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Titlebook: Mathematics and CAD; Volume 1: Numerical Yvon Gardan Book 1985 Kogan Page Ltd 1985 CAD.Mathematica.computer-aided design (CAD).constructio

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發(fā)表于 2025-3-21 17:42:53 | 只看該作者 |倒序瀏覽 |閱讀模式
書目名稱Mathematics and CAD
副標題Volume 1: Numerical
編輯Yvon Gardan
視頻videohttp://file.papertrans.cn/627/626802/626802.mp4
圖書封面Titlebook: Mathematics and CAD; Volume 1: Numerical  Yvon Gardan Book 1985 Kogan Page Ltd 1985 CAD.Mathematica.computer-aided design (CAD).constructio
描述The use of computer-aided design (CAD) systems always involves the introduction of mathematical concepts. It is important, therefore, for any systems designer to have a good grasp of the mathematical bases used in CAD. The choice of mathematical models in a system also has an effect on the overall quality, although this effect may not always be visible to the final user. Depending on whether Bezier or B-spline functions are used for curves and surfaces, for example, the final user even if not a com- puter scientist will notice a difference. If, for example, one of the control points is modified by the user, in a Bezier-type representation, the curve or surface will tend to be modified overall, but in a B-spline representation, the curve or surface will tend to be modified close to the point, and there only. More possibly harmful, however, is the effect of the mathematical model which has a number of properties invisible and unknown to the final user. In every case a model must be chosen with, it is hoped, the most appropriate characteristics and limits for the task in hand.
出版日期Book 1985
關鍵詞CAD; Mathematica; computer-aided design (CAD); construction; design; finite element method; function; funct
版次1
doihttps://doi.org/10.1007/978-1-4684-1511-7
isbn_softcover978-1-4684-1513-1
isbn_ebook978-1-4684-1511-7
copyrightKogan Page Ltd 1985
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Curves and surfaces,re (CAM). In this chapter, a number of mathematical techniques are explained among which a designer may choose the most appropriate to his specific problem and the computer availability (memory and time).
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Numerical methods for solving linear and non-linear equations, Particular attention is given to placing the methods in context, with reference to a wide range of literature (books and software), thus allowing the reader to gain a deeper understanding of the subject.
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Yvon Gardanerval 29.9–52.3 keV on December 22, 1968 between 04 h 27 m and 05 h 53 m UT. The observation was made with an X-ray telescope flown in a balloon from Hyderabad, India. The balloon was launched at 0200 hr UT and reached the ceiling of 7.5 g/cm. of residual atmosphere at 0435 hr UT. The X-ray telescop
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Yvon Gardanerval 29.9–52.3 keV on December 22, 1968 between 04 h 27 m and 05 h 53 m UT. The observation was made with an X-ray telescope flown in a balloon from Hyderabad, India. The balloon was launched at 0200 hr UT and reached the ceiling of 7.5 g/cm. of residual atmosphere at 0435 hr UT. The X-ray telescop
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