chapter 1.6

How do we depict Earth's surface?

  • Common representations of Earth's features:

    • Topographic maps:

    • Useful for visualizing landscape and navigating the land.

    • Utilize contour lines to represent elevation changes.

    • Shaded relief maps:

    • Emphasize the shape of the land using light and dark shading.

    • Effective for visualizing terrain in a three-dimensional context.

  • Maps enable the quantitative measurement of areas, directions, and steepness of slopes.

How do maps help us study Earth's surface?

  • Maps as primary portrayal of land surface:

    • Represent various land surface features including shape, elevation, and materials.

    • Example of SP Crater in Northern Arizona:

    • Aerial photography is superimposed over topography to illustrate the spatial relationship between landforms and surface composition.

    • Key features observed:

    • Cone-shaped hills (small volcanoes) surrounded by broad, less steep areas.

    • Dark feature in the center represents a solidified lava flow, indicating recent volcanic activity within the last 5000 years.

    • SP Crater is a significant geological point observed from various perspectives.

    • Light gray areas and linear features denote different geological materials and fractures in the landscape.

    • The region exhibits a relatively dry climate with minimal vegetation, enabling clearer views of landforms.

Features in the topography of SP Crater

  • Cone-shaped volcanoes:

    • Formed from fragments of molten rock ejected during volcanic activity.

  • Aerial photograph of SP Crater:

    • Highlights steep slopes of the volcano in contrast to surrounding land.

  • Features to observe:

    • Larger perspective view allows identification of volcanoes and craters, enhancing understanding of regional geology.

Shaded relief maps and topographic maps

  • Shaded relief maps:

    • Simulate light and dark shading to represent land shape.

    • Depict volcanic hills and stream valleys as major landscape features.

  • Topographic maps:

    • Display the elevation of the land surface with contour lines.

    • Each contour line corresponds to a specific elevation above sea level.

    • Darker lines (index contours) represent every fifth contour, aiding in pattern recognition.

    • Spacing of contour lines provides information about slope steepness:

    • Widely spaced contours indicate flat areas or gentle slopes.

    • Closely spaced contours indicate steep areas like volcanic slopes.

  • Shape representation:

    • Contours bend into 'V' shapes in valleys, indicating elevation coming from higher terrain.

    • Contours bend outward in ridges, showing convex shapes for higher terrain sections.

Differences in topography

  • Topographic features are not uniform:

    • The concept of topography:

    • Defined as the variation in elevation and landform characteristics across a specific area.

    • Common terms pertaining to elevation and slope steepness:

    • Elevation: Height of a feature above sea level.

      • Measured in meters (m) or kilometers (km), often represented in feet (ft) in the US.

    • Depth: Vertical distance below sea level (also in meters or kilometers).

    • Topographic relief: Difference in elevation between two features, measured in meters or feet.

      • High relief indicates rugged terrain, while low relief denotes flatter areas.

Slope and gradient

  • Representing topography:

    • Imaginary slices or profiles through the terrain can illustrate elevation changes visually.

  • Definition and measurement:

    • Steep slopes appear with cliffs that sharply drop, while gentle slopes are more gradual.

    • Steepness of slope:

    • Described in degrees from the horizontal (e.g., SP Crater has a 26-degree slope).

    • Gradient:

    • Expressed as a ratio or fraction, typically denoting the vertical drop over horizontal distance:

      • A slope of 26 degrees corresponds to a drop of 490 meters over 1,000 meters.

      • Numerically expressed as (490 m1,000 m=0.49)(\frac{490 \text{ m}}{1,000 \text{ m}} = 0.49).