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make+calculations

  • 121 оправдываться оправд·ываться

    оправдываться перед кем-л. — to make excuses to smb.

    расходы оправдались — it was worth the expenses, the expense was worth it

    2) юр.

    Russian-english dctionary of diplomacy > оправдываться оправд·ываться

  • 122 обсчитываться

    св - обсчита́ться
    to make a mistake in calculations, to miscount

    Русско-английский учебный словарь > обсчитываться

  • 123 в уме

    разг.
    1) (мысленно, не записывая (считать, подсчитывать, решать и т. п.)) make a quick mental reckoning; do it in one's head

    Эдвард быстро прикинул в уме: "Сто семьдесят плюс сто двадцать - двести девяносто тысяч..." (Н. Островский, Рождённые бурей) — Edward made a quick mental reckoning: 'A hundred and seventy plus a hundred and twenty - two hundred and ninety thousand...'

    Чуликов - студент из Москвы, и никто лучше него не делает расчёты для стрельбы: без всяких таблиц мгновенно соображает в уме и никогда не ошибается. (В. Тендряков, День, вытеснивший жизнь) — Chulikov was a student from Moscow, and no one could match him at making calculations for the guns. He did it all in his head without a single table and without a single mistake.

    2) (соображаешь, что делаешь, говоришь и т. п.?!) are you in your right mind?; have you taken leave of your senses?; you are mad (crazy)!

    - Да в уме ли вы, сударь? Как? При нынешних обстоятельствах сечь казака? За что? За ошибку, от прямой и честной верности происшедшую? (С. Голубов, Багратион) — 'Have you taken leave of your senses, Sir?' continued Bagration. 'Flog a Cossack under present circumstances! What for? For a mistake committed during the honest performance of his duty?..'

    Русско-английский фразеологический словарь > в уме

  • 124 παράλογος

    A

    λόγος 1

    , IV. 1 fin.) beyond calculation, unexpected, unlooked for, ἄτοπον καὶ π. Arist. de An. 411a14 ;

    π. τι ἡ τύχη Id.Ph. 197a18

    ;

    π. ἀτυχήματα Id.Rh. 1374b7

    ;

    εὐδίαι Id.HA 599b15

    ; αἱ π. τῶν βαρβάρων ἔφοδοι casual, uncertain, Plb.2.35.6 ; strange,

    π. πόθος Palaeph.52

    ;

    π. καὶ ἀπρεπὴς βούλησις Hdn.1.16.4

    ; παράλογον, τό, an unexpected event,

    τὰ π. τῆς τύχης D.S. 17.66

    , etc.; εἴ τι σπάνιον καὶ ὡς ἐν παραλόγῳ abnormal, Thphr.CP1.3.2 (but παράλογα, over-portions of food given to guests which were not to be reckoned upon, X.Lac.5.3). Adv.

    - γως Hp.Aph.2.27

    , etc.;

    τοὺς π. δυστυχοῦντας D.27.68

    , cf. Arist.EN 1135b16 : [comp] Sup.

    - ώτατα J.BJ2.19.7

    .
    2 (

    λόγος 111

    ) beyond reason, unreasonable,

    τὰ π. καὶ ἄτοπα Plu.2.626e

    , etc.;

    ἐν παραλόγῳ ποιεῖσθαί τι App.BC2.146

    ; παράδοξα μέν, οὐ μὴν π. Cleanth. ap. Arr.Epict.4.1.173. Adv. -γως, εἰκῇ καὶ π. Plb.1.74.14, etc.
    3 Gramm., contrary to analogy or rule, irregular, A.D.Pron.27.26, al.
    4 Adv. - γως fraudulently, OGI 665.33 (Egypt, i A.D.).
    II [full] παράλογος, , as Subst., incalculable element, τοῦ πολέμου ὁ π. Th.1.78 ; πολύς, μέγας ὁ π., the event is much, greatly contrary to calculation, Id.3.16, 7.55 ; τὸν π. τοσοῦτον ποιῆσαι τοῖς Ἕλλησι τῆς δυνάμεως, i. e. so belied the calculations of the Greeks, ib.28 ; ἐν τοῖς ἀνθρωπείοις τοῦ βίου παραλόγοις by miscalculations such as men make, Id.8.24 ;

    τὸ πλείστῳ παραλόγῳ ξυμβαῖνον Id.2.61

    .

