2. KINEMATICSDYNAMICS  Describes motion.  The forces that cause motion.

3. Elementary Definition: Force – a push or a pull Not totally accurate though.

4. True Physics Definition: Force – any action that can cause a change of motion in an object

5.  Vector quantity – Forces have magnitude and direction  May be a contact force or a field force  Contact forces result from physical contact between two objects  Field forces act between objects that are not in physical contact

7. CONTACT FORCESFIELD FORCES  Elastic Force (F elas )  Frictional Force (F fric )  Applied Force (F A )  Tensional Force (F tens )  Normal Force (F N )  Buoyant Force (F B )  Strong Nuclear Force  Electromagnetic Force  Gravitational Force (F g )  Electric Force (F elec )  Magnetic Force (F mag )

8. Physical contact must be present during the exertion of the force. Elastic Force (F elas ) – due to stretching or compression of an elastic object (rubber band, springs, basketball bouncing) Tensional Force (F tens ) - due to objects pulled by a rope or cable-like object Frictional Force (F Fr ) – any force that opposes motion due to two types of matter coming in contact (air resistance, cleats on a grass field)

9. Physical contact must be present during the exertion of the force. Applied Force (F A ) – generic term for any other type of force (boxer strikes another fighter, wrecking ball hits the building) Normal Force (F N ) – force that acts perpendicularly when an object is on a surface Buoyant Force (F B ) – upward force due to a fluid (liquid or gas) pushing on an object

10. From strongest to weakest … Strong nuclear force – holds particles in nucleus together Electromagnetic force – electric and magnetic fields. Holds particles together so that they can bend, stretch or shatter. Gravitational – attractive force that exists between all objects

11. 1. Normal 2. Frictional 3. Tensional 4. Electromagnetic 5. Applied

12. 1. Strong Nuclear 2. Magnetic 3. Frictional 4. Gravitational 5. Electromagnetic

13. 1. Normal 2. Applied 3. Frictional 4. Tensional 5. Gravitational

14. 1. Normal 2. Net 3. Frictional 4. Tensional 5. Summation

15. 1. Normal 2. Magnetic 3. Frictional 4. Tensional 5. Applied

16. 1. Normal 2. Electromagnetic 3. Frictional 4. Tensional 5. Applied

17.  Must identify all the forces acting on the object of interest.  Choose an appropriate coordinate system.  If the free body diagram is incorrect, the solution will likely be incorrect.

18.  Mass is the quantity of matter contained in an object  SI unit of mass is the kilogram (kg)  Weight is the gravitational force exerted on an object  This weight can change based on gravitational fluctuations while mass stays constant.

19.  SI unit of force is a Newton (N) – the amount of force needed to accelerate a 1kg object by 1 m/s each second  US Customary unit of force is a pound (lb)  1 N = 0.225 lb

20. Weight is considered a force – F g F g = m a g F g = m x 9.8 because a = 9.8 m/s 2 downward

21.  Forces cause changes in motion  Motion can occur in the absence of forces (if they are already in motion)  All the forces acting on an object are added as vectors to find the net force acting on the object  m is not a force itself  Newton’s Second Law is a vector equation

22.  1642 – 1727  Formulated basic concepts and laws of mechanics  Universal Gravitation  Calculus  Light and optics

23.  An object at rest will stay at rest and an object in motion will stay in motion unless a nonzero net force acts on it.  An object moves with a constant velocity unless acted upon by a net force (nonzero).  Examples of Newton's First Law - Fun in Space Examples of Newton's First Law - Fun in Space

24.  Also referred to as the Law of Inertia  Inertia – the tendency of an object to remain in its present state (at rest or in motion at constant velocity)  Inertia is directly proportional to mass. As the mass increases, the tendency to retain the present state of motion increases.

25. Commonly shortened to “F=ma”. Correctly, it is :  Only forces which act on that object affect the acceleration of the object.  Forces exert by the object on another object do not.

26.  If mass is held constant, acceleration is directly proportional to the net force.  To produce the same amount of acceleration, as the mass increases, the force must also increase.  If the force is held constant, as the mass increases the acceleration will decrease. Now draw a graph for each scenario.

27. Newton’s Third Law – when one object exerts a force on a second object, the second object exerts a force on the first that is equal in magnitude, but opposite in direction Forces always occur in pairs. (action / reaction pairs) (ex: push on a door, we feel door push back)

28. Action-reaction forces – equal in magnitude, opposite in direction. Also, action-reaction force pairs ALWAYS act on DIFFERENT objects. A single isolated force cannot exist.

29. Where in real-life do we try to reduce weight to reduce required force?

30. Friction – the force that opposes the motion between two surfaces that are in contact.

31. There are two main kinds of friction: static friction – the force that opposes the start of motion sliding or kinetic friction – the force between surfaces while in motion (Also rolling friction – but we won’t deal with this one.)

32. To calculate force of friction (F F ), use the equation: F Fr = μF N or μ = F Fr /F N μ = coefficient of friction, constant for any two types of matter μ = ratio of the frictional force to the normal force Frictional force is directly proportional to the μ.

34. F fr is always parallel to the surface and opposite the motion of the object. F N is force normal, or force perpendicular to surface. μ represents coefficient of friction, and changes with surface

35. Air resistance is the net force of the air molecules striking a moving object - another source of friction - without air resistance (like in a vacuum, all objects would fall unimpeded at the acceleration of gravity.

36. When force of air resistance equals the force of gravity, terminal velocity is reached. - velocity becomes constant For example, terminal velocities: ping pong ball – 6 m/s skydiver - 60 m/s skydiver w/chute – 5 m/s

37. How does a parachute work? How else could a diver change his/her terminal velocity?