lct8 SDOF damped, general time-dependent load

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Last updated 4:57 PM on 3/26/26
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10 Terms

1
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<p>Give can. form, general and homogeneous solution (recap)</p>

Give can. form, general and homogeneous solution (recap)

<p></p>
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<p>First step for finging solution to particular solution</p>

First step for finging solution to particular solution

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3
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<p>Get this? Single pulse</p>

Get this? Single pulse

4
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<p>Get this? Series of pulses</p>

Get this? Series of pulses

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<p>Get this? Duhamel’s integral for viscously damped SDOF</p>

Get this? Duhamel’s integral for viscously damped SDOF

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<p>Full genereal solution</p>

Full genereal solution

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<p>Initial value problem</p>

Initial value problem

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term image

A: contribution of dulhamel’s integral starts after t;0, before t;0 it has no contribution

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term image

C: before t = 0 the duhamel’s integral has no influence on u(t)

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<p></p>

Yes, init conditions = 0, and after t;0 equilibrium shifts, after delta_t it is back at 0.

Homogeneous sol: not needed, init cond. is zero. Free vibr is in the dulhamel’s integral.

SS response is a response to the force if t > infinity. F = 0 if t > infinity so no u;ss response.

U decreases over time in interval 0 < t < delta_t due to damping. so u(t) never reaches 0 after delta_t.

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