    Greek-English dictionary (Αγγλικά Ελληνικά-λεξικό) > παράλογος

  • 125 Biles, Sir John Harvard

    SUBJECT AREA: Ports and shipping
    [br]
    b. 1854 Portsmouth, England
    d. 27 October 1933 Scotland (?)
    [br]
    English naval architect, academic and successful consultant in the years when British shipbuilding was at its peak.
    [br]
    At the conclusion of his apprenticeship at the Royal Dockyard, Portsmouth, Biles entered the Royal School of Naval Architecture, South Kensington, London; as it was absorbed by the Royal Naval College, he graduated from Greenwich to the Naval Construction Branch, first at Pembroke and later at the Admiralty. From the outset of his professional career it was apparent that he had the intellectual qualities that would enable him to oversee the greatest changes in ship design of all time. He was one of the earliest proponents of the revolutionary work of the hydrodynamicist William Froude.
    In 1880 Biles turned to the merchant sector, taking the post of Naval Architect to J. \& G. Thomson (later John Brown \& Co.). Using Froude's Law of Comparisons he was able to design the record-breaking City of Paris of 1887, the ship that started the fabled succession of fast and safe Clyde bank-built North Atlantic liners. For a short spell, before returning to Scotland, Biles worked in Southampton. In 1891 Biles accepted the Chair of Naval Architecture at the University of Glasgow. Working from the campus at Gilmorehill, he was to make the University (the oldest school of engineering in the English-speaking world) renowned in naval architecture. His workload was legendary, but despite this he was admired as an excellent lecturer with cheerful ways which inspired devotion to the Department and the University. During the thirty years of his incumbency of the Chair, he served on most of the important government and international shipping committees, including those that recommended the design of HMS Dreadnought, the ordering of the Cunarders Lusitania and Mauretania and the lifesaving improvements following the Titanic disaster. An enquiry into the strength of destroyer hulls followed the loss of HMS Cobra and Viper, and he published the report on advanced experimental work carried out on HMS Wolf by his undergraduates.
    In 1906 he became Consultant Naval Architect to the India Office, having already set up his own consultancy organization, which exists today as Sir J.H.Biles and Partners. His writing was prolific, with over twenty-five papers to professional institutions, sundry articles and a two-volume textbook.
    [br]
    Principal Honours and Distinctions
    Knighted 1913. Knight Commander of the Indian Empire 1922. Master of the Worshipful Company of Shipwrights 1904.
    Bibliography
    1905, "The strength of ships with special reference to experiments and calculations made upon HMS Wolf", Transactions of the Institution of Naval Architects.
    1911, The Design and Construction of Ships, London: Griffin.
    Further Reading
    C.A.Oakley, 1973, History of a Facuity, Glasgow University.
    FMW

    Biographical history of technology > Biles, Sir John Harvard

  • 126 Small, James

    [br]
    b. c. 1742 Scotland
    d. 1793 Scotland
    [br]
    Scottish engineer who was first to apply scientific experiment and calculation to the design of ploughs.
    [br]
    James Small served his apprenticeship as a wright and blacksmith at Hutton in Berwickshire, and then travelled for a time in England. It is possible that he learned his trade from the ploughwright Pashley, who ran the "Manufactory" in Rotherham. On his return to Scotland he settled at Blackadder Mount, Berwickshire, and there began to make his ploughs. He used a spring balance to determine the draft of the plough and fashioned the mouldboard from a soft wood so that the wear would show quickly on its surface. Repeated trials indicated the best shape to be adopted, and he had his mouldboards cast at the Carron Ironworks. At trials held at Dalkeith, Small's plough, pulled by two horses, outperformed the old Scotch plough hauled by as many as eight oxen, and his ploughs were soon to be found in all areas of the country. He established workshops in Leith Walk, where he made ploughs and other implements. It was in Edinburgh in 1784 that he published Treatise on Ploughs, in which he set out his methods and calculations. He made no attempt to patent his ideas, feeling that they should be available to all, and the book provided sufficient information for it to be used by his rivals. As a result he died a poor man at the age of 52. His family were supported with a £1,500 subscription raised on their behalf by Sir John Sinclair, President of the Board of Agriculture.
    [br]
    Bibliography
    1784, A Treatise on Ploughs and Wheel Carriages.
    Further Reading
    J.B.Passmore, 1930, The English Plough, Reading: University of Reading (provides a history of plough development from the eighth century, and deals in detail with Small's work).
    AP

