DescriptionAtan2 circle.png Values of w:atan2 on the unit circle Date 11 October 2008 Source I created this work entirely by myself, but I'm very bad...
math, png path_in = 'mya/Earthmap1000x500.png' path_out = 'Valeriepieris_circle_azimuthal_equidistant.png' colour_circle = [255, 255, 0] radius_circle = 0...
math, png path_in = 'mya/Earthmap1000x500.png' path_out = 'Valeriepieris_circle_azimuthal_equal_area.png' colour_circle = [255, 255, 0] radius_circle = 0...
at θ = π and insertion of the blue circles. This image is a derivative work of the following images: File:Atan2.PNG licensed with Cc-by-sa-3.0, GFDL 2009-02-05T16:56:20Z...
math, png path_in = 'mya/Earthmap1000x500.png' path_out = 'Cambridge_azimuthal_equidistant.png' colour_circle = [255, 255, 0] radius_circle = 90.51...
import re, math, png path_in = 'Earthmap1000x500.png' path_out = 'Mecca_azimuthal_equidistant.png' colour_circle = [255, 255, 0] radius_circle = 90.51 thickness_circle...
DescriptionAtan2 circle.svg English: Values of atan2 on the unit circle. Note that the value at (-1,0) is always π {\displaystyle \pi } , but it approaches...
outfn = n*6; module outputArrow(turning){ headArc =slotAngle/8; angus = atan2(-a,-r) + slotAngle/4 ; angus2 = n%2==1 ? angus+slotAngle/2:angus; rotate([0...
outfn = n*6; module outputArrow(turning){ headArc =slotAngle/8; angus = atan2(-a,-r) + slotAngle/4 ; angus2 = n%2==1 ? angus+slotAngle/2:angus; rotate([0...
outfn = n*6; module outputArrow(turning){ headArc =slotAngle/8; angus = atan2(-a,-r) + slotAngle/4 ; angus2 = n%2==1 ? angus+slotAngle/2:angus; rotate([0...
