Maps and Charts Flashcards

1
Q

How is the scale represented on a map?

A

Representative Fraction
Ratio
Statement of Words

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2
Q

How is scaled worked out?

A

Chart Distance/Earth Distance

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3
Q

If the scale denominator is larger, is the map small scale or large scale?

A

Small Scale. Less Detail will be shown.

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4
Q

If more detail is shown, is it a small scale or large scale?

A

Large Scale

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5
Q

What must a chart have to be conformal?

A

All angles and bearings accurately represented.

Scale distortion must be the same in all directions

Each parallel must cross every meridian at right angles

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6
Q

What are classic conformal azimuthal projections used to produce?

A

Topographical and specialist aeronautical charts for polar regions

Large area meteorological forecast charts

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7
Q

Which projection is the only conformal cylindrical projection?

A

Mercator

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8
Q

What type of projection is Mercator?

A

Conformal Cylindrical Projection

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9
Q

On a Mercator, how do Rhumb Lines and Great Circles appear?

A

Rhumb Lines appear as straight lines

Great Circles are projected as shallow curves, concave to the equator.

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10
Q

Does the scale expand from the equator on a Mercator?

A

Yes

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11
Q

What is Lamberts conformal conic used for?

A

Plotting radio bearings
Long Distance Flights using great circle tracks

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12
Q

What are the properties of a Mercator map?

A

Rhumb Lines appear as straight lines

Great Circles are projected as shallow curves, concave to the equator.

Angles and bearings are accurately represented.

Scale distortion is the same in all directions

Each parallel crosses every meridian at right angles

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13
Q

On a Lamberts Conformal Conic, how do Rhumb Lines and great circles appear?

A

Great Circles appear as straight lines.

Rhumb Lines are projected as concave to the nearest Pole.

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14
Q

What are the properties of a Lamberts Conformal Conic map?

A

Great Circles appear as straight lines.

Rhumb Lines are projected as concave to the nearest Pole.

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