Kinesiology 384

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71 Terms

1
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what are impacts

  • large force applied over time

  • occurs when bodies collide

  • could produce a rapid change in velocity in one or both bodies

2
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what happens to KE in an impact that has implications for injury?

lost KE goes into the deformation of colliding bodies

3
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what is the relationship between collisions and momentum?

the net external impulse acting on a “system” of bodies determines change in system’s momentum

  • with no net external forces, momentum will not change (it is “conserved”)

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what are the 2 types of collisions?

  1. perfectly elastic collision

  2. perfectly inelastic collision

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what is a perfectly elastic collision?

when bodies bounce off one another

  • no energy is lost

<p>when bodies bounce off one another</p><ul><li><p>no energy is lost</p></li></ul><p></p>
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what is a perfectly inelastic collision?

bodies stick together

  • energy is lost

<p>bodies stick together</p><ul><li><p>energy is lost</p></li></ul><p></p>
7
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what is the coefficient of restitution?

e, is an indication of how elastic/inelastic the collision is

  • e is a property of a collision that depends on materials, temperature

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what is the coefficient of restitution for a perfectly elastic collision? what about for a perfectly inelastic collision?

  • perfectly elastic collision: e=1.0

  • perfectly inelastic collision: e=0

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what is e also defined by?

it is defined by the ratio of relative velocity after (rebound velocity) to relative velocity before (approach velocity)

e = (v’b - v’a) / (va - vb)

10
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what is conservation of momentum?

the momentum of a system remains constant before, during, and after a collision

  • ONLYYY if the next external force acting on the system is 0

  • for 2 bodies a and b

    • mava + mbvb = m’am’v + m’bv’b

  • whether a collision is elastic or inelastic doesn’t affect whether momentum of a system is conserved

<p>the momentum of a system remains constant before, during, and after a collision</p><ul><li><p>ONLYYY if the next external force acting on the system is 0</p></li><li><p>for 2 bodies <strong>a</strong> and <strong>b</strong> </p><ul><li><p>mava + mbvb = m’am’v + m’bv’b</p></li></ul></li><li><p>whether a collision is elastic or inelastic doesn’t affect whether momentum of a system is conserved</p></li></ul><p></p>
11
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what is the conservation of energy?

the energy of a system may remain constant during a collision, but 2 conditions must be satisfied:

  1. no work is done on the system by external forces

  2. the collision must be perfectly elastic (e=1.0)

    • forces associated with elastic collisions are conservative (spring-like)

      • ex: rubber balls, billard balls

    • forces associated with inelastic collisions are non-conservative (“plastically” deforming)

      • ex: clay, bean bags

12
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an image that describes the conservation of energy

image of conservation of energy

<p>image of conservation of energy</p>
13
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what does a fluid do compared to a solid?

a fluid continuously deforms in response to applied shearing (parallel to surface)

  • push sideways on a deck of cards and it behaves like a fluid

  • glue all cards together and it behaves like a solid

14
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why is air considered a fluid?

both gases and liquids are fluids, except air is compressible and water is not

  • called hydrostatic pressure

15
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what is hydrostatic pressure?

  • pressure squeezing bodies that are underwater

  • increases with depth of water

  • squeezing is the same in all directions

<ul><li><p>pressure squeezing bodies that are underwater</p></li><li><p>increases with depth of water</p></li><li><p>squeezing is the same in all directions</p></li></ul><p></p>
16
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what is pressure?

pressure is the force acting evenly over an area

  • pressure = force / area

  • units: Pascal (Pa) 1 Pa = 1 N/m²

17
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what is density and how does it relate to hydrostatic pressure?

density is the mass per unit volume

  • hydrostatic pressure is due to the weight of water above the submerged body

    • depends on depth, density, and gravity

    • p = pgh

      • h = depth of water

      • p = density of fluid kg/m³

<p>density is the mass per unit volume</p><ul><li><p>hydrostatic pressure is due to the weight of water above the submerged body </p><ul><li><p>depends on depth, density, and gravity</p></li><li><p>p = <strong>p</strong>gh </p><ul><li><p>h = depth of water</p></li><li><p><strong>p </strong>= density of fluid kg/m³</p></li></ul></li></ul></li></ul><p></p>
18
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what is the density of pure water?

