
schemaorg_apache_xmlbeans.system.s08D3E0DDE86404290CD17EA6FBAF0D7A.sfspatialcommonpropertiesmodelgroup.xsb Maven / Gradle / Ivy
The newest version!
?z?? *http://www.opengis.net/samplingSpatial/2.0 SF_SpatialCommonProperties qualified unqualified ?
When observations are made to estimate properties of a geospatial
feature, in particular where the value of a property varies within the scope of the
feature, a spatial sampling feature is used. Depending on accessibility and on the
nature of the expected property variation, the sampling feature may be extensive in
one, two or three spatial dimensions. Processing and visualization methods are often
dependent on the topological dimension of the sampling manifold, so this provides a
natural classification system for sampling features. This classification follows
common practice in focussing on conventional spatial dimensions. Properties observed
on sampling features may be time-dependent, but the temporal axis does not generally
contribute to the classification of sampling feature classes. Sampling feature
identity is usually less time-dependent than is the property value.
A common role for a spatial sampling feature is to host
instruments or procedures deployed repetitively or permanently. If present,
the association Platform shall link the SF_SpatialSamplingFeature to an
OM_Process deployed at it. The OM_Process has the role hostedProcedure with
respect to the sampling feature.
Positioning metadata is commonly associated with sampling
features defined in the context of field surveys. If present,
positionalAccuracy:DQ_PositionalAccuracy shall describe the accuracy of the
positioning of the sampling feature. Up to two instances of the attribute
support the independent description of horizontal and vertical accuracy.
? When observations are made to estimate properties of a geospatial
feature, in particular where the value of a property varies within the scope of the
feature, a spatial sampling feature is used. Depending on accessibility and on the
nature of the expected property variation, the sampling feature may be extensive in
one, two or three spatial dimensions. Processing and visualization methods are often
dependent on the topological dimension of the sampling manifold, so this provides a
natural classification system for sampling features. This classification follows
common practice in focussing on conventional spatial dimensions. Properties observed
on sampling features may be time-dependent, but the temporal axis does not generally
contribute to the classification of sampling feature classes. Sampling feature
identity is usually less time-dependent than is the property value.