AIAA 7.2 Given the following equation for a mass-spring-damper system MX + CX + KX = KY Purchased from American Institut
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AIAA 7.2 Given the following equation for a mass-spring-damper system MX + CX + KX = KY Purchased from American Institut
AIAA 7.2 Given the following equation for a mass-spring-damper system MX + CX + KX = KY Purchased from American Institute of Aeronautics and Astronautics AIRCRAFT DYNAMIC STABILITY 381 where we assume (a) the system is massless (b) the spring has an initial displacement of Y = 10 in. (c) the spring constant equals 5 lb/in. (d) the damping coefficient equals 0.1 (lb-s/in.). Given the initial condition, X(0) = 2, find (1) the complementary or transient solution (2) the particular or steady state solution (3) the general or total solution 7.3 Using the baseline system of Problem 7.2, find the general or total solu- tion if the forcing function is not a constant (that is, step) but of the form f(t) = K sin cot with = 2 rad/s.
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