Subject:
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Re: Mapping
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Newsgroups:
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lugnet.robotics.handyboard
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Date:
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Tue, 15 Dec 1998 14:50:07 GMT
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Original-From:
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JDUNN@UNMstopspam.EDU
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Viewed:
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1207 times
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I've just started experimenting with mapping and these are my thoughts on
it.
Drop the robot anywhere in its environment.
The robot has a sonar hooked to a servo so the sensor can be scanned
horizontally.
As the sensor sweeps from left to right, only the time intervals that are
different from the last by at least a certain margin are recorded, along
with the servo position.
Each of these are recorded as arbitrary, but sequential for now, vectors of
a fixed size in memory.
After a complete scan from left to right is made
The critical points are identified by:
Identify the characteristics of your sensor
The sonar we are using has a detection cone of about 40 degrees, this
depends upon the texture, material, shape, and size of the obstacle. A
flat metal surface directed straight back at the sensor broadens the cone
to about 60 degrees up close (1.5' to 5' for the Polaroid sensor). And
narrows the cone to about 2 degrees at very far distances (about 22' for
the Polaroid) because nothing else is detected at those distances. The
surface used was 12ga steel 1'x1' smooth plate. Other obstacles were kept
out of it's line of vision. ~2msec / foot of distance according to the
oscope used. A person on the other hand could only be detected out to
about 7'.
So once you have some data on the 'sonar field width' for the different
materials, sizes, and shapes the robot is expected to encounter, a
weighting table, heretofore 'feature lookup table' can be set up to help
distinguish critical points of data by the apparent width of the cone the
objects produce at a given distance.
As the same analog value is produced while scanning, assume it is from the
same point on that object, even though there are other objects that may be
the same distance away. Take the distance and average the positions at
which they occurred and store the location of the vector and its weight
from the 'feature lookup table'. If the difference in positions of
constant values exceeds any in the lookup table, then create two new
positions that are at the mean of the edges of the sonar field width for
that distance and the associated mean weight of obstacles at that distance
(this provides a guess as to where the edges of the obstacle are).
Do this for all echo return time values that have a matching value within a
certain experimentally determined tolerance, regardless of other data
values being between them. For
Next look for values of progressively increasing, or decreasing time
intervals. These are walls, couches, etc.
If there is a somewhat linear relationship you only need to keep the
begining and ending values with a flag that indicates the data between was
connected. This is to save memory.
If the data is non-linear then keep the vectors as they are to compare
with once the vehicle moves.
From the present position of the robot, calculate where all of the critical
vectors should be once the robot moves a known distance.
Move that distance. Rescan the area and compare the results.
For critical points that agree, increase their data weighting by some
value.
For critical points that disagree, decrease their data weighting by some
value.
For new critical points, record them as above.
When a critical point weighting drops below a certain value, it is
overwritten by new data.
If critical points tend to decrease slowly while adjacent points tend to
increase slowly, then this indicates that the robot may be moving in an
other than straight line, or there is some other systematic error that
needs correction.
By moving toward obstacles and checking them out up close, say with
infrared contact sensors, the weighting of the obstacles can be increased
significantly. And systematically roving from obstacle to obstacle will
eventually map the entire area.
The map ends up be a set of vectors that move as the robot moves (a moving
map display). The more it moves, the more exact the map becomes.
This is still a paper program, but this is the direction I am going.
Mr H.L. Chin wrote:
>
> Hi,
> Could anyone tell me how a robot can do mapping in a room.
>
> Thank you
--
James and Roya
jdunn@unm.edu
Chat# 14708321
Like a rose, life is sweet,
with just enough thorns
to make it interesting.
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Message has 1 Reply:
 | | Re: Mapping
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| (...) Watch the critical angle for the sonar too. If the sonar doesn't hit almost straight on, some of the energy will be reflected off at an angle, and may provide false longer distances. Smooth surfaces will have a lower critical angle then coarse (...) (26 years ago, 15-Dec-98, to lugnet.robotics.handyboard)
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