sdm-help-list > Euclidean distance web utility formula
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Nov 22, 2022 10:11 AM | Gaël Cordero
Euclidean distance web utility formula
Dear experts,
I was wondering what formula the web utility for calculating distance between two coordinates (https://www.sdmproject.com/utilities/?sh...) employs. I gather that this is not outputting a normal euclidean distance since the result provided by the web utility differs from the result I obtain when performing the computation manually.
Best,
Gaël
I was wondering what formula the web utility for calculating distance between two coordinates (https://www.sdmproject.com/utilities/?sh...) employs. I gather that this is not outputting a normal euclidean distance since the result provided by the web utility differs from the result I obtain when performing the computation manually.
Best,
Gaël
Nov 22, 2022 10:11 AM | Joaquim Radua
RE: Euclidean distance web utility formula
Dear Gaël
The website uses the standard formula...
Can you share an example?
With best wishes.
Joaquim
The website uses the standard formula...
Can you share an example?
With best wishes.
Joaquim
Nov 22, 2022 10:11 AM | Gaël Cordero
RE: Euclidean distance web utility formula
Thank you very much for anwsering so quickly.
Take these two coordinates:
a: -62 -28 28
b: -53 -37 25
The web utility determines that there is a 9mm difference between them.
However, when using matlab to calculate the same distance (code below) i get 13.0767 mm.
x = (a(1) - b(1))^2
y = (a(2) - b(2))^2
z = (a(3) - b(3))^2
ed = sqrt(x + y + z)
Maybe I'm messing up my code...?
Thank you
Take these two coordinates:
a: -62 -28 28
b: -53 -37 25
The web utility determines that there is a 9mm difference between them.
However, when using matlab to calculate the same distance (code below) i get 13.0767 mm.
x = (a(1) - b(1))^2
y = (a(2) - b(2))^2
z = (a(3) - b(3))^2
ed = sqrt(x + y + z)
Maybe I'm messing up my code...?
Thank you
Nov 22, 2022 10:11 AM | Joaquim Radua
RE: Euclidean distance web utility formula
Oh! You should separate the numbers with commas, i.e.:
a: -62,-28,28
b: -53,-37,25
And the answer will be 13.0767 as you had calculated.
:-)
a: -62,-28,28
b: -53,-37,25
And the answer will be 13.0767 as you had calculated.
:-)
Nov 22, 2022 11:11 AM | Gaël Cordero
RE: Euclidean distance web utility formula
Ohhhh!!!!
I see, I should have thought about trying that
Thank you for satisfying my curiosity.
Best,
Gaël
I see, I should have thought about trying that
Thank you for satisfying my curiosity.
Best,
Gaël