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Newton's Laws of Motion in order: |
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1. inertia 2. acceleration 3. reaction |
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According to Newton's law of inertia, what is the measure of inertia? |
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all bodies are attracted to one another due to their masses |
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Formula for law of gravitation: |
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Fg=G x (m1m2/d2)
G=gravitation constant =6.672x10-11 nxm2/kg2 |
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gravity exerted to a body by the earth |
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(mass)(gravitation acceleration) |
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formula for magnitude of friction: |
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definition of sliding friction: |
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due to relative motion of the surfaces |
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cause of sliding friction: |
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due to relative motion of the surfaces |
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cause of rolling friction friction: |
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temporary deformations of the surfaces |
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Definition of static friction |
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1 Ff experienced with no motion 2 maximum static friction is the force required to initiate motion |
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Definition of kinetic or dynamic friction |
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Ff Experienced during motion Force required to maintain motion |
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Ways to minimize friction as resistance |
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Lubrication synovial fluid Skating gliding Tire inflation and paving |
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Ways to maximize friction as a source of propulsion |
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Cleats Skating pushing off |
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principle of momentum conversation: |
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if no external force, total moment remins constant
v=constant M=mv=constant |
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the acuumulated effect of force exertion over a period of time
i=Fxt vector quantity Unit: Ns causes change in momentum |
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strategies for giving impulse (batting) |
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maximize impulse maximize contact time through follow through |
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strategies for receiving impulse (landing, receiving, etc) |
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reduce impulse reduce impulse force by increasing time F=I/t |
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definition of mechanical work |
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force applied against a resistance scalar quantity unit: J (joule) |
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formula for mechanical work |
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force x displacement (W=Fxd) |
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how is negative vs positive work determined? |
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determined by the angle of F & D
if angle is less than 90 (F and D are in same direction) it is positive
if angle is more than 90 degrees (F and D are in opposite directions) it is negative |
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muscule contraction vs work: |
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concentric contraction-positive work eccentric contraction-negative work isometric contraction-no work |
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definition of mechanical power: |
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rate of work (intensity of work) Power=work/elapsed time (P=W/change in T) Power=force x velocity Unit is watts or j/s scalar quantity |
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definition of mechanical energy |
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capacity to do work unit: j scalar total mechanical energy =potential energy + kinetic energy |
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what is potential energy? |
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energy due to vertical position (height) Ep=mgh |
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energy due to motion (velocity) Ek=1/2mv^2 |
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conservation of mechanical energy: |
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if the gravity is the only eternal force acting on a system, the ME remains constant
E=Ep=Ek=const |
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mechnical work vs mechanical energy |
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work causes changes in the mechanical energy of the system |
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a point around which the weight of a body is balanced in all directions, =center of mass |
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methods of center of gravity location: |
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1. reaction board method 2. segmental method 3. suspension method |
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resistance to disruption of the equilibrium |
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ability to control equilibruim |
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definition of base of support: |
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area bounded by the outermost regions of contact between a body and support surfaces |
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factors affecting stability: |
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1. body mass 2. size of base of support 3. horizontal position of the center of gravity 4. vertical position of the center of gravity |
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the inertia of an object in an angular motion, the tendancy of an object to maintain the current state of angular motion, difficulty changing the state of angular motion
Unit: kg x m^2 |
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function of mass distribution about the axis of rotation |
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distance from the axis of rotation to a point where the body's mass could be concentrated without altering its rotation characteristics
ROG does not show location of the COM |
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Moment of inertia (MOI) and radius of gyration (ROG) are dependent on what? |
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MOI * angular acceleration T=I *a (F=m*a)
Newtons 2nd law of angular motion: an external roque acting on a body generates angular acceleration |
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quantity of angular motion (vector) AM-MOI x angular velocity Unit=Kg*m^2/s |
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Angular momentum conservation: |
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total angular momentum of a system remains constant in the absence of external torques
H=constant |
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transfer of angular momentum: |
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overall H remains constant H of each body part may change |
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