Academic literature on the topic 'Woddwork'

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Books on the topic "Woddwork"

1

Andi︠a︡l, Habriela, Vasylʹ Kot︠s︡an, Silʹvii︠a︡ Polak, and Oksana Zeĭkan. Tradyt︠s︡iĭni derevoobrobni promysly na Zakarpatti u XIX--pershiĭ polovyni XX st: Kataloh vydovbanykh i bondarnykh vyrobiv z fondovoï kolekt︠s︡iï Zakarpatsʹkoho muzei︠u︡ narodnoï arkhitektury ta pobutu = Meșteșugurule tradiționale de prelucrare a lemnului din Transcarpatia în perioada sec. XIX--prima jumătate a sec. XX : catalogul obiectelor cioplite și de dogărit din Colecția Fond al Muzeului Arhitecturii și Civilizației Populare din Transcarpatia= Traditional woodworking trades of Zakarpattya region in the XIXth--XXth centuries : the catalogue of hollowed wares and wooden barrels from the collection of Transcarpathian museum of folk architecture and life. Uz︠h︡horod: Vydavnyt︠s︡tvo Oleksandra Harkushi, 2014.

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2

Catalogue of Coins, Medals and Tokens, Ancient and Modern, American and Foreign, in Gold Silver and Copper ...: Coins and Medals; to be Sold by ... Bangs & Co.... / by W. Elliot Woddward. Franklin Classics, 2018.

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W Elliot (William Elliot) D Woodward. Catalogue of Coins, Medals and Tokens, Ancient and Modern, American and Foreign, in Gold Silver and Copper ...: Coins and Medals; To Be Sold by ... Bangs & Co.... / By W. Elliot Woddward. Franklin Classics Trade Press, 2018.

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4

W. Elliot (William Elliot) Woodward. Catalogue of Coins, Medals and Tokens, Ancient and Modern, American and Foreign, in Gold Silver and Copper ...: Coins and Medals; to Be Sold by Auction Sale, Dec. 16, 17, 18 & 19, 1879 by Messrs. Bangs & Co... . / by W. Elliot Woddward. Creative Media Partners, LLC, 2022.

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Book chapters on the topic "Woddwork"

1

Sonar, Th, V. Hannemann, and O. Friedrich. "Adaptive concepts for the resolution of compressible flow by upwind finite volume methods." In Numerical Methods for Fluid Dynamics, 241–46. Oxford University PressOxford, 1994. http://dx.doi.org/10.1093/oso/9780198536963.003.0015.

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Abstract The details of the scheme will be described in a forthcoming paper elsewhere. The construction outlined leads to a robust and accurate scheme capable of computing strong shocks as well as contact discontinuities. Figure 1 shows the density distribution in the Mach 3 forward-facing step example of Woodward and Colella [5]. The grid used consists of 14297 points and the result shown was obtained at time t=4 (using the same non-dimensionalisation as Woddward and Colella). In [5] a cartesian grid with more than 19000 points was used to compare several high-resolution finite-difference schemes. As can be seen by comparison with [5] the result of our scheme compares quite well with the result of high-resolution finite-difference methods.
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