Dynamics Chapter 2 Problem 2.5 - Edubirdie

University:
Georgia Southern University
Course:
ENGR 2232 | Dynamics of Rigid Bodies
Academic year:

2024
Views:

53

Pages:

1
Author:

Jalen W.

Problem 2.5: On a rough inclined plane with an inclination angle α and a kinetic friction constant μ, a block of mass m1 is moving while connected by a rope to a body of mass m2. The pulley and rope are considered massless. The problem involves determining the accelerations when the block slides upwards and downwards, as well as finding the force acting in the rope. MATLAB Code: % Given parameters m1 = ; % mass of the block m2 = ; % mass of the body g = 9.81; % acceleration due to gravity alpha = ; % inclination angle mu = ; % kinetic friction constant % Calculating accelerations a_upward = g * (m2 - m1 * (sin(alpha) + mu * cos(alpha))) / (m1 + m2); a_downward = -g * (m1 * (sin(alpha) - mu * cos(alpha)) + m2) / (m1 + m2); % Calculating force in the rope S_upward = m1 * m2 * g * (1 + sin(alpha) + mu * cos(alpha)) / (m1 + m2); S_downward = m1 * m2 * g * (1 + sin(alpha) - mu * cos(alpha)) / (m1 + m2);

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