[Antelope] how does antelope define the axis vang in the ddbatch file?
Val Zimmer
valzimmer at berkeley.edu
Fri Oct 3 14:38:00 CDT 2008
Hello Antelope users -
I have a dataset from a station that was NOT placed perfectly level -
e.g. the sensor was placed on a ledge that had a little bit of tilt,
such that Z is not perfectly up/down, and N + E have some down or upward
component in the data. I'm now trying to build a database from that
data, but have yet to find a good definition of vang in the dbbatch file
(for axis). This is, of course, something that the original
programmers would have defined in the source code, assuming antelope
does something with that "axis" component (as opposed to it being merely
a comment).
Having thought about this a while, I can think of only one good, logical
way to define vang, although, I'm probably missing something, and would
like to verify that this is correct.
Here's an example from some documentation:
axis <name> <hang> <vang> ? ?
axis Z 0 180 - 1 1
axis N 0 90 - 2 1
axis E 90 90 - 3 1
hang (horizontal angle) has a well-defined, inherent, orientation (N =
0, E = 90, S = 180, W = 270) and an normal viewpoint (map/above view,
with N up, E right, etc). Ok, easy, no problem.
vang (vertical angle), however, has no inherent orientation, although we
can infer the following things from the above example, assuming we are
dealing with the earthquake seismology definition (e.g. +Z is up, NOT
down like in the oilfield): Up = 180, Down = 0. Of course, there is no
"normal" viewpoint when it comes to cross-sectional views, and trying to
define one is bound to confuse and contradict, therefore, the direction
of the vang vector *must* be relative to the hang vector AND that <vang>
vector corresponds to apparent tilt along that vector (not
absolute/maximum tilt for the whole instrument in whatever direction
that happens to be).
Therefore, I *think* the only possible way to define it would be that
<vang> must be 0-> 180 and that the vector points in the same direction
of the <hang> vector, and it doesn't matter whether 90 degrees is to the
"right" or to the "left" since that totally depends on the perspective.
Hence, it follows that:
axis S 180 90 (not, and never 270)
axis W 180 90
axis N+ a little up 0 110
axis E + a little down 90 75
Can anyone tell me if this reasoning is correct, and if not, point me to
some documentation with a clear definition?
Thanks for your time!
Valerie Zimmer
-------------- next part --------------
An HTML attachment was scrubbed...
URL: <http://brtt.net/pipermail/antelope_brtt.net/attachments/20081003/97481b01/attachment.html>
More information about the Antelope
mailing list