    Biographical history of technology > Small, James

  • 127 Zeiss, Carl

    [br]
    b. 11 September 1816 Weimar, Thuringia, Germany
    d. 3 December 1888 Jena, Saxony, Germany
    [br]
    German lens manufacturer who introduced scientific method to the production of compound microscopes and made possible the production of the first anastigmatic photographic objectives.
    [br]
    After completing his early education in Weimar, Zeiss became an apprentice to the engineer Dr Frederick Koerner. As part of his training, Zeiss was required to travel widely and he visited Vienna, Berlin, Stuttgart and Darmstadt to study his trade. In 1846 he set up a business of his own, an optical workshop in Jena, where he began manufacturing magnifying glasses and microscopes. Much of his work was naturally for the university there and he had the co-operation of some of the University staff in the development of precision instruments. By 1858 he was seeking to make more expensive compound microscopes, but he found the current techniques primitive and laborious. He decided that it was necessary to introduce scientific method to the design of the optics, and in 1866 he sought the advice of a professor of physics at the University of Jena, Ernst Abbe (1840–1905). It took Zeiss until 1869 to persuade Abbe to join his company, and two difficult years were spent working on the calculations before success was achieved. Within a few more years the Zeiss microscope had earned a worldwide reputation for quality. Abbe became a full partner in the Zeiss business in 1875. In 1880 Abbe began an association with Friedrich Otte Schott that was to lead to the establishment of the famous Jena glass works in 1884. With the support of the German government, Jena was to become the centre of world production of new optical glasses for photographic objectives.
    In 1886 the distinguished mathematician and optician Paul Rudolph joined Zeiss at Jena. After Zeiss's death, Rudolph went on to use the characteristics of the new glass to calculate the first anastigmatic lenses. Immediately successful and widely imitated, the anastigmats were also the first of a long series of Zeiss photographic objectives that were to be at the forefront of lens design for years to come. Abbe took over the management of the company and developed it into an internationally famous organization.
    [br]
    Further Reading
    L.W.Sipley, 1965, Photography's Great Inventors, Philadelphia (a brief biography). J.M.Eder, 1945, History of Photography, trans. E.Epstean, New York.
    K.J.Hume, 1980, A History of Engineering Metrology, London, 122–32 (includes a short account of Carl Zeiss and his company).
    JW / RTS

    Biographical history of technology > Zeiss, Carl

  • 128 Frames

       Here is the essence of the theory: when one encounters a new situation (or makes a substantial change in one's view of the present problem) one selects from memory a substantial structure called a frame. This is a remembered framework to be adapted to fit reality by changing details as necessary.
       A frame is a data-structure for representing a stereotyped situation, like being in a certain kind of living room, or going to a child's birthday party. Attached to each frame are several kinds of information. Some of this information is about how to use the frame. Some is about what one can expect to happen next. Some is about what to do if these expectations are not confirmed.
       We can think of a frame as a network of nodes and relations. The "top levels" of a frame are fixed, and represent things that are always true about the supposed situation. The lower levels have many terminals"slots" that must be filled by specific instances or data.... Collections of related frames are linked together into frame systems. The effects of important actions are mirrored by transformations between the frames of a system. These are used to make certain kinds of calculations economical, to represent changes of emphasis and attention, and to account for the effectiveness of "imagery."
       For visual scene analysis, the different frames of a system describe the scene from different viewpoints, and the transformations between one frame and another represent the effects of moving from place to place. For nonvisual kinds of frames, the differences between the frames of a system can represent actions, cause-effect relations, or changes in metaphorical viewpoint. Different frames of a system share the same terminals; this is the critical point that makes it possible to coordinate information gathered from different viewpoints. (Minsky, 1975, pp. 211, 212)

    Historical dictionary of quotations in cognitive science > Frames

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