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Problem 1: The surface of the inclined plane is smooth (no friction). The inclination is 0, with sin0 = h/L, where h is the height of the right end, and L is length of the plane. A box called G (note this is not the weight) is lying on the surface with a pulley system shown in the figure. The mass of the box is m. The box is in equilibrium. (1) Plot the free body diagram for the box G %3D . Calculate the magnitudes for the 3 forces. (T (2) Calculate the force F that is required for the system to remain in equilibrium. es=

Problem 1: The surface of the inclined plane is smooth (no friction). The inclination is 0, with sin0 = h/L, where h is the height of the right end, and L is length of the plane. A box called G (note this is not the weight) is lying on the surface with a pulley system shown in the figure. The mass of the box is m. The box is in equilibrium. (1) Plot the free body diagram for the box G %3D . Calculate the magnitudes for the 3 forces. (T (2) Calculate the force F that is required for the system to remain in equilibrium. es=

International Edition---engineering Mechanics: Statics, 4th Edition
International Edition---engineering Mechanics: Statics, 4th Edition
4th Edition
ISBN:9781305501607
Author:Andrew Pytel And Jaan Kiusalaas
Publisher:Andrew Pytel And Jaan Kiusalaas
Chapter7: Dry Friction
Section: Chapter Questions
Problem 7.72P
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Problem 1: The surface of the inclined plane is smooth (no friction). The inclination is 0, with sin0 = h/L, where h is the height of the right end, and L is length of the plane. A box called G (note this is not the weight) is lying on the surface with a pulley system shown in the figure. The mass of the box is m. The box is in equilibrium. (1) Plot the free body diagram for the box G %3D . Calculate the magnitudes for the 3 forces. (T (2) Calculate the force F that is required for the system to remain in equilibrium. es=
Transcribed Image Text:Problem 1: The surface of the inclined plane is smooth (no friction). The inclination is 0, with sin0 = h/L, where h is the height of the right end, and L is length of the plane. A box called G (note this is not the weight) is lying on the surface with a pulley system shown in the figure. The mass of the box is m. The box is in equilibrium. (1) Plot the free body diagram for the box G %3D . Calculate the magnitudes for the 3 forces. (T (2) Calculate the force F that is required for the system to remain in equilibrium. es=
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