Analytic Methods for Design Practice - download pdf or read online

By Gyung-Jin Park

ISBN-10: 1846284724

ISBN-13: 9781846284724

ISBN-10: 1846284732

ISBN-13: 9781846284731

In the aggressive global of recent engineering, rigorous and certain layout methodologies are wanted. despite the fact that, many elements of engineering layout are played in both an ad-hoc demeanour or in accordance with the instinct of the engineer.

Analytic tools for layout Practice is the 1st e-book to examine either phases of the layout strategy – conceptual layout and specific layout – and aspect layout methodologies for each step of the total layout procedure. The ebook introduces the next analytic layout methodologies and explores their usefulness with many mathematical and functional examples:

  • Axiomatic design
  • Optimization;
  • Design of experiments;
  • Robust design;
  • Structural optimization;
  • Dynamic reaction optimization; and
  • Multidisciplinary optimization.

A bankruptcy of the e-book is dedicated to case reports displaying how functional layout difficulties could be solved with analytic layout tools in accordance with Professor Park’s reviews of educating layout engineering during the last ten years.

Students who desire an advent to fashionable layout theories and wish to appreciate how they are often utilized to quite a lot of actual engineering difficulties will locate Analytic tools for layout perform an very good advent to the topic. the required arithmetic is stored to a minimal and the book’s sensible concentration is going to make the ebook necessary to practicing engineers as a pragmatic guide of design.

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Example text

First, DP2 should be changed from ( DP2 ) A to ( DP2 ) E . In this process, DP1 is fixed and both FR1 and FR2 are changed. Second, DP2 is fixed and DP1 is changed from ( DP1 ) E to ( DP1 ) C . In this process, FR2 is fixed and FR1 is changed. Thus, the decoupled design relies upon the design path. That is, DP2 should be determined first and DP1 should be determined later. 6c. When the design is changed from A to C, the effect is the same no matter what design parameter is changed. Suppose DP1 is changed first.

4) When we open the horizontally hung door, cold air remains in the refrigerator and energy loss can be minimized. Therefore, the horizontally hung door has an uncoupled design and is a better design than the vertically hung door. Is the horizontally hung door always better? As far as the functional requirements defined here are kept, it is correct. Suppose that constraints are proposed for the amount of stored food or convenience to access items. Then the problem will be 22 Analytic Methods for Design Practice different.

Physical integration is desirable because the information quantity can be reduced. The following example is a typical example of physical integration. 5 [Bottle–can Opener] (NSF 1998, Suh 1999) Suppose we need a device that can open bottles and cans. Functional requirements are defined as follows: FR1 : Design a device that can open bottles. FR2 : Design a device that can open cans. 9 has one physical entity for the bottle opener and can opener. However, two DPs at both ends independently satisfy the two functional requirements.

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Analytic Methods for Design Practice by Gyung-Jin Park

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