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2 cards from this section. Quick, good the night before a test.
Define a partial differential equation.
Think about functions that change with more than one variable.
What does it mean if B² - 4AC < 0?
Recall the discriminant's role in classifications.
What type of PDE is characterized by B² - 4AC < 0?
Think about how smooth solutions behave.
True or False: All PDEs are linear.
Reflect on different types of PDEs you've studied.
Derive the conditions for an equation to be classified as parabolic from its general form.
Consider how changing coefficients affect classification.
Discuss the implications of boundary conditions in engineering applications, citing examples.
Relate this to real-world engineering problems in fluid mechanics.
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