GB/T 16656.509-2010 English PDF

US$974.00 · In stock
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GB/T 16656.509-2010: Industrial automation systems and integration -- Product data representation and exchange -- Part 509: Application interpreted construct: Manifold surface
Status: Valid

Standard ID	USD	BUY PDF	Lead-Days	Standard Title (Description)	Status
GB/T 16656.509-2010	974	Add to Cart	6 days	Industrial automation systems and integration -- Product data representation and exchange -- Part 509: Application interpreted construct: Manifold surface	Valid

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Basic data

Standard ID: GB/T 16656.509-2010 (GB/T16656.509-2010)
Description (Translated English): Industrial automation systems and integration -- Product data representation and exchange -- Part 509: Application interpreted construct: Manifold surface
Sector / Industry: National Standard (Recommended)
Classification of Chinese Standard: L67
Classification of International Standard: 25.040.40
Word Count Estimation: 49,418
Date of Issue: 1/14/2011
Date of Implementation: 5/1/2011
Quoted Standard: GB/T 16262.1; GB/T 16656.41-1999; GB/T 16656.42-1998; GB/T 16656.43-1999; GB/T 16656.202-2000; ISO 10303-1-1994; ISO 10303-11-1994; ISO 10303-511-2001
Adopted Standard: ISO 10303-509-2001, IDT
Regulation (derived from): Announcement of Newly Approved National Standards No. 2 of 2011
Issuing agency(ies): General Administration of Quality Supervision, Inspection and Quarantine of the People's Republic of China, Standardization Administration of the People's Republic of China
Summary: This Standard specifies the integrated interpretation resources to meet the aid of manifold surface model describes the geometry requirements. This Standard is applicable to: a three-dimensional point; the point in the curve or surface defined parameter space; three-dimensional curve; curve in surface parameter space defined; This standard does not apply to: unbounded geometry; self-intersecting geometry; in two-dimensional Cartesian Copy the point; ; children geometric coordinate space domain associated with the corresponding geometric topology; non-manifold.

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