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FIORES & the mathematics of style.


What's in a line? In the geometric sense, two points. Adding a third point yields two connected lines, the first step toward a curve. What if a stylist wants that curve to invoke the feeling of acceleration or tension, sharpness or softness? What does it mean when a stylist wants a car to be a bit more edgy? What, then, are the properties of the lines that make up the curves, and ultimately the curves that make up a car's shape and emotional qualities?

Defining stylistic properties and then creating computer-aided styling (CAS) tools that can capture and produce those properties was the aim of two research projects funded by the European Commission European Commission, branch of the governing body of the European Union (EU) invested with executive and some legislative powers. Located in Brussels, Belgium, it was founded in 1967 when the three treaty organizations comprising what was then the European Community , FIORES and FIORES-II (www.fiores.com). Here's the problem: While computer-aided design computer-aided design (CAD) or computer-aided design and drafting (CADD), form of automation that helps designers prepare drawings, specifications, parts lists, and other design-related elements using special graphics- and calculations-intensive  (CAD) is very much a part of mechanical design, it is not in the styling of complex-shaped products, such as car hoods, consumer appliances, and toys. For those products, hand drawing and model building are routine. Moreover, without an "objective formal criteria for evaluating aesthetic shape properties," time, energy, and money are lost throughout the design process: from creating and modifying models, to the disconnects in concurrent aesthetic and engineering design, to the broken feedback loop from downstream design/engineering processes.

WHAT'S IN A STYLE? "Instead of playing with control points, such as those in NURBS, we work with intent," explains Alain Massabo, vice president of advanced R & D for think3, Inc. (Cincinnati, OH; www.think3.com). "We want to [determine] how we can translate and record how emotions are conveyed by shape, and how stylists put those emotions into shape. We want stylists explaining what they want, and then have a system reach that goal."

Together, FIORES and FIORES-II mathematically formalized for·mal·ize  
tr.v. for·mal·ized, for·mal·iz·ing, for·mal·iz·es
1. To give a definite form or shape to.

2.
a. To make formal.

b.
 styling; that is, they mapped the emotional aspects of design to verbalized styling properties. It wasn't easy. For instance, marketing people and designers tend to speak different languages. The first speaks about emotion; the second, the "tension" of shape. Add to this that what looked "sporty" in the 1930s may not look sporty today. And what looks "sporty" to Europeans may not look so to American and Japanese car drivers. Using case-based reasoning An AI problem solving technique that catalogs experience into "cases" and matches the current problem to the experience. Such systems are easier to maintain than rule-based expert systems, because changes require adding new cases without the complexity of adding new rules.  (CBR (1) (Computer-Based Reference) Reference materials accessible by computer in order to help people do their jobs quicker. For example, this database on disk!

(2) (Constant Bit Rate) A uniform transmission rate.
) techniques across thousands of examples, the FIORES partners extracted correlations that determined what certain styling properties literally meant to the eye. The properties investigated included tension, acceleration, sharpness, softness, crispness, convexity Convexity

A measure of the curvature in the relationship between bond prices and bond yields.

Notes:
Positive convexity corresponds to curvature that opens upward. Negative convexity corresponds to curvature that opens downward.
 (the opposite of "bump" or "crown"), concavity con·cav·i·ty
n.
A hollow or depression that is curved like the inner surface of a sphere.


concavity,
n 1. the condition of being concave.
n 2.
 (a type of hollowness, also the opposite to convexity), and lead in. They next defined these properties mathematically.

[ILLUSTRATION OMITTED]

Explains Gerd Podehl, formerly of the Department of Mechanical and Process Engineering at the University of Kaiserslautern The University of Kaiserslautern (German Technische Universität Kaiserslautern) is a university located in Kaiserslautern, Germany. It was founded in 1970 and is organized in 10 Faculties.  (Germany), and now working in the prototyping department at VW (Wolfsburg, Germany), a blending with a small radius can be called "sharp"; conversely, a blending with a big radius, "soft." The absolute values for "sharpness" or "softness" are not as important as identifying the difference in the two curves. So, making a radius "sharper" means to decrease the radius of the blend; making it "softer" means increasing the radius. Incidentally, "big" and "small" depend on the sizes and proportions of the curves to be blended.

The outcome of this work was not only a design vocabulary in absolute terms (Alg.) such as are known, or which do not contain the unknown quantity.

See also: Absolute
, it also created verbs and adjectives that could drive a CAS system. From there, it becomes a short leap to future CAD systems with styling capabilities, with slider A block of material that holds the read/write head of a magnetic disk. See flying head.  bars for creating, say, an "edginess" from "one" to "ten."

DESIGNING WITH STYLE. Such a prototype exists in a beta version A pre-shipping release of hardware or software that has gone through alpha test. A beta version of software is supposed to be very close to the final product, but, in practice, it is more a way of getting users to test the software in the first place under real conditions.  of thinkID, a CAD package from think3. One user is Paolo Bertoni, chief technology officer for Sketch to Surface S.r.l., the digital design department of Gruppo Vercarmodel (Orbassano, Italy). He explains that he can highlight a section of a design, such as a front bumper, and then "make it more flexible, more convex, more flat, more accelerated. When the section is okay, I can apply the 'modifier' to the total surface." As required, Bertoni can "bump" a surface 1 cm 1 mm, or whatever exact measurement he wants. Or, he can bump the section "more" or "less." Using conventional CAD, Bertoni can spend 50 hours designing a front bumper. In two minutes with CAS, he can "tune the design to the 'dream' of the designer."

FIORES-II algorithms and applications can help designers every-where--wherever styling is important, and especially where styling is part of a brand name. Company-specific CBR-trained libraries of styles will be possible. Better, stylistic decisions based on "emotion" will be a thing of the past. Now, that emotion will be something to draw, modify, and quantify right on the CAD screen.

By Lawrence S. Gould, Contributing Editor A contributing editor is a magazine job title that varies in responsibilities. Most often, a contributing editor is a freelancer who has proven ability and readership draw.  
COPYRIGHT 2005 Gardner Publications, Inc.
No portion of this article can be reproduced without the express written permission from the copyright holder.
Copyright 2005, Gale Group. All rights reserved. Gale Group is a Thomson Corporation Company.

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Title Annotation:DIGITAL DOMAIN
Comment:FIORES & the mathematics of style.(DIGITAL DOMAIN)
Author:Gould, Lawrence S.
Publication:Automotive Design & Production
Article Type:Editorial
Geographic Code:1USA
Date:Oct 1, 2005
Words:775
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