a) Refer to Figure #1. A wagon is moving in a straight line with constant acceleration a, and its kinematics is measured with respect to inertial coordinates (X1, Y1). A ball inside the wagon is acted upon by a force F (components F, and F,) and gravity force Mg. The coordinate (X2, Y2) is moving with the wagon. Detemine the acceleration of the ball measured in the (X2, Y2) coordinate frame. In other words, compute the acceleration of the ball relative to the wagon. Y,A (M X, ► x, Figure 1 (a) Answer: a(M/W)x = Fx/M - ax; a(M/W)y = Fy/M – g
a) Refer to Figure #1. A wagon is moving in a straight line with constant acceleration a, and its kinematics is measured with respect to inertial coordinates (X1, Y1). A ball inside the wagon is acted upon by a force F (components F, and F,) and gravity force Mg. The coordinate (X2, Y2) is moving with the wagon. Detemine the acceleration of the ball measured in the (X2, Y2) coordinate frame. In other words, compute the acceleration of the ball relative to the wagon. Y,A (M X, ► x, Figure 1 (a) Answer: a(M/W)x = Fx/M - ax; a(M/W)y = Fy/M – g
Related questions
Question
Show transcribed image text a) Refer to Figure #1. A wagon is moving in a straight line with constant acceleration ax and its
(a) Answer: a(M/W)x = FX/M - ax; a(M/W)y = Fy/M - g
Expert Solution
Step 1
Step by step
Solved in 2 steps