Introduction to Geospatial Data and Map Projections

Geospatial Data and Spatial Patterns

  • Geospatial data is information specifically connected to a particular location on Earth.

  • Geographers use data analysis to identify spatial patterns or relationships. These patterns represent quantifiable geospatial data and include measurements of distance, direction, clustering, dispersal, and changes in elevation.

  • Location, distance, and direction can be measured in two distinct ways:

    • Absolute Measurement: Quantitative measurements such as GPS coordinates for Boca Raton, Florida, or the exact distance between Nashville, Tennessee, and Denver, Colorado. In terms of direction, an absolute measurement would be expressed in degrees, such as a compass heading of 180180^\circ.

    • Relative Measurement: Qualitative measurements based on a known position. For example, describing a house as being "near the beach," or a school as being a "short drive" away. These descriptions are subjective and depend on variables like traffic, speed limits, or the starting point of the observer.

Analytical Frameworks for Geographers

  • Geographers distinguish between a pattern and a process:

    • Pattern: The arrangement of objects in space; it answers the "where" question.

    • Process: The explanation for the pattern; it answers the "why" and "how" questions.

  • To explain why a specific pattern exists, geographers utilize the ESPN framework, which evaluates four key factors:

    • Economic: Related to money, jobs, and development.

    • Socio-cultural: Related to people, demographics, and cultural practices.

    • Political: Related to government, boundaries, and laws.

    • Environmental: Related to the natural world and physical landscape.

Describing Spatial Distributions

  • Spatial patterns are characterized by how objects are spread across an area:

    • Clustered (Nucleated/Concentrated/Clumped/Grouped): Objects are tightly packed together. An isoline map showing COVID-19 infections may use darker colors to indicate concentrations of cases in specific counties.

    • Dispersed: Objects are spread out across a landscape. An example of dispersal is seen in the distribution of rural health hospitals in Kansas, where critical access hospitals are maintained at roughly equidistant intervals to ensure coverage across the rural landscape.

  • Elevation is a physical pattern shown on maps, such as topographic maps of Acadia National Park. Human infrastructure is often built in flatter areas, making elevation a primary factor in the spatial process of development.

Big Data and Hiring in Geography

  • Big data is collected through every digital interaction, including social media posts, likes, and clicks. Companies utilize this to gain a competitive edge.

  • The ability to identify patterns in geospatial data and analyze the processes behind them is a highly marketable skill. Professionals who can think like geographers to explain complex data are in high demand in the modern economy.

The Fundamental Problem of Map Projections

  • Converting a spherical Earth into a flat surface always results in distortion. This process is similar to peeling an orange and attempting to lay the peel flat; the surface must necessarily tear, rip, or stretch.

  • Every map projection must make choices about what to preserve and what to distort. There are hundreds of projection types, but they generally fall into two categories:

    • Conformal Projections: These preserve the shape of landmasses but significantly distort their size.

    • Equal Area Projections: These preserve the accurate size of landmasses but often distort the shape or the oceans.

Profiles of Major Map Projections

  • Mercator Projection:

    • Features lines of latitude and longitude that meet at right angles.

    • It is specifically designed for navigation.

    • The primary drawback is extreme distortion at the polar latitudes. Greenland appears larger than South America on a Mercator map, despite the fact that South America is actually 1111 times larger than Greenland (1111 Greenlands could fit inside of one South America).

  • Gall-Peters Projection:

    • Considered the antithesis of the Mercator projection.

    • It preserves the size of landmasses (equal area) but results in significant stretching of the shapes of the continents.

  • Robinson Projection:

    • A compromise projection commonly used in atlases.

    • It is physically identifiable because it is flat at the top and bottom and curved on the sides.

    • It attempts to minimize distortion in both size and shape, particularly in polar regions, to provide a more visually balanced representation of the entire world.

  • Goode's Interrupted Homolosine Projection:

    • Referred to as an "interrupted" map because it removes parts of the ocean to better represent the size and shape of landmasses.

    • It is often used in textbooks to display thematic data across the world because it reduces the distortion found in the land areas.

Practice and Critical Thinking

  • Question 1: Identifying a projection characterized by right-angled grid lines and massive polar distortion (e.g., an oversized Antarctica and Greenland).

    • Answer: This is a Mercator projection. Distortions in this projection are primarily in polar areas, not the equator.

  • Question 2: Why does every map projection have some degree of distortion?

    • Answer: Because it is impossible to represent the curved surface of a three-dimensional sphere on a flat, two-dimensional plane without stretching or tearing the data.

  • Conceptual Summary: All maps represent selected information. Choice of projection depends on the intended use. For navigation, Mercator is ideal. For comparing thematic data across landmasses, a Goode's or Robinson projection may be more appropriate.