Glossary

CHM - Canopy Height Model

A Canopy Height Model (CHM) is a digital representation of the height of vegetation, vegetation objects, and buildings above ground, derived from airborne LiDAR or photogrammetric data.

Canopy Height Model: Definition and Overview

A Canopy Height Model (CHM) is a specialized raster dataset that represents the vertical distance between the highest point of vegetation (tree canopy, shrubs, or structures) and the underlying terrain surface. In surveying and geospatial analysis, the CHM is calculated by subtracting a Digital Elevation Model (DEM) from a Digital Surface Model (DSM), producing a precise three-dimensional map of vegetation height across a surveyed area.

The CHM is essential for landscape assessment, environmental monitoring, and urban planning applications. Unlike a traditional DEM, which represents bare ground elevation, or a DSM, which includes all features above ground, the CHM isolates the height of above-ground objects with remarkable precision, typically accurate to within 0.2 to 0.5 meters depending on the source data quality.

Technical Specifications and Derivation

Data Acquisition Methods

Canopy Height Models are primarily generated using two advanced surveying technologies:

Airborne LiDAR (Light Detection and Ranging) remains the most accurate method for CHM generation. LiDAR systems emit laser pulses that penetrate vegetation canopies, capturing both the top surface and ground returns. By processing multiple returns per pulse, surveyors can distinguish between canopy tops and bare ground with exceptional accuracy. [GNSS Receivers](/instruments/gnss-receiver) mounted on aircraft often complement LiDAR systems to ensure precise positioning and vertical accuracy.

Photogrammetry offers an alternative approach, particularly with modern drone-based or satellite imagery. Structure-from-motion (SfM) algorithms generate point clouds from overlapping aerial photographs, which can be processed into DSM and DEM datasets for CHM calculation.

Calculation Process

The mathematical derivation of CHM follows this fundamental equation:

CHM = DSM − DEM

Where:

  • DSM (Digital Surface Model): First return elevation, including vegetation and structures
  • DEM (Digital Elevation Model): Bare-earth elevation after vegetation filtering
  • CHM (Canopy Height Model): Resulting vegetation height raster
  • Resolution typically ranges from 0.5 to 5 meters per pixel, depending on acquisition parameters and project requirements.

    Surveying Applications

    Forestry Management

    Forestry professionals use CHMs to estimate timber volume, monitor forest health, and plan harvesting operations. By analyzing height patterns across large areas, foresters can identify mature stands, assess regeneration success, and detect disease outbreaks before they become visible on the ground.

    Urban Planning and Development

    Municipalities employ CHMs to assess vegetation coverage, plan infrastructure projects, and manage tree canopy for urban heat mitigation. The CHM reveals building heights, street tree distributions, and green space configurations essential for sustainable city development.

    Environmental and Climate Monitoring

    Conservationists use CHMs to track habitat structure, monitor wetland vegetation, and assess coastal erosion vulnerability. Climate researchers analyze CHM changes over time to understand vegetation response to environmental shifts.

    Power Line Corridor Management

    Utility companies apply CHMs to identify vegetation clearance needs along transmission lines, reducing maintenance costs and improving safety protocols.

    Related Instruments and Technology

    The creation of accurate CHMs depends on sophisticated surveying equipment:

  • LiDAR Systems: Airborne platforms like Riegl and Optech systems
  • [Total Stations](/instruments/total-station): Ground-based validation of CHM accuracy
  • [Leica](/companies/leica-geosystems) Geosystems: Provider of advanced surveying solutions
  • Drone-mounted sensors: UAV-based LiDAR and high-resolution cameras
  • Practical Example

    A municipality planning a new park requires a CHM to identify suitable tree removal areas for construction. LiDAR data collected at 1-meter resolution reveals individual tree heights ranging from 5 to 35 meters. The CHM clearly distinguishes mature oaks (25-35m) from understory vegetation (5-12m), enabling precise site planning without destructive ground surveys.

    Conclusion

    The Canopy Height Model represents a transformative tool in modern surveying, enabling non-destructive, large-scale analysis of vertical landscape features. As remote sensing technology advances, CHM applications continue expanding across disciplines, making it indispensable for professionals requiring detailed vegetation and structural height information.

    All Terms
    RTKTotal StationLiDAR - Light Detection and RangingGNSS - Global Navigation Satellite SystemPoint CloudPPK - Post-Processed KinematicEDM - Electronic Distance MeasurementBIM - Building Information ModelingPhotogrammetryGCP - Ground Control PointNTRIPDEM - Digital Elevation ModelTraverse SurveyBenchmarkGeoreferencingTriangulationGPS - Global Positioning SystemGLONASSGalileo GNSSBeiDouCORS NetworkVRS - Virtual Reference StationRTX Correction ServiceGNSS L1 L2 L5 FrequenciesGNSS MultipathPDOP - Position Dilution of PrecisionHDOP - Horizontal Dilution of PrecisionVDOP - Vertical Dilution of PrecisionGDOP - Geometric Dilution of PrecisionFix Solution GNSSView all →