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For droplets in warm clouds growing by condensation, the radius of the droplet (R)?

For droplets in warm clouds growing by condensation, the radius of the droplet (R) increases as the square root of time (t) by: where c is a dimensionless constant, D is a diffusion coefficient, and S is a measure of supersaturation of the air far away from the droplet. a. Make a plot of R (in units of micrometers) versus time for t = 0 to 3 hours. Assume c=0.0023, D = 2x10-5 m2 s -1 , S=1% supersaturation. b. Based on your plot in (a), would you expect a droplet growing by condensation to fall out of the cloud after 20 minutes? Why or why not?

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  • Juan
    Lv 4
    2 months ago

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  • 2 months ago

    This has nothing to do with Personal Finance.  Post it under a suitable Yahoo Answers category.

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