# [OpenMap Users] I am attempting to create a geotiff layer

From: Butler, Jason <Jason.Butler_at_dsto.defence.gov.au>
Date: Fri, 30 Sep 2005 16:40:40 +0930

Hello everyone,

I have been asked by my clients to support the geotiff file format, so I am attempting to develop a geotiff layer for openmap. I just thought I would run my thought process past you all to check that I am on the right track as I am a novice when it comes to geographic terminology and maths.

My roadmap for the next few steps is
1. create a Layer that takes a path to a geotiff file as a property, and renders it as a raster OMGraphic at (0,0).
2. extract the upper left and lower right coordinates of the tiff from the meta data and render the tiff as a scaling raster omgraphic within these confines.

As far as I can tell from reading the openmap mail archives, this is about where most people have gotten in past attempts. The next step is

3. write some code to render the geotiff directly into the current openmap projection. Sounds easy, but I think this is going to be difficult to implement.

This is the bit that I would like some confirmation in my thinking.

First I had better define a couple of terms to try and make sure I am communicating clearly.
- Raster Space: The data in the tiff. Lets say the coordinate system is I, and j and the notation R(i,,j) defines a point in the raster space.
- Geocentric Space: The coordinates on a sphere or elipsoid (like the earth). The coordinate system is La (latitude) and Lo (Longitude), and the notation G(La,Lo) defines a point on the elipsoid.
- Device Space: The data being displayed in the mapbean. Lets say the coordinate system is X and Y and the notation D(x,y) defines a point on the screen in the mapbean (or a layer if you want).
- Projection: A function P the maps G(La,Lo) -> D(x,y). I am not sure that this function is always reversible. Does anyone know if this function is always reversible?

The main problem is we need to convert the tiff from its current coordinate sytem (Raster Space) into Device Space. At the moment I am thinking that perhaps the best approach is to initally convert the tiff into Geocentric space and then buffer this for between projection changes. This raises the question about what is the best grainularity for the lat and longs in the buffer, but that should be easy to adjust based on parameters. I am not so sure how easy it is to actually do the conversion from raster space to geocentric space. Any helpful pointers for resources on this would be most welcome.

Then we just have to render the geocentric buffer into device space. There are two possible approaches to this.

A) If P is always reversible, then whenever a projectionChange event occurs I should be able to draw the tiff by doing a reverse mapping from D(x,y) to G(la,lo), sampling at each D(x,y). The problems I can see with this is that it may be slow. (Have to sample each and every pixel in the bounding box each time a projection changes) Also D(x,y) may map to more than one R(i,,j), so may need to code for multiple samples per pixel to avoid aliasing artifacts, etc. Especially as scaling occurs. The more samples per pixel, the slower things are going to be.

B) Otherwise, I will just have to loop though the Geocentric buffer and build up a picture that way.

Have I missed anything out so far in my thinking? Any comments or help you can give me is greatly appreciated.

Best regards,

Jason Butler.

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Received on Fri Sep 30 2005 - 03:38:54 EDT

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