maximise movement efficiency and sporting technique
reduce or prevent injuries
design and choose the correct equipment to satisfy the demands of the activity
newton's first law of motion
also known as the law of inertia
a body continues in a state of rest or uniform velocity unless acted upon by an external or unbalanced force
e.g., the 100m sprinter will remain at rest in the blocks until an external force large enough to overcome their inertial creates motion. equally, when the sprinter reaches a constant velocity, they should continue at constant velocity until an external or unbalanced force acts upon them to change
newton's second law
also known as the law of acceleration
a body's rate of change in momentum is proportional to the force applied and acts in the same direction as the force applied
e.g., the greater the force applied to the sprinter, the greater the rate of change in momentum and therefore acceleration away from the blocks. the force is applied in a forward direction and so the sprinter drives towards the line
newton's third law
also known as the law of reaction
for every force applied to a body there is an equal and opposite reaction force
e.g., when the 100m sprinter applies a down and backward action force into the blocks, the blocks provide an equal and opposite up and forward reaction force to the sprinter to drive them out of the blocks
application of newtons 3 laws
NL1: the rugby ball will remain at rest on the conversion tee until an external force is applied by the rugby player's foot to it
NL2: the greater the size of the force applied by the rugby player to the ball the greater the rate of change of momentum and acceleration towards the post. the rugby ball will accelerate in the same direction the force applied
NL3: a forward and upward action force is applied to the rugby ball from the rugby player's foot. the rugby ball will apply an equal and opposite down and backward reaction force to the player's foot
velocity
velocity is the rate of change in displacement (the shortest straight line route between start and finish points)
velocity = displacement / time taken
velocity is measured in metres per second (m/s), displacement in metres (m) and time taken in seconds (s)
momentum
momentum is the quantity of motion possessed by a moving body
momentum = mass x velocity
momentum is measured in kilogram metres per second (kgm/s), mass is measured in kilograms (kg) and velocity in metres per second (m/s)
acceleration
acceleration is the rate of change in velocity
acceleration = (final velocity - initial velocity) / time taken
acceleration is measured in metres per second per second (m/s/s), change in velocity is measured in metres per second (m/s) and time taken in seconds (s)
force
force is a push or pull that alters the state of motion of a body
force = mass x acceleration
force is measured in newtons (N), mass in kilograms (kg) and acceleration in metres per second per second (m/s/s)
there are two types of force
internal force generated by the contraction of skeletal muscles. a 100m sprinter must contract the rectus femoris to extend the knee and gastrocnemius to plantar flex the ankle to generate the force required to drive away from the blocks
external forces comes from outside the body and acts upon it. these are weight, reaction, friction and air resistance
force's 5 effects
create motion
accelerate a body
decelerate a body
change the direction of a body
change the shape of a body
net force
the sum of all forces acting on a body, also termed resultant force. it is the overall force acting on a body when all individual forces have been considered
balanced forces
these occur when two or more forces acting on a body are equal in size and opposite in direction. net force = 0, the body will remain at rest or in motion with constant velocity
unbalanced forces
these occur when two forces unequal in size and opposite in direction. a net force will be presented and the body will change its state of motion, either accelerating or decelerating
vertical forces- weight
weight is the gravitational pull that the earth exerts on a body and is measured in newtons. weight force is always present and acts downwards from a bodys centre of mass. it can be shown on a diagram by a vertical arrow extending from the centre of mass downwards.
weight (N) = mass (kg) x acceleration due to gravity (m/s/s)
vertical forces- reaction
reaction is the equal and opposite force exerted by a body in response to the action force placed upon it and is measured in newtons. it is a result of newton's third law of motion and is always present when two bodies are in contact. normal reaction can be shown on a diagram by a vertical arrow extending upwards from the point of contact with the surface
horizontal forces- friction
friction is the force that opposes the motion of two surfaces in contact and is measured in newtons. friction can be shown on a diagram by a horizontal arrow extending (usually) in the same direction as motion from the point of contact parallel to the sliding surface
factors affecting friction
roughness of the ground surface- increasing roughness increases friction e.g., athletes run on tough, rubberised tracks
roughness of the contact surface-increasing roughness increases friction e.g., sprinters wear spiked shoes
temperature- increasing the temperature of the ground and contact surface increases friction e.g., F1 drivers have a warm up lap
size of the normal reaction- increasing size of normal reaction, increases friction e.g., shot putters have a high mass (NL3 creates a high reaction force) allowing greater friction, preventing over rotation
horizontal forces- air resistance
a force that opposes the motion of a body travelling through the air. it is a form of fluid friction and is measured in newtons. it can be shown on a diagram by a horizontal arrow extending against the direction of motion from the centre of mass
factors affecting air resistance
velocity- higher the velocity the higher the AR e.g., the greater the velocity of a cyclist, the greater the AR opposing their motion
shape- the more aerodynamic, the lower the AR. many sports use a aerofoil shape to minimise air resistance (streamlining) e.g., the shape of a cyclists helmet
frontal cross sectional area- decreasing frontal cross sectional area reduces AR e.g., low crouched position of skiers
smoothness of surface- increasing smoothness reduces AR e.g., smooth lycra suits of sprinters and cyclists
streamlining
the creation of smooth air flow around an aerodynamic shape to minimise air resistance
