Search
×
FR

Placeholder headline

This is just a placeholder headline

API MPMS CH 17.10.1: Refrigerated Light Hydrocarbon Fluids – Measurement of Cargoes on Board LNG Carries

$

417

BUY NOW

Placeholder headline

This is just a placeholder headline

API RP 13B-1: Testing Water-based Drilling Fluids

$

418

BUY NOW

Placeholder headline

This is just a placeholder headline

API Technical Report TDB-12 Chapter 12 – Thermal Conductivity

$

214

BUY NOW

Placeholder headline

This is just a placeholder headline

API 16FI Frac Iron Guidelines and Requirements

$

129

BUY NOW

Placeholder headline

This is just a placeholder headline

Technical Report API TDB-4

$

245

BUY NOW

Placeholder headline

This is just a placeholder headline

API RP 1192 Transportation of Carbon Dioxide by Pipeline

$

323

BUY NOW

Placeholder headline

This is just a placeholder headline

API MPMS CH 17.8: Guidelines for Pre-loading Inspection of Marine Vessel Cargo Tanks and Their Cargo

$

223

BUY NOW

Placeholder headline

This is just a placeholder headline

API SPEC 14A: Subsurface Safety Valve and Annular Safety Valve Equipment

$

493

BUY NOW

Placeholder headline

This is just a placeholder headline

API SPEC 16C: Choke and Kill Equipment

$

370

BUY NOW

ISO 10303:2001

ISO 10303:2001 Industrial automation systems and integration – Product data representation and exchange – Part 507: Application interpreted construct: Geometrically bounded surface

CDN $312.00

SKU: b0d9ce3f4f65 Category:

Description

This part of ISO 10303 specifies the interpretation of the integrated resources in order to satisfy requirements

for the representation of geometric shapes by means of geometrically bounded surface models.

The following are within the scope of this part of ISO 10303:

3D points;

points defined in the parameter space of curves or surfaces;

3D curves;

curves defined in the parameter space of surfaces;

NOTE – Such curves are also known as pcurves or cons, which are acronyms for parametrised curve

and curve on surface.

the elementary curves line, circle, ellipse, parabola, and hyperbola;

intersection curves;

polylines that consist of at least three points;

surfaces;

the elementary surfaces plane, cylinder, cone, torus, and sphere;

swept surfaces created by rotation or linear extrusion of a curve;

sculptured curves and surfaces;

trimming of curves and surfaces;

composition of curves and surfaces;

replication of curves, surfaces, and surface models;

3D offsets of curves and surfaces.

The following are outside the scope of this part of ISO 10303:

unbounded geometry;

self-intersecting geometry;

geometry in a 2D cartesian coordinate space;

replication of points;

topological entities.

Edition

1

Published Date

2001-01-25

Status

PUBLISHED

Pages

49

Language Detail Icon

English

Format Secure Icon

Secure PDF

Abstract

This part of ISO 10303 specifies the interpretation of the integrated resources in order to satisfy requirements

for the representation of geometric shapes by means of geometrically bounded surface models.

The following are within the scope of this part of ISO 10303:

- 3D points;

- points defined in the parameter space of curves or surfaces;

- 3D curves;

- curves defined in the parameter space of surfaces;

NOTE - Such curves are also known as pcurves or cons, which are acronyms for parametrised curve

and curve on surface.

- the elementary curves line, circle, ellipse, parabola, and hyperbola;

- intersection curves;

- polylines that consist of at least three points;

- surfaces;

- the elementary surfaces plane, cylinder, cone, torus, and sphere;

- swept surfaces created by rotation or linear extrusion of a curve;

- sculptured curves and surfaces;

- trimming of curves and surfaces;

- composition of curves and surfaces;

- replication of curves, surfaces, and surface models;

- 3D offsets of curves and surfaces.

The following are outside the scope of this part of ISO 10303:

- unbounded geometry;

- self-intersecting geometry;

- geometry in a 2D cartesian coordinate space;

- replication of points;

- topological entities.

Previous Editions

Can’t find what you are looking for?

Please contact us at: