Title: Announcements
1Announcements
- Important Dates (for you)
- Labor Day
- Monday, Sept 7 (sodont go to class)
- Research Lecture
- Promoting Motor Competency and Physical Activity
in Children - Jacqueline D. Goodway, Ph.D.
- School of Physical Activity and Educational
Services, Ohio State University - Thursday, September 3
- 600-900 pm
- Rm 75 Holden Hall
- Tahoka Study Interested?
- Please see me before you leave
2Basic Concepts TerminologyPlanes Axes,
Joints, Vectors Scalars, Forces Moments
- ESS 4361-001
- Lecture 2
- Readings Notes and any review textbook
3Overview
- Review of Basic Concepts
- Planes Axes
- Joints Degrees of Freedom
- Forces Moments of Force
- Begin reading and working through Ch 1
- 1st exam will be around Sept. 19th!
4Part 1Methods and Measurement Tools
5Anthropometry
- Measurement of the human body
- Tools
- Scales, tape measures, calipers, video, imaging,
cadaver studies, regression equations,
statistical equations, population statistics,
geometric modeling - Measures (of whole body as well as segments)
- BSIP (segment mass, com, moment of inertia)
- Height, weight, length, circumference, breadth,
mass - So, in what situations would anthropometry be
useful?
6Kinetics
- Measure of the forces causing or occurring as a
result of motion - Tools
- Force plates, tensiometers, strain gauges,
dynamometers, accelerometers - Measures
- Impact/ground reaction forces, joint moments,
impulse, momentum - So, in what situations would kinetics be useful?
7Kinematics
- Measure of motion without regard for the forces
that cause the motion. - Tools
- Motion Analysis
- Modeling
- Measures
- Variables of space and time
- Position, Velocity, Acceleration
- So, in what situations would kinematics be useful?
8Part 1 Review Planes, Axes Relative Position
9Skeleton
- Axial Skeleton
- Head
- Neck
- Trunk
- Appendicular Skeleton
- Upper extremities
- Lower extremities
10Reference Positions
- Anatomical Position
- Standard reference point
- Palms face front
- Fundamental Position
- Similar to anatomical position
- Arms more relaxed
- Palms face inward
11Relative Position
- Medial toward midline of the body
- Lateral away from midline of the body
- Proximal toward point of attachment
- Distal away from point of attachment
- Superior toward the top of the head
- Inferior toward the bottom of the feet
12Relative Position
- Anterior front, ventral
- Posterior back, dorsal
- Ipsilateral on the same side
- Contralateral on opposite sides
- Relative angle
- - Included angle between two segments
13Relative Position
14Planes Axes
- Plane
- Flat, two-dimensional surface
- Cardinal Planes
- Planes positioned at right angles and
intersecting the center of mass - Divide body into perfect halves
- Axis of Rotation
- Point about which movement occurs
- Perpendicular to plane of motion
15Cardinal Planes
- Sagittal Plane
- Left Right halves
- Medio-lateral axis (frontal)
- Frontal (Coronal)
- Front Back halves
- Antero-posterior axis (sagittal)
- Transverse (Horizontal)
- Upper Lower halves
- Longitudinal axis (transverse)
- Many other planes exist
16Form and Function
- Structure of the human musculoskeletal system
somewhat dictates function - Different joints allow rotations in only certain
planes, while restricting motion in other planes - Think of the joint structure and how the
muscle-tendon complex crosses the joint - Then think of the motion that is allowed at the
joint - Example Hip versus Knee
17Part 2 maybe reviewJoints Degrees of Freedom
18Types of Diarthrodial Joints
19Types of Diarthrodial Joints
Plane or Gliding Joint Two flat surfaces slide
over one another (Ex Carpals)
20Other Types of Joints
- Synarthrodial or Fibrous
- Bones held together by fibrous articulations
- Little or no movement
- Example
- Sutures in skull
- Amphiarthrodial or Cartilaginous
- Hyaline cartilage or fibrocartilage holds joints
together - Little movement (but more than synarthrodial)
- Example
- Intervertebral discs
21Degrees of Freedom
- Degrees of Freedom (DOF)
- Number of planes in which a joint can move
- 1 DOF
- Uniaxial (hinge joint)
- Example Inter-phalangeal (flex-extend)
- 2 DOF
- Biaxial
- Example Wrist (flex-extend, ulnar-radial
deviation) - 3 DOF
- Triaxial
- Example Shoulder (flex-extend, abd-add, IR-ER)
22Summary of Joints
- 7 Types of Di-arthroidal Joints
- Hinge (elbow, inter-phalangeal)
- Pivot (radio-ulnar)
- Plane, Gliding (Vertebrae)
- Ellipsoid (metacarpal-phalangeal)
- Ball and Socket (hip, shoulder)
- Condylar (knee)
- Saddle (thumb)
23Part 3 definitely reviewScalars, Vectors,
Forces Moments
24Scalars, Vectors and Tensors
- Scalars
- Described by magnitude only
- e.g., mass, energy, power, mechanical work,
temperature - Vectors
- Have both magnitude and direction
- e.g., velocity, force, moment, acceleration
- Represented by arrows
- Tensors
- Term referring to all such quantities in physics
(e.g. scalars, vectors, strain)
25Magnitude and Direction
- Magnitude
- Positive number corresponding to the numerical
measure of that quantity - Direction
- Noted by either a drawn or directed vector
(arrow) - OR
- Noted by the /- sign associated with a
magnitude, where or is associated with a
left, right, up, down direction.
