kg As students of differential equations, it is your task to test the design for a new earthquake- proof building. A mod
Posted: Fri Apr 29, 2022 11:27 am
kg As students of differential equations, it is your task to test the design for a new earthquake- proof building. A model of the building is constructed. The model has a mass of m = Il 100 and is set on a spring table whose spring constant is k = 1 N/m. It is calculated that the damping coefficient is u 0.012 N-sec/m. To simulate an earthquake, a force of f(t) Newtons is applied to the spring table for exactly three seconds, where f(t) = 100 * sin(3t) if n is odd, 100 = The building is said to “be at rest” once the vibrations are less than one percent of the maximum displa ment of the initial shock of the earthquake. When will this model “be at rest”?