“Ellipsoid-of-Revolution to Cylinder”: Transverse Aspect - Map Projections: Cartographic Information Systems - page 402

⎧
⎨

x 1 = ρ 2 , 023 . 0803 m ,

y 1 = ρ × 15 , 567 . 83991 m ,
y 0 = ρ

×

B 0 =48 ◦

⎩

× 5 , 318 , 427 . 59549 m ,

⎧
⎨

x 1 = ρ × 2 , 023 . 0803 m ,

B 0 =48 . 8 ◦

26 , 609 . 36314 m ,
y 0 = ρ × 5 , 407 , 386 . 07226 m .
Conventional UTM coordinates:
Northing y UTM = y 0 + y 1 =5 , 431 , 702 . 2893 m ,
False Easting x UTM = 500 m + x 1 = 720 , 140 . 1420 m ,zone L 01 +3 ◦
6 ◦

y 1 = ρ ×

⎩

+30=32 .

{L, B}→{x 2 ,y 2 } :
L 02 =15 ◦ ,
dilatation factor ρ =0 . 9578 ,
B 0 =48 ◦ x 2 = x 2 = −ρ × 218 , 769 . 9264 m ,
y 2 = ρ × 15 , 509 . 96794 m ,

B 0 =48 . 8 ◦ x 2 ==

− ρ × 218 , 769 . 9264 m ,

2 , 651 . 49117 m .
Conventional UTM coordinates:
Northing y UTM = 543 , 164 . 4178 m ,
False Easting x UTM =28 , 132 . 39827 m , zone L 02 +3 ◦
6 ◦

y 2 = ρ ×

+30=3 ,

{ x 1 ,y 1 }→{ x 2 ,y 2 } :

B 0 =48 ◦ { x 2 = − ρ × 218 , 769 . 91979 m ,y 2 = ρ × 15 , 509 . 96826 m ,

B 0 =48 . 8 ◦ { x 2 = − ρ × 218 , 769 . 92193 m ,y 2 = ρ × 2 , 651 . 49146 m .

End of Example.