- #1
Curious_Student
- 8
- 0
If route perpendicullar forces supose to have no affect, why isn't this the case when somebody tries to cross a river? the motion is perpendicullar when water speeds aprox. at the same direction.. what am i missing?
Uh ... HUH ? Can you rewrite that in understandable English? Even better would be to include a diagram of what you are talking about.Curious_Student said:If route perpendicullar forces supose to have no affect, why isn't this the case when somebody tries to cross a river? the motion is perpendicullar when water speeds aprox. at the same direction.. what am i missing?
A force perpendicular to an objects existing velocity has no effect on the object's speed.Curious_Student said:If route perpendicullar forces supose to have no affect, why isn't this the case when somebody tries to cross a river? the motion is perpendicullar when water speeds aprox. at the same direction.. what am i missing?
jbriggs444 said:A force perpendicular to an objects existing velocity has no effect on the object's speed.
If a ferry is crossing a river purely crosswise, the downstream force of the river has no direct effect on the ferry's speed.
If a swimmer is crossing the river, stroking directly for the far shore, any downstream force from the river would not be at right angles to the swimmer's resulting velocity. The swimmer speeds up as a result. This leads to a velocity that is the vector sum of the swim speed plus the downstream flow speed.
Curious_Student said:his velocity will remain the same all along and he wouldn't need to spend additional energy to keep on constant velocity.
Curious_Student said:Thanks.
So if a swimmer starts at certain velocity and crosses a river when his motion is perpendicular to the water's flow, his velocity will remain the same all along and he wouldn't need to spend additional energy to keep on constant velocity. Do we agree?
Here, is it a right assumption? (ATTACHED)
PeroK said:And, of course, if the river is flowing faster than he can swim, then he cannot prevent himself being carried downstream.
Curious_Student said:But still as said, it has no affect on his velocity, as long as he swim towards the other bank at the same speed he should get there at the same time not depended on how speed is the water flow and only affect the horizontal dislocation.
won't you agree?
Because the force exerted on him by the river is not perpendicular to his velocity except at the instant of time when he first starts. When a force is constant in magnitude but always perpendicular to an object's velocity, you end up with uniform circular motion, and the object's speed is constant. But note that the force is always changing direction.Curious_Student said:If route perpendicullar forces supose to have no affect, why isn't this the case when somebody tries to cross a river?
No, perpendicular forces do not have any effect on an object's speed. Only parallel forces can change an object's speed.
Perpendicular forces act at a 90 degree angle to an object's motion, while parallel forces act in the same direction as an object's motion.
Yes, perpendicular forces can change an object's direction, but not its speed.
Perpendicular forces do not have any effect on speed because they do not act in the same direction as an object's motion. This means they do not contribute to the overall force that determines an object's speed.
An example of a perpendicular force is the force of gravity acting on an object as it moves horizontally. The force of gravity is always acting downwards, while the object's motion is perpendicular to this force.