sharpetronics/Map-Projections
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Final adjustments

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A name change here. A new rating there. Basic stuff.
This commit is contained in:
Justin Kunimune 2019-02-28 12:24:41 -05:00
parent 54671446f2
commit 94f1cabcae
5 changed files with 5 additions and 4 deletions
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output/graph - plotter.png
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src/apps/MapPlotter.java
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@ -84,7 +84,7 @@ public class MapPlotter extends Application {
Arbitrary.DANSEIJI_II }; Arbitrary.DANSEIJI_II };
private static final Projection[] TETRAHEDRAL = { Polyhedral.LEE_TETRAHEDRAL_RECTANGULAR, private static final Projection[] TETRAHEDRAL = { Polyhedral.LEE_TETRAHEDRAL_RECTANGULAR,
Polyhedral.AUTHAGRAPH, Polyhedral.VAN_LEEUWEN }; Polyhedral.AUTHAGRAPH, Polyhedral.VAN_LEEUWEN };
private static final Projection[] CHEATY = { Pseudocylindrical.LEMONS, Octohedral.KEYES_BASIC_M, private static final Projection[] CHEATY = { Pseudocylindrical.LEMONS, Octohedral.CAHILL_KEYES,
Polyhedral.DYMAXION, Octohedral.CAHILL_CONCIALDI }; Polyhedral.DYMAXION, Octohedral.CAHILL_CONCIALDI };
private static final Projection[] OTHER = { Misc.PEIRCE_QUINCUNCIAL }; private static final Projection[] OTHER = { Misc.PEIRCE_QUINCUNCIAL };

3
src/maps/Lenticular.java
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@ -189,7 +189,8 @@ public class Lenticular {
public double[] inverse(double x, double y) { public double[] inverse(double x, double y) {
return obliquifyPlnr(HAMMER.inverse(x/1.63*2, y), POLE); // TODO // return obliquifyPlnr(HAMMER.inverse(x/1.63*2, y), POLE); // TODO
return null;
} }
}; };

2
src/maps/Polyhedral.java
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@ -234,7 +234,7 @@ public class Polyhedral {
public static final Projection VAN_LEEUWEN = new PolyhedralProjection( public static final Projection VAN_LEEUWEN = new PolyhedralProjection(
"van Leeuwen", "An uninterrupted equal-area tetrahedral projection. It's more accurately known as \"the Vertex-oriented great circle projection applied to a tetrahedron\", but the guy who copublished it with Leeuwen calls it \"the van Leeuwen projection\" on his website, so I think this is fine.", "Van Leeuwen", "An uninterrupted equal-area tetrahedral projection. It's more accurately known as \"the Vertex-oriented great circle projection applied to a tetrahedron\", but the guy who copublished it with Leeuwen calls it \"the van Leeuwen projection\" on his website, so I think this is fine.",
0b1011, Configuration.TETRAHEDRON_WIDE_VERTEX, Property.EQUAL_AREA, 3) { 0b1011, Configuration.TETRAHEDRON_WIDE_VERTEX, Property.EQUAL_AREA, 3) {
public double[] faceProject(double lat, double lon) { public double[] faceProject(double lat, double lon) {

2
src/maps/Pseudocylindrical.java
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@ -95,7 +95,7 @@ public class Pseudocylindrical {
public static final Projection KAVRAYSKIY_VII = new Projection( public static final Projection KAVRAYSKIY_VII = new Projection(
"Kavrayskiy VII", Math.PI*Math.sqrt(3), Math.PI, 0b1111, Type.PSEUDOCYLINDRICAL, "Kavrayskiy VII", Math.PI*Math.sqrt(3), Math.PI, 0b1111, Type.PSEUDOCYLINDRICAL,
Property.COMPROMISE, 3, null, "mostly popular in the former Soviet Union") { Property.COMPROMISE, 2, null, "mostly popular in the former Soviet Union") {
public double[] project(double lat, double lon) { public double[] project(double lat, double lon) {
return new double[] { 1.5*lon*Math.sqrt(1/3.-Math.pow(lat/Math.PI, 2)), lat }; return new double[] { 1.5*lon*Math.sqrt(1/3.-Math.pow(lat/Math.PI, 2)), lat };