1000 kg/m³

19
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what is buoyancy?

your body floats in water because of the buoyant force

  • buoyant force: upward force that acts on a submerged or partially submerged body

    • buoyant force is due to a pressure difference

essentially it works because: weight of the air you displace << weight of the water you displace

<p>your body floats in water because of the <strong>buoyant force</strong> </p><ul><li><p>buoyant force: upward force that acts on a submerged or partially submerged body </p><ul><li><p>buoyant force is due to a <u>pressure difference</u></p></li></ul></li></ul><p></p><p>essentially it works because: weight of the air you displace &lt;&lt; weight of the water you displace</p><p></p>
20
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how does one know a body will float?

  • every submerged body has a buoyant force acting on it; some float and some don’t

  • body floats if buoyant force (weight of displaced fluid) is equal to weight of body ….

    • Fnet = FB - W = 0

    • if FB < W, body accelerates downward (sinks)

    • if FB > W, body accelerates upward until just enough body is submerged to make Fnet = 0

  • floating depends on densities (equation in image)

<ul><li><p>every submerged body has a buoyant force acting on it; some float and some don’t</p></li><li><p>body floats if buoyant force (weight of displaced fluid) is equal to weight of body …. </p><ul><li><p>Fnet = FB - W = 0</p></li><li><p>if FB &lt; W, body accelerates downward (sinks)</p></li><li><p>if FB &gt; W, body accelerates upward until just enough body is submerged to make Fnet = 0</p></li></ul></li><li><p>floating depends on densities (equation in image)</p></li></ul><p></p>
21
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what is the center of volume?

the buoyant force acts at the body’s center of volume…RECALL that body weight acts at body’s center of mass

  • COV → where COM would be if body had same density everywhere

human body COV is above COM

  • buoyant force and weight produces rotation of the body until COM is directly under COV

<p>the buoyant force acts at the body’s <strong>center of volume…</strong>RECALL that body weight acts at body’s center of mass</p><ul><li><p>COV → where COM would be if body had same density everywhere</p></li></ul><p>human body COV is above COM</p><ul><li><p>buoyant force and weight produces rotation of the body until COM is directly under COV</p></li></ul><p></p>
22
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what is a drag force?

drag force → a force that resists motion through a fluid (equation provided in image)

  • drag force acts in backward direction

<p>drag force → a force that resists motion through a fluid (equation provided in image)</p><ul><li><p>drag force acts in backward direction</p></li></ul><p></p>
23
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what is the measurement of CdA in the equation for drag force?

  • product of CdA depends on moving body’s size and shape

  • normal time-trial position CdA = 0.254m²

  • superman position CdA = 0.150m²

<ul><li><p>product of CdA depends on moving body’s size and shape</p></li><li><p>normal time-trial position CdA = 0.254m²</p></li><li><p>superman position CdA = 0.150m²</p></li></ul><p></p>
24
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what is terminal velocity?

  • a falling object keeps falling faster and faster in a vacuum (no air)

    • downward a = 9.81m/s²

  • in air, drag force increases with velocity

  • upward drag force slows falling until equilibrium is reached: W = Fdrag

  • with no net vertical force, vertical velocity is constant

this final velocity is called “terminal velocity”

25
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what is the “loudest injury in sport”?

the rupture of the achilles tendon

26
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what is the relationship between forces and injury?

kinetic analysis (basically F=ma) can tell us how the forces applied to bones, tendons, and ligaments may have differed

  • however, forces are not the whole story

27
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what is stress?

stress is the amount of tissue deformation caused by a force; depends on the tissue size

  • stress is force divided by the area over which the force is distributed

    • units: N/m², or pascal (Pa)

there is normal stress and shear stress

<p>stress is the amount of tissue deformation caused by a force; depends on the tissue size</p><ul><li><p>stress is force divided by the area over which the force is distributed</p><ul><li><p>units: N/m², or pascal (Pa)</p></li></ul></li></ul><p>there is <strong>normal stress </strong>and <strong>shear stress</strong></p><p></p>
28
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what is normal stress?

