Practical Handbook of Curve Design and Generation

Practical Handbook of Curve Design and Generation

《Practical Handbook of Curve Design and Generation》是一本圖書,作者是Seggern, David H. von

基本介紹

  • ISBN:9780849389160
  • 作者:Seggern, David H. von
  • 出版時間:1994年3月
  • 頁數:288
  • 定價:$ 225.94
內容簡介
Computers are now being used virtually everywhere in arts, drafting, and design to generate curves and surfaces ranging from the elementary to the intricate. "Practical Handbook of Curve Design and Generation" is a ready reference that presents the basic mathematics of curves in a complete, clear manner that enables you to apply the material to your own work with minimum effort...(展開全部) Computers are now being used virtually everywhere in arts, drafting, and design to generate curves and surfaces ranging from the elementary to the intricate. "Practical Handbook of Curve Design and Generation" is a ready reference that presents the basic mathematics of curves in a complete, clear manner that enables you to apply the material to your own work with minimum effort. By knowing how curves are mathematically generated and how their shape is controlled, you can more fully exploit available computer tools, modify these tools themselves, and provide input for others to modify them.It will also help you to identify mathematical equations required to produce specific curves. The book does not require a heavy mathematical background - if you understand elementary algebra and trigonometry, you can fully apply the material presented. Essential mathematical concepts are repeated in the book to reinforce your knowledge of those topics. Featuring some 300 graphic examples, the book is organized so that early chapters cover fundamental polynomial, trigonometric, and exponential forms. The mathematical transformation of curves is then treated in order to give you a general approach for modifying known curves. Later chapters introduce complex curves that can be composed from the building blocks presented in earlier chapters. The final chapters cover interesting ideas in space curves and in surfaces.

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