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Lattice

- Noun

Any work of wood or metal, made by crossing laths, or thin strips, and forming a network; as, the lattice of a window; -- called also latticework.

- Noun

The representation of a piece of latticework used as a bearing, the bands being vertical and horizontal.

- Verb i.

To close, as an opening, with latticework; to furnish with a lattice; as, to lattice a window.

- Verb i.

To make a lattice of; as, to lattice timbers.


More related articles

  • Lattice

    Lattice may refer to:

  • Lattice gas automaton

    Lattice gas automata (LGA), or lattice gas cellular automata, are a type of cellular automaton used to simulate fluid flows. They were the precursor to the lattice Boltzmann methods. From lattice gas automata, it is possible to derive the macroscopic Navier-Stokes equations. Interest in lattice gas automaton methods levelled off in the early 1990s, as the interest in the lattice Boltzmann started to rise.

  • Lattice word

    In mathematics, a lattice word (or lattice permutation) is a string composed of positive integers, in which every prefix contains at least as many positive integers i as integers i + 1.

  • Lattice Semiconductor

    Lattice Semiconductor

    Lattice Semiconductor Corporation is an American manufacturer of high-performance programmable logic devices ( FPGAs, CPLDs, & SPLDs). Founded in 1983, the company employs about 700 people and has annual revenues of around $300 million, with Darin Billerbeck as the chief executive officer. The Oregon -based company is the number three ranked company in world market share for field programmable gate array (FPGA) devices, and number two for CPLDs & SPLDs. The company went public in 1989 and is traded on the NASDAQ stock exchange under the symbol LSCC.

  • Niemeier lattice

    In mathematics, a Niemeier lattice is one of the 24 positive definite even unimodular lattices of rank 24, which were classified by Hans-Volker Niemeier (1973 ). Venkov (1978) gave a simplified proof of the classification. Witt (1941) has a sentence mentioning that he found more than 10 such lattices, but gives no further details. One example of a Niemeier lattice is the Leech lattice.

  • Lattice diffusion coefficient

    Lattice diffusion (also called bulk or volume diffusion) refers to atomic diffusion within a crystalline lattice. Diffusion within the crystal lattice occurs by either interstitial or substitutional mechanisms and is referred to as lattice diffusion. In interstitial lattice diffusion, a diffusant (such as C in an iron alloy), will diffuse in between the lattice structure of another crystalline element. In substitutional lattice diffusion (self-diffusion for example), the atom can only move by substituting place with another atom. Substitutional lattice diffusion is often contingent upon the availability of point vacancies throughout the crystal lattice. Diffusing particles migrate from point vacancy to point vacancy by the rapid, essentially random jumping about (jump diffusion). Since the prevalence of point vacancies increases in accordance with the Arrhenius equation, the rate of crystal solid state diffusion increases with temperature. For a single atom in a defect-free crystal, the movement can be described by the "random walk " model.

  • Lattice model

    Lattice model may refer to:

  • Lattice corneal dystrophy

    Lattice corneal dystrophy

    Lattice corneal dystrophy type, is a rare form of corneal dystrophy. It has no systemic manifestations, unlike the other type of the dystrophy, Lattice corneal dystrophy type II. Lattice corneal dystrophy was first described by Swiss ophthalmologist Hugo Biber in 1890.

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