Rank: 11 based on 1276 downloads (last 30 days) and 42 files submitted
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Michael Kleder

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Delta Epsilon Technologies, LLC

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Files Posted by Michael View all
Updated   File Tags Downloads
(last 30 days)
Comments Rating
26 Aug 2008 Screenshot Shortest Path with Obstacle Avoidance (ver 1.3) Computes shortest path between two points in the plane, avoiding obstacles. Author: Michael Kleder avoidance, obstacle, plane, shortest path, avoid, optimization 38 16
  • 4.125
4.1 | 8 ratings
26 Dec 2007 Screenshot "All Pairs Shortest Path" Graph Solver Gives the shortest node-to-node distance along the edges of a graph for all node combinations. Author: Michael Kleder all pairs, shortest path, node, graph, optimization 41 13
  • 3.75
3.8 | 8 ratings
13 Nov 2007 VRECKON: Find the endpoint of a geodesic on the ellipsoidal earth Obtains a final location on ellipsoidal earth, given a start point, an azimuth and a distance. Author: Michael Kleder vdist, direct, geodesic, geodetic, ellipsoid, earth 7 2
  • 5.0
5.0 | 1 rating
28 Dec 2006 Fast Sudoku Solver Rapidly finds all possible solutions to a sudoku puzzle Author: Michael Kleder games, sudoku, solve, solver, fast, rapid 9 7
  • 4.2
4.2 | 5 ratings
13 Nov 2006 Screenshot Interactive GUI: Animated conic section through five points Drag each of five data points in the GUI window to animate a conic section (Symbolic Math Toolbox). Author: Michael Kleder data exploration, interactive gui, animated, conic, points, symbolic math toolbox 6 1
  • 3.66667
3.7 | 3 ratings
Comments and Ratings on Michael's Files View all
Updated File Comment by Comments Rating
29 Dec 2011 VRECKON: Find the endpoint of a geodesic on the ellipsoidal earth Obtains a final location on ellipsoidal earth, given a start point, an azimuth and a distance. Author: Michael Kleder Ellis, Kevin

Hello,

I am having trouble producing the correct results using this submission. Over the past few days I have been trying to code my own program similar to this one and for a test point I kept getting the wrong answer. I eventually came across your code and it also gave the same answer my code gave for the test point. I have checked Google Earth and even the website that uses a Javascript to calculate the latitude and longitude of a point given a distance, bearing, and an initial point.

To illustrate my problem I have the following initial point latitude and longitude:

39° 44′ 42.41″N
105° 00′ 5.01″W

or

39.74511389
105.0013916667

And the following distance (meters)

23.14288153 meters

And the following bearing

319°24′ 0″

or

319.4

Now when I send these values to the function you developed I get:

>> [x y] = vreckon(lat1, lon1, s, a12)

x =

          39.7452721501884

y =

          105.001215949306

Now the value I get using the Javascript from the following website (http://www.movable-type.co.uk/scripts/latlong-vincenty-direct.html) is:

39°44′42.9797″N
105°00′05.6426″W

or

39.74527214
105.0015674

As can be seen the latitude value matches well, but the longitude is far off. On that website the author even gives the code (using the same formulas you used) for the Javascript so I wasn't sure where the difference could be. Finally, I checked Google Earth and the latitude and longitude produced by the aforementioned website are the correct values. I believe the problem lies in using the "mod" function (my code uses it as well), but again I'm not sure.

Could you perhaps provide some insight into this problem? It would be of great help for my project where accuracy is a issue. Thanks.

Kevin Ellis

05 Dec 2011 How fast is your graphics card? Creates a challenging 3-d benchmark for graphics processing speed measurement. Author: Michael Kleder Juan

3.47 rpm
ATI Movility Radeon 4500 M92
Sony VAIO
Intel(R) Core(TM)2 Duo CPU P7450 @ 2.13GHz
Ubuntu 11.10 (oneiric)
Matlab 2011a

07 Nov 2011 quadprog2 - convex QP solver Solves convex constrained quadratic programming (QP) using SOLVOPT. Author: Michael Kleder Wittawat

How about using 2 inequality constraints to define 1 equality constraint ? Like...

ax <= b, ax >= b

That should be the same as ax=b ?

07 Nov 2011 Shortest Path with Obstacle Avoidance (ver 1.3) Computes shortest path between two points in the plane, avoiding obstacles. Author: Michael Kleder ARUN, ANNAIYAN

hi,i am not able to execute the code
please help me

25 Oct 2011 Slicing 3-D data: Obtaining Coordinates of Contour Polygons For MATLAB 7 or later. Returns actual coordinates of polygons representing contour lines .... Author: Michael Kleder Rashbeard

nice file, works well

Top Tags Applied by Michael
earth, optimization, plotting, specialized, ellipsoid
Files Tagged by Michael View all
Updated   File Tags Downloads
(last 30 days)
Comments Rating
26 Aug 2008 Screenshot Shortest Path with Obstacle Avoidance (ver 1.3) Computes shortest path between two points in the plane, avoiding obstacles. Author: Michael Kleder avoidance, obstacle, plane, shortest path, avoid, optimization 38 16
  • 4.125
4.1 | 8 ratings
26 Dec 2007 Screenshot "All Pairs Shortest Path" Graph Solver Gives the shortest node-to-node distance along the edges of a graph for all node combinations. Author: Michael Kleder all pairs, shortest path, node, graph, optimization 41 13
  • 3.75
3.8 | 8 ratings
13 Nov 2007 VRECKON: Find the endpoint of a geodesic on the ellipsoidal earth Obtains a final location on ellipsoidal earth, given a start point, an azimuth and a distance. Author: Michael Kleder vdist, direct, geodesic, geodetic, ellipsoid, earth 7 2
  • 5.0
5.0 | 1 rating
28 Dec 2006 Fast Sudoku Solver Rapidly finds all possible solutions to a sudoku puzzle Author: Michael Kleder games, sudoku, solve, solver, fast, rapid 9 7
  • 4.2
4.2 | 5 ratings
13 Nov 2006 Screenshot Interactive GUI: Animated conic section through five points Drag each of five data points in the GUI window to animate a conic section (Symbolic Math Toolbox). Author: Michael Kleder data exploration, interactive gui, animated, conic, points, symbolic math toolbox 6 1
  • 3.66667
3.7 | 3 ratings

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