No one can hear you scream in phase space. In this video we explore the phase portrait of a double-well potential system, which is a fun example of a nonlinear system (i.e., differential equation) that can be analyzed with local linearization and linear solution techniques.
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This video was produced at the University of Washington
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0:00 Problem setup
3:19 Finding fixed points and linearizing
10:48 Global phase portrait
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