ee.Geometry.BBox.perimeter

Returns the length of the perimeter of the polygonal parts of the geometry. The perimeter of multi geometries is the sum of the perimeters of their components.
Usage Returns
BBox. perimeter ( maxError , proj ) Float
Argument Type Details
this: geometry
Geometry The input geometry.
maxError
ErrorMargin, default: null The maximum amount of error tolerated when performing any necessary reprojection.
proj
Projection, default: null If specified, the result will be in the units of the coordinate system of this projection. Otherwise it will be in meters.

Examples

Code Editor (JavaScript)

 // Define a BBox object. 
 var 
  
 bBox 
  
 = 
  
 ee 
 . 
 Geometry 
 . 
 BBox 
 ( 
 - 
 122.09 
 , 
  
 37.42 
 , 
  
 - 
 122.08 
 , 
  
 37.43 
 ); 
 // Apply the perimeter method to the BBox object. 
 var 
  
 bBoxPerimeter 
  
 = 
  
 bBox 
 . 
 perimeter 
 ({ 
 'maxError' 
 : 
  
 1 
 }); 
 // Print the result to the console. 
 print 
 ( 
 'bBox.perimeter(...) =' 
 , 
  
 bBoxPerimeter 
 ); 
 // Display relevant geometries on the map. 
 Map 
 . 
 setCenter 
 ( 
 - 
 122.085 
 , 
  
 37.422 
 , 
  
 15 
 ); 
 Map 
 . 
 addLayer 
 ( 
 bBox 
 , 
  
 { 
 'color' 
 : 
  
 'black' 
 }, 
  
 'Geometry [black]: bBox' 
 ); 

Python setup

See the Python Environment page for information on the Python API and using geemap for interactive development.

 import 
  
 ee 
 import 
  
 geemap.core 
  
 as 
  
 geemap 

Colab (Python)

 # Define a BBox object. 
 bbox 
 = 
 ee 
 . 
 Geometry 
 . 
 BBox 
 ( 
 - 
 122.09 
 , 
 37.42 
 , 
 - 
 122.08 
 , 
 37.43 
 ) 
 # Apply the perimeter method to the BBox object. 
 bbox_perimeter 
 = 
 bbox 
 . 
 perimeter 
 ( 
 maxError 
 = 
 1 
 ) 
 # Print the result. 
 display 
 ( 
 'bbox.perimeter(...) =' 
 , 
 bbox_perimeter 
 ) 
 # Display relevant geometries on the map. 
 m 
 = 
 geemap 
 . 
 Map 
 () 
 m 
 . 
 set_center 
 ( 
 - 
 122.085 
 , 
 37.422 
 , 
 15 
 ) 
 m 
 . 
 add_layer 
 ( 
 bbox 
 , 
 { 
 'color' 
 : 
 'black' 
 }, 
 'Geometry [black]: bbox' 
 ) 
 m 
Create a Mobile Website
View Site in Mobile | Classic
Share by: