990 resultados para Turner, J. W. M. (Joseph Mallord William), 1775-1851.


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Mode of access: Internet.

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On back of cover: Author's edition with Turner's plates.

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Mode of access: Internet.

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Broadside, 45 cm. x 30 cm. of a requisition to W. Woodruff from William W. Ball, John McBride, Robert N. Ball, W. Servos, Joseph Wynn and 150 other people for Mr. Woodruff to run as a Representative in Parliament. This is followed by a positive, and humble response from Mr. Woodruff, June 3, 1856.

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La version intégrale de cette thèse est disponible uniquement pour consultation individuelle à la Bibliothèque de musique de l’Université de Montréal (www.bib.umontreal.ca/MU ).

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Two leaves containing a two-page handwritten letter from Peck to Bentley identifying and describing the fish species Ophidium as the specimen in a drawing by a young woman described by Peck alternately as Bentley's "daughter" and "Miss C." Bentley had no children, and Peck is presumably referring to Hannah Crowninshield, Bentley's pupil.

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One leaf containing a one-page handwritten letter from Peck to Bentley briefly commenting on the receipt of a fish specimen.

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Joseph Mallord William Turner; 1 ft. 5 33/64 in.x 2 ft. 2 in.; oil on canvas

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Joseph Mallord William Turner; 2 ft. 11 63/64 in.x 4 ft. 7/64 in.; oil on canvas

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Xerox reprint, 1967, Univ. Microfilms.

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Realistic virtual models of leaf surfaces are important for a number of applications in the plant sciences, such as modelling agrichemical spray droplet movement and spreading on the surface. In this context, the virtual surfaces are required to be sufficiently smooth to facilitate the use of the mathematical equations that govern the motion of the droplet. While an effective approach is to apply discrete smoothing D2-spline algorithms to reconstruct the leaf surfaces from three-dimensional scanned data, difficulties arise when dealing with wheat leaves that tend to twist and bend. To overcome this topological difficulty, we develop a parameterisation technique that rotates and translates the original data, allowing the surface to be fitted using the discrete smoothing D2-spline methods in the new parameter space. Our algorithm uses finite element methods to represent the surface as a linear combination of compactly supported shape functions. Numerical results confirm that the parameterisation, along with the use of discrete smoothing D2-spline techniques, produces realistic virtual representations of wheat leaves.

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http://www.archive.org/details/samsonoccom00loverich/