free body diagrams
a clearly labelled sketch showing all the forces acting on a body at a particular instant in time
if weight is equal in size to reaction, net force is zero. forces are balanced (equal in size but opposite in direction), and so the body will remain at rest e.g., a basketballer travelling in constant vertical velocity
if reaction force is greater than weight, net force is positive. forces are unbalanced and acceleration in an upward direction will occur e.g., a basketballer leaving the ground in the take off phase in a lay up shot
if F = AR, net force is zero. forces are balanced in size and opposite in direction and so the body will move at constant velocity e.g., a sprint cyclist who has reached maximum velocity on the track
if F > AR net force is positive. forces are unbalanced and acceleration in a forward direction will occur e.g., a sprint cyclist accelerating away from the starting line
if AR > F net force is negative. forces are unbalanced and horizontal deceleration will occur e.g., a sprint cyclist crossing the finishing line sitting up and decelerating
limb kinematics
study of movement in relation to time and space
use- 3D or optical motion analysis records an athlete performing a sporting action, allowing the efficiency of movement
optimising performance- data produced can be used by coaches to improve performance / specific techniques of athletes
force plates
ground reaction forces are measured in laboratory conditions using force plates
uses- athletes balance, run and jump on a force plate, which assesses the size and direction of forces acting on the athlete, acceleration rates, work and power output
optimising performance- used for sports biomechanics assessments, gait analysis, balance rehabilitation and physical therapy
wind tunnels
steel frame building containing wide fans, where artificial wind is produced
use- technology is used to develop the drag reduction system. objects such as cycle helmets and F1 cars can be tested for aerodynamic efficiency
optimising performance- engineers study the flow of air around the object. the aim is to improve the flow of air around an object, streamlining its path through the oncoming air and potentially increasing lift of decreasing drag
centre of mass
the point at which a body is balanced in all directions; the point from which weight appears to act
the centre of mass can move outside of the body and act as a point of rotation- for example a gymnast performing a tucked somersault moves their centre of mass in front of the body and rotates around it
the fosbury flop technique
uses a j-curve to allow greater velocity in the approach
plants the outside foot to allow the inside leg to lift, along with arms, at take off to raise centre of mass as high as possible
fully extends the spine to rotate around the bar moving centre of mass outside the body and below the bar. only one section of the body has to be above the bar at any one time (compared to the scissor kick where the whole body has to be above the bar at the same time)
as the centre of mass is below the bar, fosbury flop requires less force at take off to clear the same heights
stability
the ability of a body to resist motion and remain at rest. stability is also the ability of a body to withstand a force applied and return to its original position without damage (remain in a balanced position)
factors affecting stability: mass of the body
the greater the mass of a body the greater its inertia, and therefore the greater its stability: for example, sumo wrestlers typically have a high mass to withstand great applied forces
factors affecting stability: height of the centre of mass
the lower the centre of mass, the greater the stability. e.g., when a gymnast lands a jump, they flex at the hip and knee to lower their centre of mass and have a stable landing, as do marital arts performers in defensive situations who sit low into a wide stance
factors affecting stability: base of support
the greater the size of the base of support the greater the stability. this can be moving two points of contact (feet) wider apart to create a larger surface area or it could be increasing the number of points of contact: for example, the two feet and two hands down in the gymnastic bridge position. a table tennis player stands with feet wider than shoulder width to increase stability
factors affecting stability: line of gravity
the line of gravity is an imaginary line which extends from the centre of mass downwards to the floor. the more central the line of gravity to the base of support the greater the stability e.g., a netball shooters line of gravity falls within her base of support whereas a goalkeeper who is marking the shot's centre of mass falls outside and is in front of her base of support, leading to over rotation
maximising stability
a sprinter preparing in the blocks has maximum stability. the crouched position gives a low centre of mass. the base of support is large, with five points of contact. the line of gravity falls within the base of support and sprinters typically have a high mass due to their high proportion of muscle mass
minimising stability
when "set" is called, sprinter lifts their hips raising their CoM, lifts one knee reducing points of contact, and leans forward shifting the line of gravity to the edge of base of support, reducing stability ready for movement
when the gun is fired, instability is maximised to aid performance. chest lifts raising the CoM, hands come off the track minimising base of support and points of contact, and the line of gravity falls in front of the base of support causing the body to fall forwards, minimising movement time and gives a good start to drive forwards from
lever systems are the co-ordination of our bones and muscles, primarily to create human movement. they have two main functions:
to generate muscular effort to overcome a given load
to increase the speed of a given movement
the component parts of a lever system are:
lever (bone)
fulcrum (joint)
effort (muscular force)
load (weight or resistance)
bones act as levers, rigid structures which rotate around a fixed joint. this fixed point is the fulcrum and in the human body are joints. the muscles that surround a joint create internal forces that move the bones they are attached to. when a muscle contracts, an effort is created. if this effort is large enough to overcome any load placed upon a lever, such as a weight in the hand, it will pull on the lever to create movement