  • force applied normal to face

  • equation in image

<ul><li><p>force applied normal to face</p></li><li><p>equation in image</p></li></ul><p></p>
29
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what is shear stress?

  • force parallel to face

  • equation in image

<ul><li><p>force parallel to face</p></li><li><p>equation in image</p></li></ul><p></p>
30
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what is a linear strain?

is change in length divided by the original (unstretched) length: Ɛ = (L - Lo)/Lo

  • when Ɛ = 0.02, length has changed by 2%

<p>is change in length divided by the original (unstretched) length: <span>Ɛ = (L - Lo)/Lo</span></p><ul><li><p>when <span>Ɛ = 0.02, length has changed by 2%</span></p></li></ul><p></p><p></p>
31
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what is a shear strain?

is the change in shape, given by an angle expressed in radians: γ = theta - thetao

<p>is the change in shape, given by an angle expressed in radians: <span>γ = theta - thetao</span></p>
32
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what different ways can forces, moments, and torques be applied to a body?

  • bending → compressive normal stress; tensile normal stress; and shear stress

  • tension → tensile normal stress

  • torsion → shear stress

  • compression → compressive normal stress

33
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what is elastic vs. plastic material?

  • elastic → describes a material that shapes back to its original shape when unloaded

  • plastic → describes a material that has yielded

    • i.e. been loaded past the point when elastic behavior is no longer possible

    • return to a shape that is different from the original shape

34
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what is the stress-strain curve?

  • stress plotted on y-axis

  • linearly elastic materials have a linear curve

  • look at image

<ul><li><p>stress plotted on y-axis</p></li><li><p><u>linearly elastic</u> materials have a linear curve</p></li><li><p>look at image</p></li></ul><p></p>
35
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what are elastic moduli for biomaterials?

  • stiffer biomaterials have higher E

  • cortical bone: E = 15GPa

  • trabecular bone (spongey):

    • young human spine: E = 60MPa

    • osteoporotic: E = 30MPa

  • achilles tendon: E = 600 MPa

  • ACL: E = 500MPa

  • cartilage: E = 10MPa

36
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how is strength (which is determined by stress at failure) measured?

  • determined using material testing

    • stress and strain measured

  • yield strength, ultimate strength, failure strength

37
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what is yield strength?

apply this much stress and material will not return to undeformed shape

38
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what is ultimate strength?

the most stress a material can carry

39
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what is failure strength?

stress at which material finally ruptures

40
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physiological tendon loading

look at image

<p>look at image</p>
41
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what are the forms of motion analysis?

  • 2-dimensional

    • makes 2 markers per segment

    • one camera

  • 3-dimensional

    • 3 markers per segment (not in a line)

    • multiple cameras

  • either 2D or 3D may be manual or automated

    • manual when human identifies markers

    • automated when computer does this

42
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what is reconstruction?

actual (x,y,z) coordinates of points (look at image)

  • we say that the actual coordinates (3D x,y,z) are “reconstructed” from image coordinates obtained from each camera

  • involves solving systems of ray equations

    • finding the intersection of several rays, one for each camera

<p>actual (x,y,z) coordinates of points (look at image)</p><ul><li><p>we say that the actual coordinates (3D x,y,z) are “reconstructed” from image coordinates obtained from each camera</p></li><li><p>involves solving systems of ray equations</p><ul><li><p>finding the intersection of several rays, one for each camera</p></li></ul></li></ul><p></p>
43
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how does 3D motion analysis work?

  • each camera sees only one 2D image

  • depth cannot be judged by a single camera

  • look at image

<ul><li><p>each camera sees only one 2D image</p></li><li><p><u>depth</u> cannot be judged by a single camera </p></li><li><p>look at image</p></li></ul><p></p>
44
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how does calibration in 3D motion analysis work?

