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SAT
Adoption None +
Contains None +
Contributor Spatial Corporation +
Creator Charles Lang and Ian Braid; Three-Space Ltd. +
Documentation SAT Documentation +
Example SAT Example 1 + , SAT Example 2 +
External dependencies ACIS +
Family Format ACIS Format +
File Classification Assembly - Description An entity can be assembled from many other entities +
File Classification Assembly - Is Supported True +
File Classification Contour Sets - Description Not supported +
File Classification Contour Sets - Is Supported False +
File Classification Force - Description May be supported through extensions to the system +
File Classification Force - Is Supported False +
File Classification Implicit Surfaces - Description Surfaces can be defined by defining specific parameters for each surface (point, normal for plane; center, radius for sphere +
File Classification Implicit Surfaces - Is Supported False +
File Classification Implict Curves - Is Supported False +
File Classification Kinematics - Description Entities can be rotated
File Classification Kinematics - Is Supported true  +
File Classification Mainfold Surface Meshes - Is Supported True +
File Classification Manifold Surface Boundary Representation - Description The boundary is made from a closed set of defined surfaces. +
File Classification Manifold Surface Boundary Representation - Is Supported True +
File Classification Manifold Surface Meshes - Description A mesh can be defined explicitly +
File Classification Manifold Volume Boundary Representation - Description The boundary is made from a closed set of defined surfaces. +
File Classification Manifold Volume Boundary Representation - Is Supported True +
File Classification Manifold Volume Meshes - Description A mesh can be defined explicitly +
File Classification Manifold Volume Meshes - Is Supported True +
File Classification Material Transparency - Description Surfaces can be transparent +
File Classification Material Transparency - Is Supported True +
File Classification Multi-resolution Models - Description The resolution is defined in the header of the file +
File Classification Multi-resolution Models - Is Supported False +
File Classification NURBS - Description NURBS can be defined +
File Classification NURBS - Is Supported True +
File Classification Non-manifold Boundary Representation - Description The boundary is made from a closed set of defined surfaces. +
File Classification Non-manifold Boundary Representation - Is Supported True +
File Classification Non-manifold Meshes - Description A mesh can be defined explicitly +
File Classification Non-manifold Meshes - Is Supported true  +
File Classification Parametric Curves - Description Parametric curves can be defined as entities +
File Classification Parametric Curves - Is Supported true  +
File Classification Parametric Surfaces - Description Surfaces can be defined by their parameters, but not by parametric equations +
File Classification Parametric Surfaces - Is Supported false  +
File Classification Point Set - Description A point is a type of entity +
File Classification Point Set - Is Supported true  +
File Classification Raster Data 2D - Description Only entities can be defined. +
File Classification Raster Data 2D - Is Supported False +
File Classification Raster Data 3D - Description Only entities can be defined. +
File Classification Raster Data 3D - Is Supported False +
File Classification Type Text
File Extension SAT
Format Date 1989-??-?? +
Interoperable Application Applications with ACIS +
Licensing and patent claims Patented by Spatial Corporation. +
Magic Numbers None +
Native Application ACIS +
Previous Version Romulus (1982) +
Rights Proprietary License +
Self-documentation None. +
Standardization File format specified by Spatial Corporation. +
Syntax Format None +
Technical protection considerations None. +
Title Standard ACIS Text (SAT)
Typical use CAD, CAM, CAE +
Version Date released 2009-03-19 +
Version ID R19 (SP3) +
Categories Engineering format  +
Modification dateThis property is a special property in this wiki. 13 May 2009 21:43:26  +
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