Actually both angles are the same.your turning angle
It is the distance that you travel on a sphere that changes the angle slowly.
Why?
You are not traveling in a straight line, but a curved line.
Jim...
Actually both angles are the same.your turning angle
No, it is a relationship not a law, however...PS: The Bernoulli EQUATION is not a Law and does not appear in a "Physics" book.
This is true, but. The protractor measured angle will be different because it sets you on a different heading than the one measured by the compass. When traveling along the surface of a sphere, all straight lines are great circles. However, steering by compass heading along a latitude line actually steers you in a curve. By traveling only great circles segments, you end up with triangles, and by extension, squares, that have more degrees in them than they do in flat plane geometry.Actually both angles are the same.![]()
Surely you know, that's a can of different worms. All together.Which MAP projection am I using?
Yes. These non-Eclidean geometric models are simply 2 dimensional models of 3-D space because their use is only concerned with the surface as though it was in only 2 dimensions. We navigate across the surface of the Earth as if we only have 2 dimensions to work with.You indicated the use of a protractor. That is a tool used on a 2 dimensional map
Feel free to flip through
Your statement was that Bernoulli "does not appear in a 'Physics' book," and that is all I responded to.
Actually the Bernoulli expression is a simplified local model of the 3 dimensional model of the...
Continuity Equation
Feel free to simplify it to the Fluid Dynamics part for 2 dimensions.
Jim...
This is SailsCallLounge and Physics, which before Einstein, did what you suggested.The thread has declined into a pissing contest.
Japan would be in the way of Asia.If I head due West from California, what large land mass would I hit?
Wouldn't that be a case of applied fluid dynamics?Pissing contest.
I'm sorry you feel that way. It wasn't how I was seeing it.Pissing contest.
Stream flow for sure.Wouldn't that be a case of applied fluid dynamics?