Understanding Mechanical Equilibrium and Net Force

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An exploration of mechanical equilibrium, forces, and net force in physics. Discover how objects in balance exhibit stability and require external forces to change their state of motion. Learn about the concept of tension, weight, and the significance of net force in determining the motion of objects.


Uploaded on Jul 13, 2024 | 0 Views


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  1. Mechanical Equilibrium 2.1 Forces

  2. An object in mechanical equilibrium is stable, without changes in motion.

  3. Things that are in balance with one another illustrate equilibrium. Things in mechanical equilibrium are stable, without changes of motion. The rocks are in mechanical equilibrium. An unbalanced external force would be needed to change their resting state.

  4. A force is needed to change an object s state of motion.

  5. Net Force A force is a push or a pull. The combination of all forces acting on an object is called the net force. The net force on an object changes its motion. The scientific unit of force is the newton, abbreviated N.

  6. 2.1 Force Net Force The net force depends on the magnitudes and directions of the applied forces.

  7. Net Force When the girl holds the rock with as much force upward as gravity pulls downward, the net force on the rock is zero.

  8. Tension and Weight A stretched spring is under a stretching force called tension. Pounds and newtons are units of weight, which are units of force.

  9. 2.1 Force Tension and Weight The upward tension in the string has the same magnitude as the weight of the bag, so the net force on the bag is zero. The bag of sugar is attracted to Earth with a gravitational force of 2 pounds or 9 newtons.

  10. Tension and Weight There are two forces acting on the bag of sugar: tension force acting upward weight acting downward The two forces on the bag are equal and opposite. The net force on the bag is zero, so it remains at rest.

  11. Force Vectors A vector is an arrow that represents the magnitude and direction of a quantity. A vector quantity needs both magnitude and direction for a complete description. Force is an example of a vector quantity.

  12. A scalar quantity can be described by magnitude only and has no direction. Time, area, and volume are scalar quantities.

  13. Force Vectors This vector represents a force of 60 N to the right.

  14. Force Vectors

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