B Velocity of Sphere Falling from Rest in Oil-Filled Beaker

AI Thread Summary
The velocity of a sphere falling in oil from rest will initially be influenced solely by gravity, as the fluid's resistance is zero at that moment. As the sphere accelerates downward, the resistance force from the fluid increases with velocity. Eventually, the sphere will reach a terminal velocity where the gravitational force balances the fluid's resistance. At this point, the acceleration approaches zero, meaning the sphere no longer accelerates. Understanding these dynamics is crucial for predicting the sphere's motion in a viscous medium.
Angela Liang
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Hi! I'm thinking how would the velocity of a sphere change if it falls from rest in a tall beaker full of oil. I know that the direction of acceleration is upwards, and the acceleration should be decreasing at a decreasing rate. But how would the velocity change if the velocity is initially zero and falling downwards, meaning the acceleration has to slow it down. How does it slow down when the velocity is zero? And how can it be for the ball not to have velocity when it falls? Thanks.
 
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Angela Liang said:
Hi! I'm thinking how would the velocity of a sphere change if it falls from rest in a tall beaker full of oil. I know that the direction of acceleration is upwards, and the acceleration should be decreasing at a decreasing rate. But how would the velocity change if the velocity is initially zero and falling downwards, meaning the acceleration has to slow it down. How does it slow down when the velocity is zero? And how can it be for the ball not to have velocity when it falls? Thanks.
The force of gravity on the sphere will be a constant. The force against the fluid will be a function of its velocity through the fluid.
At zero velocity, the force from the fluid will be zero and only gravity will be acting on it. These two forces would balance out at a "terminal velocity". So, as the sphere approaches that velocity, the acceleration will approach zero.
 
.Scott said:
The force of gravity on the sphere will be a constant. The force against the fluid will be a function of its velocity through the fluid.
At zero velocity, the force from the fluid will be zero and only gravity will be acting on it. These two forces would balance out at a "terminal velocity". So, as the sphere approaches that velocity, the acceleration will approach zero.
Ok. Thank you very much!
 
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