Kinesiology Exam 1

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122 Terms

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Kinetics

Study of motions AND the forces causing body motions

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Kinematics

Study of JUST motions causing movement, not including forces

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Frontal (Coronal) Plane

X and Y axes

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Sagittal Plane

Y and Z axes

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Transverse (Axial) Plane

X and Z axes

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Rotary Motion (Angular Displacement)

Curved displacement around an axis (Center of Rotation)

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Translatory Motion

Displacement along an axis in a straight line

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Curvilinear Motion

Combined Rotary and Translatory Motion

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Curvilinear Motion Axis

Axis is not fixed

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Example of Rotary Motion

Shoulder flexion, fatty joint movement
Goniometer

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Example of Translatory Motion

Elbow and knee gliding
Compression and Distraction

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Example of Curvilinear

Walking and Cheer Motions

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Joint Compression

Force on joint creates joint stability
Force push together joint surfaces

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Joint Distraction

Force on joint creates joint mobility
Forces separate joint surfaces

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Force

Uh force??

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Vector

Representation of force

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Gravity Force Type

External Force

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Center of Mass (COM)

Hypothetical point where object’s mass is evenly distributed
Where gravity is applied DA

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Gravity and Center of Mass (COM)

COM is Gravity’s Point of Application

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Instability and Base of Support (BOS)

Line of Gravity outside BOS

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Stability and Base of Support (BOS)

Line of Gravity inside BOS

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How to Increase Stability

Increase BOS, equilibrium adjustments (adjusting COM)

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Weight AKA:

Force of Gravity

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Internal Force

Forces within body’s structure

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External Force

Forces outside body’s structure

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Point of Application

Where force is applied

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Action Line

Direction of force

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Length

Magnitude of force

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Newton’s First Law Actual Definition

Object at rest will stay at rest unless acted upon

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Newton’s Second Law Actual Definition

The Force acting on a moving object is the product of the Mass and Acceleration
F = m * a

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Newton’s Third Law Actual Definition

For every action there’s an equal and opposite reaction

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Newton’s First Law Example

Lying down, resting against a wall

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Newton’s Second Law Example

Pushing a shopping cart

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Newton’s Third Law Example

Hammering a nail on the wall

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Linear Force System Definition

Two or more forces acting on the same segment, plane and line

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Concurrent Force System

Two or more forces acting on an object at different angles/axes & lines, but end up converging or intersecting

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Concurrent Force System Example

Lateral and medial head of the gastrocnemius, they’re both on the Achilles tendon but in opposite X directions

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Parallelogram Method

Create a parallelogram with given forces and split in half diagonally to create resultant force

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Parallel Force System

Two or more forces acting on an object in the same axis, but not in the same line and do not end up converging

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Parallel Force System Example

Turning a steering wheel, turning in a wheel chair, revolving door, see saw

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Resultant Force (Vector Sum)

Direction and location of the Sum of unbalanced force(s) on an object in a Concurrent Force System

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Force Couple

Forces are parallel and act in the same plane, but in opposite action lines
Type of Parallel Force System
Produces Rotary Motion

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Axis

Point of Rotation, Fulcrum

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Levers

Rigid segment that Rotates around a fulcrum/axis
Comprised of two forces applied to a lever and create opposing torques

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Effort Force (Internal Force)

Force that produces Resultant Torque
Always the winner in torque battle

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Resistance Force (External Force)

Force that produces Opposing Torque
Always the loser in torque battle

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Point of Application

Where force is being applied

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Moment Arm

Distance between Axis and Point of Application

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Effort Arm

Distance between Axis and Effort Force’s Point of Application
Moment Arm of Effort Force

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Resistance Arm

Distance between Axis and Resistance Force’s Point of Application
Moment Arm of Resistance Force

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First Class Lever

EF - A - RF (Axis between)

Axis is between Point of Application of Effort Force and Point of Application of Resistance Force

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First Class Lever Example (Axis Between)

Head and Neck:
RF- weight of head
Axis- neck joints
EF- neck muscles

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Second Class Lever

A - RF - EF (Resistance Force Between)

Resistance Force is between Point of Application of Effort Force and Axis

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Second Class Lever Example (RF Between)

Pushup:
Axis- toes
RF- weight of body
EF- arm muscles

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Third Class Lever

A - EF - RF (Effort Force Between)

Effort Force is between Point of Application of Resistance Force and Axis

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Third Class Lever Example (EF)

Biceps Brachii:
Axis- elbow
EF- biceps brachii
RF- weight

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Torque

Strength of rotation produced by a force
T = F * MA (moment arm)

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State of Equilibrium

Internal Torque = External Torque; Net Torque = 0

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Mechanical Advantage

Mechanical efficiency of Effort Force compared to resistance force

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Optimal Mechanical Advantage

M Ad > 1.0

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Non-Optimal Mechanical Advantage

M Ad < 1.0

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Concentric Contraction

Active Shortening
Muscle moves segment in direction of pull
Muscle is Effort Force
Muscle shortening creates Active Tension

