how can I calculate the nautical direction angle from Cartesian x- and y-component of velocity
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I have a set of Cartesian x- (u) and y-component (v) of velocity. But I want the velocity to be Nautical direction based, which I did the follows:
for k=1:length(u)
if u(k) > 0 && v(k) >0 % velocity direction is from southwest and pointing towards northeast
dir(k) = 180+rad2deg(atan(abs(u(k))./abs(v(k))));
elseif u(k) < 0 && v(k) >0
dir(k) = 180-rad2deg(atan(abs(u(k))./abs(v(k))));
elseif u(k) < 0 && v(k) <0
dir(k) = rad2deg(atan(abs(u(k))./abs(v(k))));
else
dir(k) = 360-rad2deg(atan(abs(u(k))./abs(v(k))));
end
end
May I know if my understanding is conceptually correct?
댓글 수: 3
Dyuman Joshi
2023년 12월 27일
As I said earlier, I am not familiar with Nautical convention.
Could you provide a definition/reference to it?
답변 (1개)
Chunru
2023년 12월 27일
편집: Chunru
2023년 12월 27일
vx = 10;
vy = 10;
v = sqrt(vx.^2 + vy.^2)
theta = wrapTo360(90 - rad2deg(atan2(vy, vx))) % Earth coordinates, with ref to North, Clock wise
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Chunru
2023년 12월 27일
In nautical navigation the absolute bearing is the clockwise angle between north and an object observed from the vessel. https://en.wikipedia.org/wiki/Bearing_(angle)
The wind direction is defined as the direction from which the wind originates (the opposite of the wind velocity vector).
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