MadSci Network: Physics |
There are lots of physics principles to apply here especially in the area known as Fluid Mechanics to engineers who design the gear you use. Kite boarding would involve principles from fluid mechanics called lift and drag on both the kite and the board as well as several other that are interesting and complicated. These principles analyze how friction, density of the water and air and geometry of the kite and board affect your motion. An engineer or designer would look into making the board more aerodynamic in the water to get more speed, a word you've probably heard already. An engineer would also look into how you could get more lift from the kite so you could do more aerobatics with the board. These would certainly have a lot to do with this sport however if you want to know which of the three of Newton's laws of motion would apply and how then that would include all three. In Newton's first law he deals with balanced forces, in other words when things are either NOT in motion OR are at a constant (non-changing) velocity (speed), we call this the study of "Statics", not statistics, in engineering. The equation for his first law F=m*a is equal to zero, here the a=zero, no acceleration. In the previous equation (F) is the force, (m) is the mass and (a) is the amount of acceleration. The amount of force pulling/pushing in one direction is equal to the force in the opposite direction. This applies to kite boarding when you have no movement or a constant speed when you are on the board. In Newton's second law he deals with unbalanced forces, in other words when things are accelerating, we call this the study of "Dynamics" in engineering. The amount of force pulling/pushing in one direction is either greater or smaller than the force pulling/pushing in the opposite direction. The equation for the second law F=m*a is no longer zero because you now have some acceleration. As it applies to kite boarding I'm sure you can feel when your speed either increases or decreases, decreasing speed is called negative acceleration so the second law still applies here even though you may be slowing down because even though acceleration may be negative it's still not zero. In Newton's third law he deals with "Reciprocity" which is just a fancy physics word that means we have a state of mutual actions. In this case you have object X exerting a force on object Y and object Y exerts an equal and opposity force on object X, the equation looks like this Fx=-Fy. This would be the case when Newton's First law applies. It would apply to kite boarding when the rope between you and the kite is taught, meaning not loose then the force you exert pulling down on the rope so as not to let it go is equal and opposite to the force the kite is exerting on you however this no longer becomes true once the kite either falls down towards you or you let go of the rope.
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