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Eccentric Contraction

Active Lengthening
Muscle moves opposite to segment to slow/control movement against gravity
Muscle is Resistance Force
Muscle lengthening creates active tension

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Isometric Contraction

Muscle resists gravity/object, but system is not moving; in rotational equilibrium
Muscle can be either RF or EF
Muscle is not in motion but still creates active tension

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Muscle Force & Angle of Application

Angle of Application is used to interact and oppose gravity so body maintains upright posture and produce movement

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Gravity & Angle of Application

Angle of Application is used to provide body stability

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Biceps @ 90 Degrees Flexion

Greatest Moment Arm for Biceps

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Biceps @ Not 90 Degrees Flexion

Moment Arm SUCKS

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Anatomic Pulley

Deflects Action Line of muscle force Farther from the joint axis, creating a Larger Moment Arm
Redirects force to make a task easier
Greater moment arm = Greater Torque

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Anatomic Pulley Example

Patella in the knee

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Gravity & Torque Relationship

The Farther the distance of the COM/Action Line from the Axis, the Greater the Moment Arm/Torque of Gravity
Greater distance COM vs. Axis = Greater Moment Arm = Torque of Gravity

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Gravity & Torque Relationship Example

Biceps- gravity has greatest moment arm/torque at 90 degrees flexion
Sit Ups- gravity has lowest moment arm/torque when COM is closer to axis

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Resolution of Forces

Breaking down original force into 2 or more forces, their sum is equivalent to the original force
Original Force → Perpendicular Forces & Parallel Forces
Resultant Force → Rotary Forces & Translatory Forces

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Perpendicular Forces

Forces that are perpendicular to the long axis (bone)
Fy, Torque, Rotational Component

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Rotary Component

Component of original/resulant force that produces Torque
Fy, Perpendicular Force

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Parallel Forces

Forces that are parallel to the long axis (bone)
Fx, Compressive and Distractive Forces, Translatory Component

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Translatory Component

Component of original/resultant force that creates Compressive/Distractive force
Fx, Parallel Force

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Compressive Component - Stabilizing

Angle of Application < 90 degrees

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Distractive Component - Tensile

Angle of Application > 90 degrees

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Compressive Component Example

Gravity on knee joint at 45 degrees, gravity’s parallel force pushes lower leg bones toward femur

<p>Gravity on knee joint at 45 degrees, gravity’s parallel force pushes lower leg bones toward femur</p>
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Distractive Component Example

Gravity on knee joint at 135 degrees, gravity’s parallel force pulls lower leg away from femur

<p>Gravity on knee joint at 135 degrees, gravity’s parallel force pulls lower leg away from femur</p>
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Fascicles

Bundled muscle fiber groups

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Parallel Forms

Muscles are parallel to long axis
Strap or fusiform

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Oblique Forms

Muscles are oblique to long axis
Pennate, unipennate, bipennate, multipennate, triangular/convergent

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Circular Forms

Muscles are concentric (surround an opening)

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Concentric Contraction and Filaments

Active Shortening
Thin filaments are pulled Toward thick filaments
Cross-bridges between thin and thick filaments are formed

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Eccentric Contraction and Filaments

Active Lengthening
Thin filaments are pulled Away from thick filaments
Cross-bridges between thin and thick filaments are broken then reformed in the process of lengthening

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Isometric Contraction and Filaments

Muscle fiber does Not change in length
Thin filaments and thick filaments Remain connected
Cross-bridges between thin and thick filaments do not change

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Alpha Motor Neuron (AMN)

Neuron that emerges from the anterior horn and extends to the muscle
Initiates muscle contraction

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Motor Unit

One AMN and all the muscle fibers it innervates

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Passive Tension

Tension created by lengthening the muscle beyond slack; noncontractile
Length increases past max, tension increases

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Passive Insufficiency

When a muscle is elongated over 2+ joints simultaneously
Tension is too high for the length of muscle

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Passive Insufficiency Examples

Wrist Flexion: wrist flexion creates tension in wrist extensors, pulling them and creating passive finger extension (tenodesis)

Wrist Extension: wrist extension creates tension in wrist flexors, pulling them and creating passive finger flexion

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Active Tension

Tension created by contractions of muscle; contractile
Length decreases, tension increases

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Active Insufficiency

Muscle crosses too many joints, when the entire muscle contracts the muscle shortens Decreasing Torque and Tension
Length is too short, can’t create enough tension

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Optimal Grip in Hand

Slight wrist extension allows for full finger flexion

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Synergist Muscle (Accessory Muscle)

Muscles that assist agonists in an action by initiating movement or by stabilizing the agonists

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Synergist Example

Radial Deviation- Flexor Carpi Radialis can not perform radial deviation if Extensor Carpi Radialis is not active

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Degrees of Freedom

Number of planes or axes which a movement can occur

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Uniaxial Joints

1 action type
1 degree of freedom, 1 axis of rotation, 1 plane of motion

Ex: IP joint (flex/ext), elbow joint (flex/ext), radio-ulnar joint (sup/pro)