  • system initially does not know

    • where cameras are

    • in which directions cameras point

  • calibration produces this information

    • results in relationships for operating ray equations from 2D image coordinates

<ul><li><p>system initially does not know</p><ul><li><p>where cameras are</p></li><li><p>in which directions cameras point</p></li></ul></li><li><p><u>calibration</u> produces this information</p><ul><li><p>results in relationships for operating ray equations from 2D <u>image coordinates</u>  </p></li></ul></li></ul><p></p>
45
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what is a cheap force plate?

  • actually reads extension of spring inside scale

  • force converted to displacement

    • depends on Hooke’s law: F = kx

  • makes one measurement of vertical ground reaction force (GRF)

  • doesn’t locate center of pressure

46
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How do force plates work?

  • strain gauges located on supports at each corner

  • force plate supports deform when foot is on plate

  • deformation at corners directly related to force applied

    • Hooke’s Law, F= kx

    • electrical resistance of strain gauge is measured

<ul><li><p><u>strain gauges</u> located on supports at each corner</p></li><li><p>force plate supports deform when foot is on plate</p></li><li><p>deformation at corners directly related to force applied</p><ul><li><p>Hooke’s Law, F= kx</p></li><li><p>electrical resistance of strain gauge is measured</p></li></ul></li></ul><p></p>
47
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what is a strain gauge?

they are transducers whose electrical properties change when they are stretched

  • how?

    • current flows less readily through wires that have been stretched

  • strain gauge: a small wire glued to something whose deformation we want to monitor

48
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how do you find the “center of pressure”?

COP → point at which GRF would act if GRF acted at a single point

  • use of multiple strain gauges gives information about the location of the COP: (look at image)

<p>COP → point at which GRF would act if GRF acted at a single point</p><ul><li><p>use of multiple strain gauges gives information about the location of the COP: (look at image)</p></li></ul><p></p>
49
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How do you calculate COP in a 2D example?

look at image!!

<p>look at image!!</p>
50
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what is a wearable sensor?

  • smartphones and fitness trackers contain several useful for measuring activity and tracking progress

  • apple, xiaomi, fitbit, etc

  • information from multiple sensors integrated to measure motion

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whats inside a wearable sensor?

  1. accelerometer

  2. gyroscope sensor

  3. magnetometer

  4. GPS receiver

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what is an accelerometer?

  • tiny microelectromechanical systems (MEMS) device

  • essentially a mass attached to the case by a spring

  • change in spring length is proportional to acceleration: F = ma → k(x - xo) = ma

  • useful for step counters, estimating metabolic energy expenditure, identifying activiting (driving, etc)

<ul><li><p>tiny microelectromechanical systems (MEMS) device</p></li><li><p>essentially a mass attached to the case by a spring</p></li><li><p>change in spring length is proportional to <u>acceleration</u>: F = ma → k(x - xo) = ma</p></li><li><p>useful for step counters, estimating metabolic energy expenditure, identifying activiting (driving, etc)</p></li></ul><p></p>
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what is a gyroscope sensor?

  • MEMS device that makes use of Coriolis effect to sense angular velocity

  • provides improved exercise identification in a Fitbit (e.g. detecting sleep)

<ul><li><p>MEMS device that makes use of Coriolis effect to sense <u>angular velocity</u></p></li><li><p>provides improved exercise identification in a Fitbit (e.g. detecting sleep)</p></li></ul><p></p>
54
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what is a magnetometer?

  • earth generates a magnetic field with lines of flux that run from magnetic South to magnetic North

  • a magnet placed in this field experiences forces that make it align with these lines

  • magnetometer determines orientation and heading during navigation or tracking activities (e.g. running, cycling)

<ul><li><p>earth generates a magnetic field with lines of flux that run from magnetic South to magnetic North</p></li><li><p>a magnet placed in this field experiences forces that make it align with these lines</p></li><li><p>magnetometer determines <u>orientation and heading</u> during navigation or tracking activities (e.g. running, cycling)</p></li></ul><p></p>
55
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what is a GPS receiver?

