5. Maps And Charts Flashcards

1
Q

What is Conformality?

A

The angle between any two lines on the sphere must be the same between their projected counterparts on the map; in particular, each parallel must cross every meridian at right angles

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2
Q

So, to be CONFORMAL…

A
  • All angles and bearings on the Earth are accurately represented on the chart.
  • Scale distortion at any point must be the same in all directions.
  • Each parallel must cross every meridian at right angles.
    Enables all directions, headings and bearings to be measured correctly.
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3
Q

Types of conformal?

A

The Azimuthal Stereographic - Azimuthal (projections onto a plane)
Used to produce:
Topographical and specialist aeronautical charts for Polar regions & Large area meteorological
forecast charts.

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4
Q

What is a Mercator?

A

Accurately projected along the line of tangency where the cylinder touches the
Earth. The only conformal cylindrical projection, Mercator’s device was a boon to navigators from the
16th-century until the present, despite suffering from extreme area distortion near the poles:

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5
Q

What are Mercators used for?

A

Used to produce topographical charts of countries that extend for long distances northsouth but short distances east-west

e.g., New Zealand, Italy, United Kingdom,Chili and Argentina

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6
Q

Properties of a Mercator?

A

Rhumb Lines appear as straight lines
Great Circles are projected as shallow curves concave to the Equator

Any Mercator (or Azimuthal Stereographic) is conformal.

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7
Q

Lamberts Conformal Conic

A

The only conformal conic projection. A cone instead of a cylinder with the paper touching the Earth at a Parallel of Latitude known as the Parallel of Origin – all but one are non- conformal.

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8
Q

Properties of Lamberts Conformal Conic?

A

Scale correct where the cone touches the Earth. Scale contracts within the two points.
Scale expands outside the two points. A Lambert projection Chart may be
considered to exhibit constant scale. Great Circles appear as straight lines. Rhumb Lines are projected as concave to the nearest Pole .

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9
Q

What is lamberts conformal conic Used for?

A
  • Plotting radio bearings
  • Long distance flights using great circle tracks

Practical application using: UK 1:250,000 “Quarter Mill.” Chart.

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10
Q

A Mercator graticule is based on a projection that is?

A

A cylindrical projection

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11
Q

A Lambert conical projection is a conformal projection where?

A

a rhumb line appears as a straight line and distortion over the entire area is minimal.

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12
Q

The ratio between the chart distance and the earth distance that it represents is the?

A

Scale of the chart or map.

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13
Q

What is a GRATICULE?

A

a network of lines is established on a map or on the surface of the Earth by the
Prime Meridian, the meridians, the Equator and the parallels

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