Physics
Physics, 11.07.2019 23:30, mirandaperez3412

Running out of !dew can be described as (4 points) select one: a. water vapor that has condensed and covers the ground in the morning b. water vapor suspended in the air c. condensed water in the air d. the amount of water the air can hold

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Chemistry, 26.07.2019 21:20, Nyasiahenry
Air at 320 k saturated with water vapor is dehumidified by cooling to 285 k and by condensation of water vapor. air leaving the dehumidifier saturated at 285 k is mixed with a part of the original air, which has bypassed the dehumidifier. the resulting air stream is reheated to 320 k. it is desired that the final air contain water vapor not exceeding 0.03 kg/kg of dry air. calculate: 2) (a) the dry air bypassed (in kg) per each kg of dry air sent through the dehumidifier. (b) the water vapor condensed in the dehumidifier (in kg) per 100 m2 of air sent through it. (c) the volume of final air obtained per 100 m3 of air passed though the dehumidifier data: total pressure of system-1 atm or 101.3 kpa vapor pressure of water at 285 k- 1.4 kpa vapor pressure of water at 320 k- 10.6 kpa 3
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Chemistry, 13.09.2019 20:30, ezelle
Air at 320 k saturated with water vapor is dehumidified by cooling to 285 k and by 2) condensation of water vapor. air leaving the dehumidifier saturated at 285 k is mixed with a part of the original air, which has bypassed the dehumidifier. the resulting air stream is reheated to 320 k. it is desired that the final air contain water vapor not exceeding 0.03 kg/kg of dry air. calculate: (a) the dry air bypassed (in kg) per each kg of dry air sent through the dehumidifier (b) the water vapor condensed in the dehumidifier (in kg) per 100 m2 of air sent through it. (c) the volume of final air obtained per 100 m2 of air passed though the dehumidifier total pressure of system = 1 atm or 101.3 kpa vapor pressure of water at 285 k = 1.4 kpa vapor pressure of water at 320 k = 10.6 kpa data:
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Mathematics, 20.09.2019 18:20, iamabouttofail
the mass of atmospheric water vapor averaged over the entire surface area of the earth is about 21 m−2 . calculate the following: a. how deep would a layer of liquid water be if all the water vapor was condensed? b. how deep would the layer be if all the vapor was condensed over the area of nc (about 139,000 )?
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