  • satellites carrying very stable clocks continually sending out radio time signals

  • GPS receiver recevies multiple signals, uses the speed of the radio signal (the speed of light) to find distances from satellites

  • if 4 distances are known, the 3D position of the receiver may be found

    • latitude, longitude, altitude

  • useful for logging routes, mileage, and for estimating pace

<ul><li><p>satellites carrying very stable clocks continually sending out radio time signals</p></li><li><p>GPS receiver recevies multiple signals, uses the speed of the radio signal (the speed of light) to find distances from satellites</p></li><li><p>if 4 distances are known, the 3D position of the receiver may be found</p><ul><li><p>latitude, longitude, altitude</p></li></ul></li><li><p>useful for logging routes, mileage, and for estimating pace</p></li></ul><p></p>
56
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what does validity mean?

measures are valid if they measure what they are designed to measure

  • validity is relative

    • people often want to know if a test or measure has been “validated”

    • no test is perfectly valid

    • better to discuss how valid a test is rather than whether it is valid

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what is reliability?

a test is reliable if it gives consistent results

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what are the different forms of reliability?

inter-rater reliability and test-retest reliability

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what is inter-rater reliability?

measurements made at the same time

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what is test-retest reliability?

measurements made at different times

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what is the relationship between accuracy and precision?

  • accuracy:

    • Refers to how close a measured value is to the true or accepted value.

    • If a measurement is accurate, it means it is close to the correct or standard value.

  • precision:

    • Refers to how consistent or repeatable measurements are when repeated under the same conditions.

    • If a set of measurements are precise, they are very close to each other, regardless of whether they are close to the true value.

<ul><li><p><strong>accuracy:</strong></p><ul><li><p><strong> </strong>Refers to how close a measured value is to the true or accepted value.</p></li><li><p class="">If a measurement is <strong>accurate</strong>, it means it is close to the correct or standard value.</p></li></ul></li><li><p class=""><strong>precision: </strong></p><ul><li><p class="">Refers to how consistent or repeatable measurements are when repeated under the same conditions.</p></li><li><p class="">If a set of measurements are <strong>precise</strong>, they are very close to each other, regardless of whether they are close to the true value.</p></li></ul></li></ul><p></p>
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what is sampling frequency?

sampling frequency (fsamp): rate at which data are sampled

  • aka “sampling rate”

  • measured in samples per second, or hertz (Hz)

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what happens if fsamp is too low?

aliasing will occur

  • a signal can appear to be a different signal (have an “alias”) when sampled too slowly

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how to choose a sampling frequency?

  • sampling faster is better, but sometimes sampling rate is limited

    • by available data storage

    • by sensor/sampling technology

  • minimum sampling rate

    • at least 2x the frequency of the signal you care about

    • depends on the question you want to answer

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what are the 2 measurement errors?

  1. systemic error

  2. random error

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what is systemic error?

  • affects repeated measurements in the same way

  • every data point is “off” by the same amount

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what is random error?

  • varies unpredictably with each measurement

  • also called “noise”

    • as opposed to “signal” (data of interest)

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what problems can occur due to random errors in position data?

  • errors in position may be small, but we often need velocities or accelerations

  • velocity and acceleration computed from position are sensitive to position noise

<ul><li><p>errors in position may be small, but we often need velocities or accelerations</p></li><li><p>velocity and acceleration computed from position are sensitive to position noise</p></li></ul><p></p>
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what is the signal and noise relationship?

look at image

<p>look at image</p>
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what is data smoothing?

“smoothing”: eliminates high-frequency (rapidly changing) noise, leaving lower frequency (slower changing) signal

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what is a low-pass filter?

low pass filter:

  • saves (lets pass) low-frequency signal

  • discards high-frequency noise

  • cut-off frequency separates the two

    • typically 5Hz for motion data

    • typically 45Hz for force data

<p>low pass filter:</p><ul><li><p>saves (lets <u>pass</u>) low-frequency signal</p></li><li><p>discards high-frequency noise</p></li><li><p><u>cut-off frequency</u> separates the two</p><ul><li><p>typically 5Hz for motion data</p></li><li><p>typically 45Hz for force data</p></li></ul></li></ul><p></p>