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4 cards from this section. Quick, good the night before a test.
What does the Dirac Delta Function represent in signal processing?
Think of signals that change suddenly.
What is the integral property of the Dirac Delta Function?
Consider the area under the impulse.
What does the Dirac Delta Function model?
Think about the nature of sudden spikes.
The area under the Dirac Delta Function is equal to:
Consider its mathematical definition.
Given the system described by the differential equation dy/dt + 2y = δ(t-3), find y(t) using the Laplace Transform.
Translate the equation using Laplace Transforms and use the shifting property.
How would the response of an electrical circuit differ when subjected to δ(t) vs. δ(t-5)? Explain using the concepts learned.
Consider the timing of the applied impulse and its effects on system responses.
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