Nav Revision Flashcards
What are the features of a conformal projection?
Produce charts that represent bearings accurately
Projection on which angles are preserved
Bearing on Earth’s surface should be represented by the same angle on the chart
For a given point on the chart, scale expansion is the same in all directions
At what angle do meridians and parallels intersect on conformal charts?
90 degrees
same as on Earth’s surface
What is another name for a conformal chart?
Orthomorphic
How can the figure/shape of the Earth be modelled for navigation and charts?
Geoid
Ellipsoid/spheroid
Sphere
What are the two categories of projection?
Perspective (true/geometric|)
Non-perspective (mathematical)
What are perspective projections?
Drawings of shadows cast by meridians and parallels on a transparent model Earth onto a plane surface.
Aka True (geometric)
What is a non-perspective projection?
A perspective projection which has been adjusted mathematically by relocation of the graticule to attain a more accurate representation so that some distortions are removed.
What are the 3 types of perspective projection?
Azimuthal - Shadows projected onto a flat surface
Cylindrical - Shadows projected onto a cylinder surrounding the model
Conical - Shadows projected from a light source in the centre of the reduced Earth onto a cone tangential to the model that can then be developed
How can scale be represented on maps/charts?
Graduated scale (i.e. ruler on chart)
Representative fraction (e.g. 1:500,000)
Plain Statement (e.g. 2cm is 1 mile)
What is scale?
The ratio of chart length to Earth length.
It is impossible for scale to be …. over an entire projection.
Constant
How many times larger is the apex angle than the point of tangency in a conical projection?
2
E.g. tangential point = 45 degrees, apex angle = 90 degrees
What is a standard parallel?
A line of latitude in a conical or cylindrical projection in normal aspect, where the projection surface touches the globe.
What are the 4 types of standard parallel?
Conical one Standard Parallel projection
Conical two Standard Parallel projection
Cylindrical one Standard Parallel projection
Cylindrical two Standard Parallel projection
Note - Be able to recognise from pictures in course manual
What are the types of conical projection?
Perspective projection
Conical One Standard Parallel projection (1 red line)
Conical Two Standard Parallel projection (2 red lines)
Non-perspective projections
Note - Be able to recognise all from pictures.
What are conical projections used for?
Producing maps of SMALL AREAS on the Earth’s spherical surface onto a cone that is subsequently developed
What is the constant of the cone/Convergence Factor?
The ratio of the convergence between any two meridians on a map or chart to the change of longitude between them.
What is the Lambert Conformal Conical Projection?
NON-PERSPECTIVE projection.
Assumes that the reduced Earth is a PERFECT SPHERE.
Where are Lambert Conformal Conical Projections used?
LFC (1:500,000)
Note - Unsuitable for use at the poles
What azimuthal projections can we produce?
Polar azimuthal
Equatorial azimuthal
Oblique azimuthal
(Be able to recognise all of the above from the pictures in the course manual)
What are the TYPES of Azimuthal Projection?
Stereographic projection
Polar graticule meridians
Gnomonic projection
Azimuthal equidistant
Explain stereographic projection.
Azimuthal projection
Perspective and conformal
Mainly used for polar based navigation
Explain Polar graticule meridians.
Azimuthal projection
Radial straight lines from the point of tangency
Scale expands away from the point of tangency
Explain Gnomonic projection.
Azimuthal projection
Perspective and NON-conformal
Meridians and parallels are projected onto a surface from the centre of the reduced Earth
Displays great circles as straight lines
Scale increases away from the point of tangency
Explain Azimuthal equidistant.
Azimuthal projection
NON-Perspective
NON-Conformal
Distances from the point of tangency are correct to scale
Bearing and distance can be measured accurately from the point of tangency
What is Mercator’s Projection?
A type of cylindrical conformal or orthomorphic projection.
Uses straight meridians and parallels that intersect at right angles.
Straight lines on the map are lines of CONSTANT AZIMUTH (RHUMB lines)
What are the different types of Mercator’s Projection?
General Mercator’s projection
Plane/Oblique
Transverse
Note - See course manual for extra details + be able to recognise from pictures.
What are the different types of year?
Year
Sidereal Year
Tropical Year
Civil Year