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3 cards from this section. Quick, good the night before a test.
What does the steady state assumption imply?
Think about time vs. location.
What is mass conservation?
How does this relate to pollutants in the air?
What does the steady state assumption indicate about pollutant concentration?
Think of a fixed-time scenario.
True or False: The emission rate has to be variable for the steady state assumption to hold.
Consider what happens when emissions change.
Consider a factory emits pollutants at a rate of Q. If the cooling temperature changes, altering emission rates, how would you approach the modeling of this pollutant?
What model can handle varying emissions?
A plume expands in three dimensions due to environmental factors. How would you mathematically represent the maximum concentration in this dispersion model?
Think about how spread affects concentration visualizations.
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