Consider a a uniform spherical cloud (diameter 20 cm). The cloud consists of mono dispersed water droplets with diameter dp=100μm. In one sentence, define what terminal velocity is. Calculate the terminal velocity of a single spherical droplet and determine how long it takes for the droplet to reach the floor if travelling from a height of 2 m. You can assume Stokes flow. Data: Air density: 1.2 kg m-3 Air viscosity: 1.81x10-5Pa s Water density: 1000 kg m-3 Water viscosity: 0.001Pa s Gravity: 9.81 m s-2
Consider a a uniform spherical cloud (diameter 20 cm). The cloud consists of mono dispersed water droplets with diameter dp=100μm. In one sentence, define what terminal velocity is. Calculate the terminal velocity of a single spherical droplet and determine how long it takes for the droplet to reach the floor if travelling from a height of 2 m. You can assume Stokes flow. Data: Air density: 1.2 kg m-3 Air viscosity: 1.81x10-5Pa s Water density: 1000 kg m-3 Water viscosity: 0.001Pa s Gravity: 9.81 m s-2
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Consider a a uniform spherical cloud (diameter 20 cm). The cloud consists of mono dispersed water droplets with diameter dp=100μm. In one sentence, define what terminal velocity is. Calculate the terminal velocity of a single spherical droplet and determine how long it takes for the droplet to reach the floor if travelling from a height of 2 m. You can assume Stokes flow.
Data:
Air density: 1.2 kg m-3
Air viscosity: 1.81x10-5Pa s
Water density: 1000 kg m-3
Water viscosity: 0.001Pa s
Gravity: 9.81 m s-2
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