-
1 basic geometry of bridges
- basic geometry of bridges
- n
Англо-русский строительный словарь. — М.: Русский Язык. С.Н.Корчемкина, С.К.Кашкина, С.В.Курбатова. 1995.
Англо-русский словарь строительных терминов > basic geometry of bridges
-
2 basic geometry of bridges
Строительство: основные геометрические размеры мостовУниверсальный англо-русский словарь > basic geometry of bridges
-
3 basic geometry of bridges
Англо-русский строительный словарь > basic geometry of bridges
-
4 geometry
- geometry
- n1. геометрия
2. геометрические характеристики; геометрическая форма; внешнее очертание предмета
3. линейные размеры
- geometry of parts
- geometry of shells
- geometry of specimens
- geometry of structural forms
- geometry of structure
- as-designed geometry
- axisymmetric geometry
- basic geometry
- basic geometry in elevation
- basic geometry in plan
- basic geometry of bridges
- cable geometry
- flow geometry
- hydraulic geometry
- imperfect geometry
- modified geometry
- structural geometry
Англо-русский строительный словарь. — М.: Русский Язык. С.Н.Корчемкина, С.К.Кашкина, С.В.Курбатова. 1995.
-
5 geometry
1. геометрия2. геометрические характеристики; геометрическая форма; внешнее очертание предмета3. линейные размерыgeometry of structure — геометрическая схема сооружения; геометрические характеристики конструкции
as-designed geometry — геометрическая форма конструкции, полностью отвечающая проекту
axisymmetric geometry — осесимметричное очертание, симметричный контур
hydraulic geometry — графики зависимостей между различными гидравлическими характеристиками для данного сечения речного русла
crevice geometry — размеры щелевого зазора; геометрия щели
-
6 geometry
- geometry of the structure - solid geometry* * *1. геометрия2. геометрические характеристики; геометрическая форма; внешнее очертание предмета3. линейные размеры- geometry of parts
- geometry of shells
- geometry of specimens
- geometry of structural forms
- geometry of structure
- as-designed geometry
- axisymmetric geometry
- basic geometry
- basic geometry in elevation
- basic geometry in plan
- basic geometry of bridges
- cable geometry
- flow geometry
- hydraulic geometry
- imperfect geometry
- modified geometry
- structural geometry -
7 Clark, Edwin
SUBJECT AREA: Civil engineering[br]b. 7 January 1814 Marlow, Buckinghamshire, Englandd. 22 October 1894 Marlow, Buckinghamshire, England[br]English civil engineer.[br]After a basic education in mathematics, latin, French and geometry, Clark was articled to a solicitor, but he left after two years because he did not like the work. He had no permanent training otherwise, and for four years he led an idle life, becoming self-taught in the subjects that interested him. He eventually became a teacher at his old school before entering Cambridge, although he returned home after two years without taking a degree. He then toured the European continent extensively, supporting himself as best he could. He returned to England in 1839 and obtained further teaching posts. With the railway boom in progress he decided to become a surveyor and did some work on a proposed line between Oxford and Brighton.After being promised an interview with Robert Stephenson, he managed to see him in March 1846. Stephenson took a liking to Clark and asked him to investigate the strains on the Britannia Bridge tubes under various given conditions. This work so gained Stephenson's full approval that, after being entrusted with experiments and designs, Clark was appointed Resident Engineer for the Britannia Bridge across the Menai Straits. He not only completed the bridge, which was opened on 19 October 1850, but also wrote the history of its construction. After the completion of the bridge—and again without any professional experience—he was appointed Engineer-in-Chief to the Electric and International Telegraph Company. He was consulted by Captain Mark Huish of the London \& North Western Railway on a telegraphic system for the railway, and in 1853 he introduced the Block Telegraph System.Clark was engaged on the Crystal Palace and was responsible for many railway bridges in Britain and abroad. He was Engineer and part constructor of the harbour at Callao, Peru, and also of harbour works at Colón, Panama. On canal works he was contractor for the marine canal, the Morskoy Canal, in 1875 between Kronstadt and St Petersburg. His great work on canals, however, was the concept with Edward Leader Williams of the hydraulically operated barge lift at Anderton, Cheshire, linking the Weaver Navigation to the Trent \& Mersey Canal, whose water levels have a vertical separation of 50 ft (15 m). This was opened on 26 July 1875. The structure so impressed the French engineers who were faced with a bottleneck of five locks on the Neuffossée Canal south of Saint-Omer that they commissioned Clark to design a lift there. This was completed in 1878 and survives as a historic monument. The design was also adopted for four lifts on the Canal du Centre at La Louvière in Belgium, but these were not completed until after Clark's death.JHB
См. также в других словарях:
Algebraic geometry — This Togliatti surface is an algebraic surface of degree five. Algebraic geometry is a branch of mathematics which combines techniques of abstract algebra, especially commutative algebra, with the language and the problems of geometry. It… … Wikipedia
mining — /muy ning/, n. 1. the act, process, or industry of extracting ores, coal, etc., from mines. 2. the laying of explosive mines. [1250 1300; ME: undermining (walls in an attack); see MINE2, ING1] * * * I Excavation of materials from the Earth s… … Universalium
Boeing B-29 Superfortress — This article is about the WWII heavy bomber. For other meanings, see B29 (disambiguation). B 29 Superfortress A USAAF B 29 Superfortress … Wikipedia
Topology — (Greek topos , place, and logos , study ) is the branch of mathematics that studies the properties of a space that are preserved under continuous deformations. Topology grew out of geometry, but unlike geometry, topology is not concerned with… … Wikipedia
Western architecture — Introduction history of Western architecture from prehistoric Mediterranean cultures to the present. The history of Western architecture is marked by a series of new solutions to structural problems. During the period from the… … Universalium
Список награждённых Национальной медалью науки США — Джошуа Ледерберг (справа) получает Национальную медаль науки из рук Президента США Джорджа Буша старшего Список … Википедия
Mathematics and art — have a long historical relationship. The ancient Egyptians and ancient Greeks knew about the golden ratio, regarded as an aesthetically pleasing ratio, and incorporated it into the design of monuments including the Great Pyramid,[1] the Parthenon … Wikipedia
Europe, history of — Introduction history of European peoples and cultures from prehistoric times to the present. Europe is a more ambiguous term than most geographic expressions. Its etymology is doubtful, as is the physical extent of the area it designates.… … Universalium
analysis — /euh nal euh sis/, n., pl. analyses / seez /. 1. the separating of any material or abstract entity into its constituent elements (opposed to synthesis). 2. this process as a method of studying the nature of something or of determining its… … Universalium
Geography Markup Language — A vector map, with points, polylines and polygons. Filename extension .gml or .xml Internet media type application/gml+xml[1 … Wikipedia
Graduate Texts in Mathematics — (GTM) is a series of graduate level textbooks in mathematics published by Springer Verlag. The books in this series, like the other Springer Verlag mathematics series, are small yellow books of a standard size. This particular series is easily… … Wikipedia
