Curry Romero
04/18/2024 · Elementary School

3. En la figura cl rectángulo \( S \) puede deslizar a través de la barra horizontal. El rectángulo está conectado por una barra rigida articulada en P que gira con velocidad angular constante \( \omega_{0} \). Determina: a) La posición del rectángulo como función del tiempo. b) El ángulo \( \phi \) para el cual la velocidad de \( S \) es minima. c) La aceleración del rectángula como función del ảngulo \( \phi \).

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- **Posición del rectángulo**: \( x(t) = r \cos(\omega_0 t) \) - **Ángulo \( \phi \) para velocidad mínima**: \( \phi = n\pi \) - **Aceleración del rectángulo**: \( a(\phi) = -r \omega_0^2 \cos(\phi) \)

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