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Mechanical Equilibrium


• Keeping things in balance so that things
  remain stable.

• When there is motion in mechanical
  equilibrium, a force becomes unstable
  and falls.
Force

 When you push or pull an object.

 The state of motion may be still or moving.

 A force is needed to change and objects state of
  motion.

 When an item is pushed or forced to move it will
  not stop until a force stops it.
   A hockey puck moving across the ice.
Net Force

 The combination of all forces on an object.
 When another force changes an objects direction or
  stops it.
 A combination of many forces for example:
   Pulling or pushing on an object at 5 pounds and
    another person helps you push or pull adding another
    10 pounds.
   If you are pulling an object at 5 pounds of force and
    another person pushed the object in another direction
    this is also net force.
Tension and Weight

 Weighing a heavy item on a string and pulling it by
  gravity will give you the weight.

 There are two forces acting on the item, the tension
  force being use upward and the weight force being
  pulled down.
Force Vectors

 Forces being represented by arrows.
 A vector is an arrow that represents the magnitude
  and direction of a quantity.
 A vector quantity is a quantity that needs both
  magnitude and direction for a complete description.
   Force

 Scalar quantity is a quantity that can be described
  by magnitude only and has no direction.
   Time, area and volume
Mechanical Equilibrium

 A state where no physical changes occur.
   Whenever the net force on an object is zero.

 An item suspended by a rope is stable and
  considered mechanical equilibrium.

 Vector quantities take direction into account so if
  upward forces are positive, downward ones are
  negative, and when summed equal zero.
Support Force

 The upward force that balances the weight of an
  object on a surface.

 Also known as a normal force.

 For an object at rest on a horizontal surface, the
  support force must equal the objects weight.

 The weight of a book on a table is being pulled by
  gravity downward, but the support of a stronger
  force, the table prevents it from falling down.
Equilibrium for Moving
         Objects
• When an object is not moving it is considered
  equilibrium.
• An object moving at a constant speed in a straight-line
  is another form of equilibrium.
  •   Hockey puck moving across the ice.
• The state of no change.
• Objects at rest are in static equilibrium.
• Objects moving in a constant speed in a straight line
  are in dynamic equilibrium.
Vectors

 Vectors is the tension in a rope suspending
  something upward from gravity.

 If there are two ropes suspending something
  upward from gravity, then the vectors in both ropes
  is the same.

 Holding the item by suspension is considered
  equilibrium.

 If one rope is shorter than the other then they angle
  each other and this is resultant.
The Parallelogram Rule


 To find the resultant of two non-parallel vectors,
  construct a parallelogram wherein the two vectors
  are adjacent sides.

 When two ropes are suspending an object the
  tension is in the middle so that the ropes have equal
  weight.

 The angle between the two ropes is the parallel rule.

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Physics chapter 2 2012

  • 1. Mechanical Equilibrium • Keeping things in balance so that things remain stable. • When there is motion in mechanical equilibrium, a force becomes unstable and falls.
  • 2. Force  When you push or pull an object.  The state of motion may be still or moving.  A force is needed to change and objects state of motion.  When an item is pushed or forced to move it will not stop until a force stops it.  A hockey puck moving across the ice.
  • 3. Net Force  The combination of all forces on an object.  When another force changes an objects direction or stops it.  A combination of many forces for example:  Pulling or pushing on an object at 5 pounds and another person helps you push or pull adding another 10 pounds.  If you are pulling an object at 5 pounds of force and another person pushed the object in another direction this is also net force.
  • 4. Tension and Weight  Weighing a heavy item on a string and pulling it by gravity will give you the weight.  There are two forces acting on the item, the tension force being use upward and the weight force being pulled down.
  • 5. Force Vectors  Forces being represented by arrows.  A vector is an arrow that represents the magnitude and direction of a quantity.  A vector quantity is a quantity that needs both magnitude and direction for a complete description.  Force  Scalar quantity is a quantity that can be described by magnitude only and has no direction.  Time, area and volume
  • 6. Mechanical Equilibrium  A state where no physical changes occur.  Whenever the net force on an object is zero.  An item suspended by a rope is stable and considered mechanical equilibrium.  Vector quantities take direction into account so if upward forces are positive, downward ones are negative, and when summed equal zero.
  • 7. Support Force  The upward force that balances the weight of an object on a surface.  Also known as a normal force.  For an object at rest on a horizontal surface, the support force must equal the objects weight.  The weight of a book on a table is being pulled by gravity downward, but the support of a stronger force, the table prevents it from falling down.
  • 8. Equilibrium for Moving Objects • When an object is not moving it is considered equilibrium. • An object moving at a constant speed in a straight-line is another form of equilibrium. • Hockey puck moving across the ice. • The state of no change. • Objects at rest are in static equilibrium. • Objects moving in a constant speed in a straight line are in dynamic equilibrium.
  • 9. Vectors  Vectors is the tension in a rope suspending something upward from gravity.  If there are two ropes suspending something upward from gravity, then the vectors in both ropes is the same.  Holding the item by suspension is considered equilibrium.  If one rope is shorter than the other then they angle each other and this is resultant.
  • 10. The Parallelogram Rule  To find the resultant of two non-parallel vectors, construct a parallelogram wherein the two vectors are adjacent sides.  When two ropes are suspending an object the tension is in the middle so that the ropes have equal weight.  The angle between the two ropes is the parallel rule.