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Map Scale and Generalization ConceptsPowerPoint Presentation

Map Scale and Generalization Concepts

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Chapter 5 Map Scale and Generalization Concepts Scale Scale is the relationship between distance on the map and distance on the ground. Selecting the appropriate scale depends on the size of the sheet of paper and the accurate placement of features.

Map Scale and Generalization Concepts

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Chapter 5

Map Scale and Generalization Concepts

- Scale is the relationship between distance on the map and distance on the ground.
- Selecting the appropriate scale depends on the size of the sheet of paper and the accurate placement of features.
- http://www.beg.utexas.edu/GIS/tools/scale2.htm

- Word Statement
- Representative Fraction
- Graphic Scale

- A word statement gives a written description of scale, such as "One centimeter equals one kilometer" or "One centimeter equals ten kilometers."
- Ineffective if the map is reproduced by a method such as photocopying and the size of the map is modified (Enlarge or Reduce)

- A ratio or representative fraction (RF) indicates how many units on the earth's surface is equal to one unit on the map. It can be expressed as 1/100,000 or 1:100,000.
- Good when Enlarge and Reduce complete map

- It is simply a line marked with distance on the ground which the map user can use along with a ruler to determine scale on the map.
- Good when Enlarge and Reduce complete map
- In the U.S., a graphic scale often includes both metric and U.S. common units.

- Find the scale for the map you're going to use - it might be a ruler-looking bar scale or a written scale, in words or numbers.
- Use a ruler to measure the distance between the two places. If the line is quite curved, use a string to determine the distance and then measure the string.
- If the scale is a representative fraction (and looks like 1/100,000 or 1:100,000), multiply the distance of the ruler by the denominator, giving distance in the ruler units.
- If the scale is a word statement (i.e. "One centimeter equals one kilometer") then determine the distance.
- For a graphic scale, you'll need to measure the graphic and divide the scale into the measured units on the ruler.
- Convert your units of measurement into the most convenient units for you (i.e. convert 63,360 inches to one mile)
Tips:

Watch out for maps that have been reproduced and have had their scale changed. A graphic scale will change with the reduction or enlargement but the other scales become wrong.

- Large scale:Large representative fraction (1:50,000 or Larger)
- More detail
- Covers smaller spatial area of Earth’s surface

- Less detail
- Covers larger spatial area of the Earth’s surface

When map don’t have scale on map, then:

- Use of known features
- Reference features as Football ground, tennis court, Baseball diamond

- Distance of 10 line of latitude is 111.133 km (average) can be useful to determine scale on ATLAS maps.

- Another map from same area, having similar features can be helpful to determine scale.

Map scales can be converted from one form to another

- RF to word-statement conversion
- Puts map scale in a form that is more easily understood verbally
- 1:63,360 is that same as saying 1 inch is 1 mile

- 2 inches per mile is the same as 1:31,680

- Selection
- Selection and retention of more important area & eliminating less important area.

- Simplification
- Simplify the Shape of feature retain on maps with changes in scale

- Combination
- Combine similar Two or more features in one symbol

- Locational Shift
- Road or rail road or river crowded in to each other, need shifting (not all features are shown at their exact location)

- Size Exaggeration
- Exaggerate the size of the objects to improve their visibility (Highway width on US map, to see clear need exaggeration)

"The process of generalization requires the selection of those features that are essential to the map's purpose and the representation of them in a way which is clear and informative".

- Simplify the Shape of feature retain on maps

- On small scale maps most of the objects that are important enough to be shown on the map but are small in size in real life.e.g.: highway shown on a US map with scale 1 : 10,000,000 with line 0.5 mm would have to be 5,000 m wide in real life to meet the proportional scaling criterion.