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5 cards from this section. Quick, good the night before a test.
What is the steady-state assumption?
Think about consistency in measurements over time.
Explain mass conservation in your own words.
Relate it to the principle of conservation in physics.
What is the main assumption of the steady-state model?
Think about what steady means in terms of measurements.
True or False: Higher emission sources lead to lower peak concentrations.
Consider how height affects the spread of pollutants.
If an emission source expels pollutants at a rate of Q = 100 kg/s, and is situated at a height of 20 meters, how does this affect the distribution of pollutants? Calculate concentration if spread is defined by C3_y = 5m and C3_z = 3m.
Start by understanding how to apply Gaussian dispersion equations with the given variables.
A factory emits pollutants from 15 meters high, with Q = 200 kg/s. Discuss how seasonal wind variation could influence the dispersion model and the expected change in peak concentration.
Think about how wind shifts could reshape pollution impacts through their influence on dispersal paths.
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