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250N
Once a skydiver jumps off the plane, they will begin picking up speed. However, as the speed of the skydiver increases, the amount of air resistance acting upon them will also increase. The skydiver will continue to accelerate while his or her weight is greater than the air resistance. When the force of the air resistance becomes equal to the weight of the skydiver, the skydiver will stop accelerating and will continue falling at a constant speed, this is known as the terminal velocity. While travelling at terminal velocity, the skydiver will be able to adjust his or her body position in a way that will increase or decrease the air resistance and allow the diver to alter their speed. Releasing his or her parachute will drastically increase the amount of air resistance and therefore slow their descent significantly.
A sky diver is falling through a Fluid with a measurable viscosity. The fluid is AIR. Pushing air molecules out of the way, and having them rub along the body of the skydiver's clothing causes friction (heat). This resulting friction on a human sized body results in a terminal velocity of approximately 124 MPH (200 KPH).
Air resistance increases and terminal velocity decreases when the parachute has opened.
Gravity pulls the skydiver towards the centre of the earth (downwards force). The air causes wind resistance, slowing the sky diver down (upwards force). The wind can also cause a slight sideways force upon the skydiver.
250N
To start with there is gravitational attraction. As soon as the skydiver starts falling, (s)he will experience the drag force due to air resistance. The gravitational force is essentially constant but the drag increases as the diver's velocity increases until it equals gravity. The diver is the falling at terminal velocity and will continue to do so until the parachute is operated.
Once a skydiver jumps off the plane, they will begin picking up speed. However, as the speed of the skydiver increases, the amount of air resistance acting upon them will also increase. The skydiver will continue to accelerate while his or her weight is greater than the air resistance. When the force of the air resistance becomes equal to the weight of the skydiver, the skydiver will stop accelerating and will continue falling at a constant speed, this is known as the terminal velocity. While travelling at terminal velocity, the skydiver will be able to adjust his or her body position in a way that will increase or decrease the air resistance and allow the diver to alter their speed. Releasing his or her parachute will drastically increase the amount of air resistance and therefore slow their descent significantly.
A sky diver is falling through a Fluid with a measurable viscosity. The fluid is AIR. Pushing air molecules out of the way, and having them rub along the body of the skydiver's clothing causes friction (heat). This resulting friction on a human sized body results in a terminal velocity of approximately 124 MPH (200 KPH).
Air resistance increases and terminal velocity decreases when the parachute has opened.
Terminal velocity is when air drag stops you from going any faster when falling. A heavier person will fall with greater force than the light sky diver falls at. So the heavier skydiver will require more force from air in order to keep him/her at terminal velocity
Being a layman, this will be a lay answer until an expert, or skydiver improves it. As I recall, the acceleration of gravity is 32 feet per second per second. My calculations suggest that in a vacuum, the skydiver's velocity would be 288 feet per second, or 196 miles per hour. However, since the diver is falling through the air of the atmosphere, there is frictional resistance, resulting in what is called drag, which limits the falling speed. Depending on the weight of the diver, the size and amount of loose clothing the diver wears, there will be a limited maximum speed of fall, refered to as terminal velocity, generally in the range of 120 to 125 miles per hour.
When he first jumps, his weight is the only force acting on his body. As he accelerates, the air resistance force, which acts in the opposition direction to the weight, increases in magnitude. When these two forces equal, they cancel each other out, which means that the diver does not accelerate anymore. This speed is the terminal speed. It's all a matter of forces.
Any skydiver can fall at a constant velocity. This is called the, "Terminal velocity". Since we do not have the picture that you mention, nothing more can be assumed.
Gravity pulls the skydiver towards the centre of the earth (downwards force). The air causes wind resistance, slowing the sky diver down (upwards force). The wind can also cause a slight sideways force upon the skydiver.
The weight of the sky diver has minimal effect on freefall time. Body position and amount of surface area exposed for wind resistance to affect are the two largest factors, and are interrelated to one another.
If d = 16*t^2 then there is no significant air resistance.