A globe is the only
“perfect” representation of the Earth surface. All maps are distorted in four
major ways. The four ways maps are distorted are by the distance,
direction, area and shape.
PROJECTION
|
ROBINSON
(pseudo-cylindrical)
|
MERCATOR
(cylindrical)
|
AZIMUTHAL
(aerial or polar)
|
Geometric
properties
|
Conventional
projection: don’t have “geometrical
properties” (area, shape, distance, or direction) because it is not a
geometrical projection, but seeks a compromise that minimize distortion over
all.
|
· Conformal:
preserves shape (angles): meridians and parallels form straight angles and
the scale is the same in all directions.
· Equidistant.
|
· Preserves
directions (azimuths) from one or two points to the rest of points in the
map.
· Equidistant
(the azimuthal equidistant projection):
distances are correct along parallels.
|
Picture
|
|
|
|
Purpose
|
· It was
created to solve the distortions caused by Mercator & Peters projections.
· Good
for small-scale world maps, for general use because they look well.
|
· Standard
map for nautical, but it was started to be used to create world maps.
· Its
modified versions are widely used nowadays.
|
· For
showing airlines distances and for seismic and radio work.
|
Distortion
– types
|
· Area: non
equal-area projection or non equivalent.
· Shape
(angle) distortion (non conformal).
|
· Area
(size) distortion (non equal-area projection; non equivalent).
|
· Shape
(angle) distortion (non conformal).
· Area
(size) distortion.
|
Distortion
– Areas that are more distorted
|
· Curved
meridian avoiding opposite sides.
· Straight
parallels.
· Stretched
poles.
· Severe
polar distortion.
|
· Important
North distortion.
· The
middle map line isn´t established as it is the real middle line of the Earth
(The Equator). It´s biased to the North.
· Greenland
appears with the same size as Africa, which is 14 times bigger.
· Alaska...
... appears
with the same size as Brazil, which is 5 times bigger.
... seems
to be much bigger than Mexico, but it is actually just a little bit bigger.
|
· Scale
is different from the centre to the edge of the map.
· The
distortions increase as we go far from the centre of the map.
· Meridians
are straight.
· Parallels
are circular.
|
There
is more than one version?
|
· Mollweide
· Eckert
· Sinusoidal
|
· Pseudo-cylindrical
Van der Grinten Projection (to correct latitude distortions).
· Transverse
Mercator.
|
·
Lambert azimuthal
equal-area projection (preserves area)
|
Sociocultural
implications of using it as a learning resource
|
· The map projection offers a complete look
of the Earth, but shows the world as an oval and the poles are too distorted,
they are so stretched than seem to be lines.
|
· As the
teacher gives the map to the students, they could infer that the North is
bigger (and, consequently, more important, than the South) and that Europe is
the centre of the world (because the unreal situation of the middle line,
biased to the North, which makes Europe seem the centre).
· On the
other hand: it is useful to see the whole surface of the world.
|
· If you
want to study directions with your students, maybe it could be a good
projection to use.
· But
they could not see clearly the whole world, just half of the earth.
|
So we can see that none of the maps
is a perfect tool, they all have fails, distortions, and a teacher should
explain, in a simple way or in a more elaborated one, depending on the student
age, that, as the shadow of our body is distorting the real shape and are just
a representation of the real body, maps projections cannot be identified to
reality, they are just approximations to it.
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