobenius groups
Journal of Geometry, 1981To any Frobenius group G (of degree s, with Frobenius complement of order k) we associate an (s,k) -transversal design Δ(G) which admits G as a point-regular collineation group. Δ(G) is in fact also a dual translation net and furthermore admits a flag-regular collineation group. Also, Δ(G) has two orthogonal resolutions.
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Transversal dielectric resonator filter design
Proceedings of 8th Mediterranean Electrotechnical Conference on Industrial Applications in Power Systems, Computer Science and Telecommunications (MELECON 96), 2002This article describes a transversal dielectric resonator (D.R.) filter and the procedure which can be applied to design this device starting from the synthesis of conventional filter. An example of a three poles transversal structure is presented. The result is compare to a rigorous analyse using the three dimensional finite element method.
D. Chaimbault, S. Verdeyme, P. Guillon
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The new product design ‐ a transverse approach
Journal of Engineering Design, 2000In this paper we introduce our approach on the new product design. It is followed by a definition of the designer's knowledge and experience. The first part defines the building blocks of our global approach and its positioning. The main part deals with our design approach, composed of four phases.
Améziane Aoussat +2 more
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The Limit Design of a Transversely Loaded Square Grid
Journal of Applied Mechanics, 1952Abstract An earlier paper discussed the derivation of a breakdown criterion for beams subjected to combined bending and torsion. The present paper deals with the limit design of grids, formed by two sets of parallel beams intersecting at right angles, subjected to transverse loading at the joints.
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On translation transversal designs
1985A finite incidence structure \({\mathcal J}\) is called a transversal translation design (TTD) if it admits (1.) a partition of the point set into classes such that (i) any two points of different classes are joined by a unique block; (ii) any two points of the same class are not joined by a block; (iii) each block meets each point class; and (2.) a ...
BILIOTTI, Mauro, G. Micelli
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