26Force
- Force
- Vector quantity
- A force causes or tends to cause motion
(acceleration) or a change in shape (deformation)
of an object - Push
- Pull
- Rub (friction)
- Blow (impact)
Force vectors are usually drawn as arrows
indicating direction and magnitude (length of
vector).
27Force Characteristics
- Force is a Vector Quantity
- Magnitude
- Direction
- 2 Qualities of Force Application
- Point of application
- Line of application
28Force Classifications
- Force Classifications
- External Forces
- e.g. Ground Reaction Forces (GRF)
- Internal Forces
- e.g. Muscle and Ligament Forces
- Another classification set can be
- Non-Contact
- Contact
29Non-Contact Forces
- Newtons Law of Gravitational Force
- The force of gravity is inversely proportional to
the square of the distance between attracting
objects and directly proportional to the product
of their masses. - G universal gravitational constant (6.67
10-11 Nm2/kg2) - m1 mass of one object
- m2 mass of other object
- r distance between the mass centres of the
objects
30Gravitational Acceleration
- Force due to Gravity
- Fg -9.81 m/s2
- We use simply g
- Attractive force of the earth on an object
- Fg (G mobject Mearth) / r2
- Weight
- Weight m a m g
- g is acceleration due to gravity (same as Fg
above) - Bodyweight is body mass times gravitational
acceleration
31Ground Reaction Forces
- Person standing on the ground
- Force exerted by the body downward (F or Wt)
- Reaction force (Ry) exerted by the ground
- Equal in magnitude, and opposite in direction
- If the body moves then additional forces act
32Forces during Locomotion
- During locomotion
- We exert forces on the ground to create ground
reaction forces which propel our body along (e.g.
forward, to the side, backward) - Ground reaction forces can be measured using a
force plate
33Ground Reaction Force (GRF)
- Force equal in magnitude and opposite in
direction to the force which is applied - Force Platform
34Linear versus Angular Motion
- Linear Motion
- Motion in a straight line or curvilinear path
- Rectilinear
- Curvilinear
- Path of motion never crosses back on itself
- Angular Motion
- All points of a body move through the same
angular path (not necessarily the same distance) - Motion of a point or object about an axis of
rotation (fixed or translating) - Doesnt have to complete the circle
35Linear versus Angular Motion
36Linear versus Angular Kinetics
- Linear Kinetics
- Line of force application is through the axis of
rotation or COM - No rotation
- Examples?
- Angular Kinetics
- Line of force application does not pass through
the axis of rotation - Thus causing rotation
- Examples?
37Torque Moment of Force
- Moment of Force (Torque)
- A force that creates rotation about an axis
- Tendency of a force to cause rotation
- Equivalent terms
- Moment
- Moment of Force
- Torque
- SI unit is the Newton-meter
- Newton meter (Nm)
38Basic ConceptsTorque Moment of Force
- M
- Moment (M, angular)
- F
- Force (F, linear)
- d
- Perpendicular (-) distance from the axis of
rotation to the line of force application
39Example
40Basic ConceptsTorque and Moment Vectors
- Moment (Torque) that load creates about the elbow
- M F d-
If the load (W) is 50kg (assume frictionless
pulley) and d- is 8cm, what is the moment created
by the load?
41Summary
- Basic Concepts and Terminology
- Planes Axes
- Joint Degrees of Freedom
- Scalars, vectors tensors
- Forces Moments of Force
42For next time
- More Basic Concepts Review
- Newtons Laws
- SI Units
- Rigid Body Analysis
- Free Body Diagrams
- Statics
- Continue working through Chapter 1