Martyh
Registered User.
- Local time
- Yesterday, 23:00
- Joined
- May 2, 2000
- Messages
- 196
Hi there! I'll get right to the point :
I got an X and Y cordinate... and I've got a radius (of uncertainty). What I need to know is how many of these points, about 60,000 points in the database and also with X and Y coordinates fall within the "radius of uncertainty.
How do I do the calculations ? This really has me stumped....
TIA
Marty H.
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Latest Info
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I've just found the solution in my daughter's geometry book:
r = SQRT( (x-a)**2 + (y-b)**2)
where (x,y) equals the coordinates of the centre of the circle
and (a,b) equals the coordinates of one of the data points
and r = the straight line distance between the two;
The calculation of r is made and then tested against the radius of uncertainty.
One caveat: the bulk of the points can be eliminated by a simple testing of the x or y being outside of the radius of error!! Only the square area within the the radius of error really requires detailed calculation.
************************************************
I'm not sure how the code will be written, but I've solved my own problem!!
I got an X and Y cordinate... and I've got a radius (of uncertainty). What I need to know is how many of these points, about 60,000 points in the database and also with X and Y coordinates fall within the "radius of uncertainty.
How do I do the calculations ? This really has me stumped....
TIA
Marty H.
***********************************
Latest Info
***********************************
I've just found the solution in my daughter's geometry book:
r = SQRT( (x-a)**2 + (y-b)**2)
where (x,y) equals the coordinates of the centre of the circle
and (a,b) equals the coordinates of one of the data points
and r = the straight line distance between the two;
The calculation of r is made and then tested against the radius of uncertainty.
One caveat: the bulk of the points can be eliminated by a simple testing of the x or y being outside of the radius of error!! Only the square area within the the radius of error really requires detailed calculation.
************************************************
I'm not sure how the code will be written, but I've solved my own problem!!
Last edited:
