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Question: this is an atmospheric chemistry problem please be thorough and...

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electrical designed by students at the U for improving our air quality Imagıne a giant fan by mixing the air and diluting the pollution during inversion events. Lets calculate the amount of energy required to mix the stable air and compare the amount of cnerg required for the electrical fan to the total electricity usage by households living in the Salt Lake Valley a) [5%) First, calculate the energy required to mix the stable air during the inversion event. According to the Whiteman et al. [2014] paper presented in class (Relationship between particulate air pollution and meteorological variables in Utahs Salt Lake Valley), severe pollution events are triggered when the valley heat deficit exceeds thoe thres shold of 4 Mim You can treat 4 MJm as the amount of energy neceded to be added to mix the stable air over an area of 1 square meter. Now. if the Salt Lake Valley has an area of the valley heat deficit is at this threshold of 4 MJ/m2 ? 00-square-miles (1,300 km), how much energy is needed to mix the air when b) [506] A fan constructed to mix the air is not 100% efficient. In reality, lets assume at it is only 50% efficient-ie, only 50% of the electricity it consumes is used to mix the air. How much energy is needed to power this fan? c) [596] If the per capita residential electricity usage is about 4500 kilowatt hours per person (according to the U.S, Energy Information Administration) living in the Salt Lake Valley, how much total energy is used by people living in the Salt Lake Valley? Assume the total population of Salt Lake Valley is 1 million. d) [596] Compare the calculated numbers in b) with c). What percentage of total residential electricity usage is the total electricity required to power the fan to mix the pollution?

This is an Atmospheric Chemistry Problem. Please be thorough and detailed.

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