We are interested in the impulse response of the dynamic system: ÿ + 2ý + y = 8(t). Assuming the initial conditions are zero, when the impulse 8(t) of magnitude 1 is applied, what is the representation of Y (s) = L{y(t)} in the Laplace Domain ? (s²+s+2) (s2 +2s+2) (s?+2s+1) O S y(t – T)8(7)dT (s+1)

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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We are interested in the impulse response of the dynamic system: ÿ + 2ý + y = 8(t). Assuming
the initial conditions are zero, when the impulse 8(t) of magnitude 1 is applied, what is the
representation of Y (s) = L{y(t)} in the Laplace Domain ?
(s² +s+2)
(s2+2s+2)
(s² +2s+1)
O si y(t – T)8(7)dr
(s+1)?
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Transcribed Image Text:We are interested in the impulse response of the dynamic system: ÿ + 2ý + y = 8(t). Assuming the initial conditions are zero, when the impulse 8(t) of magnitude 1 is applied, what is the representation of Y (s) = L{y(t)} in the Laplace Domain ? (s² +s+2) (s2+2s+2) (s² +2s+1) O si y(t – T)8(7)dr (s+1)? « Previous Next MacBook Pro 당。 F4 FS 23 & 1 3 4 6 7 8 { Q W E T Y D F G J K く C V B command optio option command .. ·- つ エ ミ の リ
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