Difference between revisions of "CALARE"

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Object Class:    Calibration area   
 
Object Class:    Calibration area   
 
      
 
      
Acronym: calare Code: ?
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Acronym: CALARE Code: ?
  
 
Camel case: CalibrationArea
 
Camel case: CalibrationArea
  
  
Set Attribute_A: '''[[catcal]]'''; DATEND; DATSTA; NOBJNM; OBJNAM; PEREND; PERSTA; RESTRN; STATUS;
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Set Attribute_A: '''[[CATCAL]]'''; DATEND; DATSTA; NOBJNM; OBJNAM; PEREND; PERSTA; RESTRN; STATUS;
  
 
Set Attribute_B:    INFORM; NINFOM; NTXTDS; SCAMAX; SCAMIN; TXTDSC;
 
Set Attribute_B:    INFORM; NINFOM; NTXTDS; SCAMAX; SCAMIN; TXTDSC;
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Associated Information Object: '''[[natinf]]'''; '''[[rcmdts]]'''; '''[[reglts]]'''; '''[[resdes]]''';
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Associated Information Object: '''[[NATINF]]'''; '''[[RCMDTS]]'''; '''[[REGLTS]]'''; '''[[RESDES]]'''; '''[[AUTORI]]''';  
  
 
Definition:
 
Definition:
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Remarks:
 
Remarks:
  
The Authority for the area is indicated by an associated [[autori]] object.
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No remarks.
  
 
   
 
   

Revision as of 16:46, 24 July 2010

GEO OBJECT CLASSES


Object Class: Calibration area

Acronym: CALARE Code: ?

Camel case: CalibrationArea


Set Attribute_A: CATCAL; DATEND; DATSTA; NOBJNM; OBJNAM; PEREND; PERSTA; RESTRN; STATUS;

Set Attribute_B: INFORM; NINFOM; NTXTDS; SCAMAX; SCAMIN; TXTDSC;

Set Attribute_C: RECDAT; RECIND; SORDAT; SORIND;


Associated Information Object: NATINF; RCMDTS; REGLTS; RESDES; AUTORI;

Definition:

An area where vessels manoeuvre for the calibration of equipment or where vessels manoeuvre for the measurement of performance or signatures.

References:

INT 1: M-3: Chapter C Section 2.2 M-4:

Remarks:

No remarks.


Distinction:

CTNARE;

Comment:

1. For example the area, where ships manoeuvre on a measured distance, is indeterminate but could extend well beyond either end of the measured distance. This object class would be used for areas that extend round other charted objects such as measured distances, noise ranges and degaussing ranges.

2. This is one of many objects that do not really have defined limits. This supports the need for polygons with fuzzy boundaries.



David Ricardo Rolando Jens Tom
Y RF Y/N RR Y/N Y Y