Navigation Flashcards
what are great circles? what is an example?
lines that lie in a plane passing through the centre of the Earth when it is represented by a sphere
- e.g. meridians of longitude, the Equator
what are characteristics of great circles?
- they are the shortest distance between any points on the surface of the Earth occurs when they are located on the arc of a great circle
- only one great circle can be drawn between two points on the surface of the Earth
what are small circles? what is an example?
a line that lies in a plane that does not pass through the centre of the Earth when represented by a sphere
- e.g. parallels of latitude other than the Equator
what are rhumb lines?
an imaginary line that maintains a constant angle as each successive meridian is crossed
why are rhumb lines used?
the rhumb line keeps the same track (unlike a great circle), but it does cover a greater distance
how do you speak the coordinates 54°39’N, 006°13’W?
54 degrees 39 minutes North, 6 degrees 13 minutes West
what is the long name of DMS Notation?
degree-minute-second
what is DMS Notation?
converts 54°39’42”N, 006°12’58”W to 543942N 0061258W
convert 60°35’15” to decimal notation
ANSWER: 60.5875°
Steps:
- +60
- 35 ÷ 60 = 0.58333
- 15 ÷ 3,600 = 0.004167
- add them together
- round to 4 decimal places
convert 48°28’32” to decimal notation
ANSWER: 48.4756°
Steps:
- +48
- 28 ÷ 60 = 0.46666…
- 32 ÷ 3600 = 0.00888888889
- add them together
- round to 4 decimals
define drift
the angular difference between the track of the aircraft across the ground and its heading
what does the preflight plan involve
- pilot log
- mass and balance calculations
- aircraft performance calculations
- radio frequencies of ATSUs and nav aids for en route use
- note pad for weather and clearance info
- fuel plan
- terminal info for the destination, en route alternative, destination alternative
you are flying and maintaining a heading of 360°T and experience a 10° right drift. What is the aircraft’s true track?
010°
(360 + 10 = 010°)
as the aircraft nose is going clockwise, add
if it moves anticlockwise, subtract
how do you locate 54°39’N, 006°13’W on a chart?
- locate the square bounded by 54°N, 55°N, 006°W and 007°W (grid ref. uses lower value)
- it’s 39 minutes north -> 39/60ths of distance towards 55°N
- it’s 13 minutes west, 12/60ths
how many metres is 1 nautical mile?
1,852m
how many statute miles is 1 nautical mile?
1.151 statute miles
how many nautical miles in 1 degree of latitude (measured along a line of longitude)?
60nm
how many nautical miles in 1 degree of longitude (measured along a line of latitude)?
only equals 60nm on the equator, decreases as you go further north/south
an aircraft travels north along the same meridian from latitude 30°15’S to 14°00’S. what is the distance travelled in km?
1) 30°15’ - 14° = 16°15’
2) 16 x 60 = 960nm
3) 960 + 15 = 975nm
4) 975nm to km = 975 x 1.852
5) = 1805.7km
what does conformal/orthorhombic mean?
preserves angular relationships
what are the characteristics of Standard Mercator Projection?
- represents larger areas
- meridians show little convergence at the equator
- significant scale distortion can happen in mid latitudes and near the poles
what are the characteristics of Transverse Mercator Projection?
- depicts smaller, detailed areas
- it is the 1:250,000 UK Aeronautical Chart
what kind of projection is the 1:250,000 UK Aeronautical Chart?
Transverse Mercator Projection
what are the characteristics of Lambert Conformal Conic Projection?
- shows mid-latitudes well, ideal for UK
- meridians can converge
- it is the 1:500,000 UK Aeronautical Chart