Does Dropping an Object Increase the Force It Exerts on the Ground?

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In summary, the force of an object's weight is equal to the force of gravity and the normal force exerted by the Earth. When an object is dropped from a certain height, it will accelerate due to the force of gravity until it reaches terminal velocity. Upon impact with the Earth, there is a temporary impulsive force that causes the object to stop accelerating. This force is greater than the normal force because it is based on the object's change in momentum. However, once the object settles on the Earth, the force balance returns to its original state.
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ag048744
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I have always known that weight is the force of gravity. Yet I have always been confused about one thing. If you hold up an object of mass and drop it, won't the ground experience a force that is greater than when the object just sits there?
 
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Yes' temporarily, but the force between the object and the ground is a contact force which has nothing to do with weight or gravity. You get a similar force whenever you lean against a wall, in which case the contact force isn't even vertical and clearly unrelated to your weight.
 
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When the object just sits there on the surface of the Earth the force experienced by object onto the earth, and the Earth onto the object is equal and opposite in direction and it depends on the objects distance from the centre of the earth. The force of gravity causes the object to exert a force onto the earth, the Earth exerts an equal force opposite in direction on the object called the normal force. These two forces are balanced, therefore there is no net force, resulting in no acceleration.

When you set something into free fall from a certain height, it will accelerate toward the Earth based on the force of gravity and given enough time will reach terminal velocity due to drag, because the force of gravity will be balanced by the drag of the air on the object causing it to stop accelerating. When the object finally hits the earth, the force exerted temporarily onto the earth, will also be exerted by the Earth on the object, and will be based on the objects change of momentum required to provide the reverse acceleration settling it onto the surface of the earth. This force is called the impulsive force, a large force which occurs during collisions over a small period of time. After this impulsive force settles the object onto the Earth and ceases it from further accelerating, we return to the scenario in the first paragraph.

TLDR: Yes and the reason that the force experienced is greater on impact is because if the object was 1kg and traveling at 20 m/s, a force of 20 N will be exerted on it, in say one second, to bring it to 0 m/s. While just on the ground the object exerts a force of 9.8 N. This is the basic idea and my understanding of it.
 
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1. What factors affect the speed at which an object falls?

The speed at which an object falls is affected by several factors, including the mass of the object, the force of gravity, and the presence of air resistance. Objects with larger masses will fall faster than objects with smaller masses, as the larger mass requires more force to accelerate. The force of gravity also plays a role, as objects will accelerate at a rate of 9.8 meters per second squared on Earth. Finally, air resistance can slow down the speed of an object as it falls through the air.

2. How does the height from which an object is dropped affect its speed?

The height from which an object is dropped does not affect its speed. Regardless of the height, all objects will accelerate at the same rate due to gravity. However, the height does affect the time it takes for an object to reach the ground, as objects dropped from higher heights will take longer to reach the ground.

3. How does the shape of an object affect its rate of falling?

The shape of an object can affect its rate of falling due to air resistance. Objects with a larger surface area, such as a parachute, will experience more air resistance and fall at a slower rate than objects with a smaller surface area, such as a ball. However, once an object reaches its terminal velocity, the shape will no longer affect its rate of falling.

4. What is terminal velocity and how does it relate to dropping an object of mass?

Terminal velocity is the maximum velocity that an object can reach while falling through a fluid, such as air or water. This is when the force of gravity is equal to the force of air resistance, causing the object to stop accelerating and fall at a constant speed. The mass of an object does not affect its terminal velocity, but the shape and surface area do.

5. What is the equation for calculating the speed of a falling object?

The equation for calculating the speed of a falling object is v = gt, where v is the final velocity, g is the acceleration due to gravity (9.8 m/s2 on Earth), and t is the time it takes for the object to fall. This equation assumes no air resistance and is only valid for objects dropped from rest. For objects with air resistance, more complex equations must be used.

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