* Your assessment is very important for improving the workof artificial intelligence, which forms the content of this project
Download Basic Terminology
		                    
		                    
								Survey							
                            
		                
		                
                            
                            
								Document related concepts							
                        
                        
                    
						
						
							Transcript						
					
					Basic Terminology Qualitative  Non-numerical  Based on direct observation  Equipment not necessary  Focus on time and space  Examples:   Rotation of femur during golf swing Adduction of humerus during freestyle swim Quantitative      Numerical Based on data collected Equipment necessary Focus on forces Examples:   Stress on shoulder during baseball pitch Compression force on femur during landing Areas of Study     Biomechanics vs. Kinesiology Anatomy vs. Functional Anatomy Linear vs. Angular Motion Kinematics vs. Kinetics Biomechanics vs. Kinesiology  Kinesiology:  Scientific study of human movement  Anatomical, physiological, psychological, biomechanical  Biomechanics:  Application of mechanics to biological systems  More specific than kinesiology Anatomy vs. Functional Anatomy  Anatomy  Structure of the body  Focus on structure  Example: Study of biceps brachii  Functional Anatomy  Body components necessary to achieve goal  Focus on function  Example: Analysis of bicep curl Linear vs. Angular Motion  Linear Motion  AKA translation or translational motion  Movement on straight or curved pathway  All points move same distance, same time  Angular Motion  Motion around some point Kinematics vs. Kinetics  Both are biomechanical analyses  Kinematics  Examines space and time  Kinetics  Examines forces Statics vs. Dynamics  Statics    Examines systems not moving or moving at a constant speed Equilibrium: no acceleration Example: Spaceship gliding through space  Dynamics   Examines systems that are being accelerated Example: Softball pitch Stress-Strain Curve  Stress (σ)  Force applied to deform a structure  Force per unit area 2  Measured in N/m or pascals  σ=F/A  Strain (ε)  Deformation caused by applied stress  ε=ΔL/L Stress-Strain Curve (cont.) Insert figure 1-9.  Elastic modulus (k)  Stiffness of a material  k=stress/strain=σ/ε  Residual strain  Difference between original length and length resulting from stress into the plastic region  Safety factor  5–10x typical stress on structure Stored Mechanical Energy  Proportional to area under stress-strain curve  ME=½σε  Spring, rubber band, trampoline Insert figure 1-12. Types of Materials  Elastic  Linear relationship between stress and strain  Viscoelastic  Non-linear relationship between stress and strain  Hysteresis: energy lost in a viscoelastic material Skeleton  Axial  Head  Neck  Trunk  Appendicular  Upper extremities  Lower extremities Insert figure 1-16, only the part labeled with the segments of the axial and appendicular skeleton. Reference Positions  Anatomical position  Standard reference point  Palms face front  Fundamental position  Similar to anatomical position  Arms more relaxed  Palms face inward  Relative angle  Included angle between two segments Relative 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 Relative Position     Anterior – front, ventral Posterior – back, dorsal Ipsilateral – on the same side Contralateral – on opposite sides (cont.) Flexion & Extension  Flexion  Decreasing joint angle  Extension  Increasing joint angle  Hyperflexion  Flexion beyond normal range  Hyperextension  Extension beyond normal range Abduction & Adduction  Abduction  Moving away from midline  Adduction  Moving toward midline  Hyperabduction  Abduction past 180° point  Hyperadduction  Adduction past 0° point Other Movement Descriptors  Rotation  Medial (internal) or lateral (external)  Right/left for head & trunk  Lateral flexion  Head or trunk only  Example: head tilts sideways  Circumduction  Movement in a conic fashion Movement of the Scapulae Elevation – raising the scapula (shrug) Depression – lowering the scapula Protraction – move scapulae apart Retraction – move scapulae together Upward rotation – bottom of scapula moves away from trunk, top moves toward  Downward rotation – return to normal      Specialized Movement Descriptors  Horizontal adduction  Combination of flexion & adduction  Horizontal abduction  Combination of extension & abduction  Supination – turn palms frontward  Pronation – turn palms backward  Radial flexion – hand toward thumb  Ulnar flexion – hand toward little finger Movement Descriptors of the Foot  Plantarflexion  Increase angle between foot and shank  Dorsiflexion  Decrease angle between foot and shank  Inversion  Lift medial edge of foot  Eversion  Lift lateral edge of foot Pronation & Supination of the Foot  Pronation & supination of the feet are not the same as inversion & eversion  Pronation of the foot  Dorsiflexion at the ankle  Eversion in the tarsals  Abduction of the forefoot  Supination of the foot  Plantarflexion at the ankle  Inversion in the tarsals  Adduction of the forefoot Reference Systems  Necessary for accurate observation & description  Fundamental & anatomical positions  Axes  Imaginary lines that intersect at right angles  Origin  Point of intersection of axes Absolute vs. Relative  Relative  Segment movement described relative to the adjacent segment  Absolute  Axes intersect in the center of a joint Planes & Axes  Plane  Flat, two-dimensional surface  Cardinal planes  Planes positioned at right angles and intersecting the center of mass  Axis of rotation  Point about which movement occurs  Perpendicular to plane of motion Cardinal Planes  Sagittal  Left & right halves  Mediolateral axis  Frontal (coronal)  Front & back halves  Anteroposterior axis  Transverse (horizontal)  Upper & lower halves  Longitudinal axis  Many other planes exist Degrees of Freedom  Degree of freedom  Number of planes in which a joint has the ability to move  1 degree of freedom  Uniaxial  Example: Elbow  2 degrees of freedom  Biaxial  Example: Wrist  3 degrees of freedom  Triaxial  Example: Shoulder Summary  Human movement analyzed using…  Qualitative analysis  Quantitative analysis  Materials & structures analyzed using…  Stress-strain curve  Movement described…  Using anatomical movement descriptors  In relation to planes of motion
 
									 
									 
									 
									 
									 
									 
									 
									 
									 
									 
									 
									 
									 
									 
									 
									 
									 
									 
									 
									 
									 
									 
									 
									 
									 
									 
									 
									 
                                             
                                             
                                             
                                             
                                             
                                             
                                             
                                             
                                             
                                             
                                            