183_notes:torque

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183_notes:torque [2014/11/20 16:48] caballero183_notes:torque [2015/10/14 15:43] – [Torque] caballero
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 ===== Torques Cause Changes in Rotation ===== ===== Torques Cause Changes in Rotation =====
  
-Until now, you have worked with forces and work to explain and predict object motion. You've even used [[183_notes:rot_ke|work and energy to begin to explain that objects can rotate]], but you haven't yet unpacked how that occurs -- only that a system can share energy between translation and rotation. In these notes, you will read about torque, which is a force applied at a distance from a specific point that causes a twisting or rotating about that point.+Until now, you have worked with [[183_notes:mp_multi|forces]] and [[183_notes:work|work]] to explain and predict the motion of objects. You've even used [[183_notes:rot_ke|work and energy to begin to explain that objects can rotate]], but you haven't yet unpacked how that occurs -- only that a system can share energy between translation and rotation. In these notes, you will read about torque, which is a force applied at a distance from a specific point that causes a twisting or rotating about that point. 
 +==== Lecture Video ==== 
 + 
 +{{youtube>SrRoXGqRNi8?large}}
  
 ==== Torque ==== ==== Torque ====
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 $$\vec{\tau}_A = \langle 0,0,r_xF_y-r_yF_x\rangle$$ $$\vec{\tau}_A = \langle 0,0,r_xF_y-r_yF_x\rangle$$
  
-Notice that if the lever arm point in the same (or precisely opposite directions) the torque is zero. The cross product of two parallel or anti-parallel vectors is zero.+Notice that if the applied force and the lever arm point in the same (or precisely opposite directions) the torque is zero. The cross product of two parallel or anti-parallel vectors is zero.
  
 ==== Sign of the Torque comes from the Right-Hand Rule ==== ==== Sign of the Torque comes from the Right-Hand Rule ====
  • 183_notes/torque.txt
  • Last modified: 2021/05/08 18:56
  • by stumptyl