Select to view content in your preferred language

Georeferencing to an Unknown Coordinate System

1208
4
01-12-2012 11:29 PM
SeanMc_Dade
Deactivated User
Hi,

I'm currently trying to georeference an old map (1955) however, I can't find the map's coordinate system in ArcGIS 9.3. The info I have is as follows

Projection: Lambert
Ellipsoid: Clarke
Equal Distance of line: 100 metres

It appears to be a Lambert equidistance projection but none of the projections in ArcGIS 9.3 have a Clarke ellipsoid. I have tried the various equidistant projections in ArcGIS 9.3 and even tried modifying the ellipsoid to Clarke but have had no luck. Can anyone help by pointing me in the right direction.

Thanks,

Sean.
Tags (2)
0 Kudos
4 Replies
deleted-user-qQeebl6UEQjh
Deactivated User
I am probably off the mark here but in my mind the projection of the original 1955 map sheet is a non issue since you are (if I understand correctly) georeferencing 1955 to a 2011 dataset/projection and thus stretching the old to match new. Best of luck regardless.
0 Kudos
MelitaKennedy
Esri Notable Contributor
Hi Sean,

Without the projection parameter values, it's going to be difficult to figure out what might be in use. Is it US data? You could try the local state plane zone (based on NAD27 which uses Clarke 1866). You'll still need to identify points on the map for which you have coordinate values. You may have to georeference it directly to lat/lon.

Melita
0 Kudos
SeanMc_Dade
Deactivated User
Hi Guys,

Thanks for the replies.

This is a tricky one because I have both the projection and the ellipsoid but not the datum. Ideally I would have liked to accurately georeference the map using the grid however, without the datum there would be no point. As a solution I decided to use the cities on the map as reference points which worked fine for this purpose.

Regards,

Sean.
0 Kudos
SebastianSantibanez
Emerging Contributor
Why not getting some points with known coordinates in both systems and calculate your own parameters?  If the area is not that big, a 2D transformation will do just fine.
0 Kudos