- Dec 16, 2006
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I just asked myself this one today and I can't answer it.
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The bottom of a rain cloud is typically no more than 6,500 feet high, and depending on size of the drop (.5 mm to 5 mm), they fall at a speed of 4-20 mph. So, their life span is anywhere from 3.7 to 18 minutes. The larger the drop the faster it falls.
In a sense yes. They start out as accumulations of water vapor around very tiny particles of dust. When they reach a critical size, which varies depending on several factors, they began falling. For reasons that are still not completely understood often they quickly begin bonding with each other to form larger and larger raindrops. Larger drops may also form inside clouds where eddies of air currents keep them aloft during their bonding until conditions moderate or they become too heavy and they start to fall. In some cases, during their descent the drops may start to evaporate and be much smaller when they reach the ground. And sometimes where the evaporation is total the drops will disappear and never reach the ground. Such rain is called virgaDon't the drops form some time before they fall?
Because they weight more. Although their surface dimension increases as their size grows it does not match the increase volume that takes place. Consider: A sphere with a diameter of 2 has a surface area 4 times that of a sphere with a diameter of 1, whereas the volume of the larger sphere will be 8 times larger, and hence is much heavier. In short, the increase in air friction due to the increase in surface dimension is more than off set by the weight of the far greater increase in volume.Why do larger drops fall faster?
Because they weight more. Although their surface dimension increases as their size grows it does not match the increase volume that takes place. Consider: A sphere with a diameter of 2 has a surface area 4 times that of a sphere with a diameter of 1, whereas the volume of the larger sphere will be 8 times larger, and hence is much heavier. In short, the increase in air friction due to the increase in surface dimension is more than off set by the weight of the far greater increase in volume.
If we lived in a vacuum, we wouldn't have raindrops in the first placeIn a vacuum a feather and a rock fall at the same rate.
For some reason I can't rep this post. Higher powers are at work...The bottom of a rain cloud is typically no more than 6,500 feet high, and depending on size of the drop (.5 mm to 5 mm), they fall at a speed of 4-20 mph. So, their life span is anywhere from 3.7 to 18 minutes. The larger the drop the faster it falls.
Thank you. It's the thought that counts.For some reason I can't rep this post. Higher powers are at work...
That's correct.
It's all part of the Great Hydrocycle of Life.Raindrops die when they hit the ground?
It all has to do with terminal velocity.??
If a feather and a rock fall at the same rate in a vacuum then that would
imply that their mass difference has nothing to do with their rate of descent. Right?
So then this statement you made about the heavier drops is false: "In short, the increase in air friction due to the increase in surface dimension is more than off set by the weight of the far greater increase in volume." (bolding and italics mine)
It all has to do with terminal velocity.
Here is a site with an explanation and that also lets you experiment with the velocity of various size raindrops. Just move the rain drop cursor up or down on the scale to change the size of the rain drop.