Fundamental Principles: Part I Flashcards
(42 cards)
Who said “Selection of the correct material for a given design depends partially on understanding the elementary principles of mechanics and materials, concepts of forces, deformation and failure of structures under load, improvement in mechanical properties by heat treatment or other means, and design of structures”
Thomas Lunsford
Vertical pylons experience a force ______ _________
Directly downward
_______ _________ experience a torque at the foot plate near the proximal end of the ankle joint
Foot orthoses
Equation for torque
T= F x L
Equation for stress
Stress = F (force) / Ao (initial cross-sectional area)
Equation for strain
Strain - Delta L (change in length) / Lo (initial length)
The “o” in Ao and Lo stand for?
Initial
_______ and _______ represent normalized quantities of force and deformation
Stress and strain
What are the four primary types of stress?
Compression, tension, shear, and bending
Type of stress that pushes together
Compression
Type of stress that pulls apart
Tension
Type of stress that makes a scissoring action
Shear
Type of stress that makes a flexing action
Bending
If area of ________ surface increases, shear stress decreases
Bonded
In bending, ________ on top and ________ on bottoms
Compression, tension
What are the two forms of shear stress?
Deformation by shear force and by torsion.
Why is it important for O/P practice to have a basic understanding of material science?
Practitioners use their materials knowledge to design solutions and fabrication procedures to create devices that support a patients goals
The loading scenario from force and torque is
Stress
The materials behavior resulting from stress
Strain
a ______ ________ relationship usually occurs between stress and strain
Positive linear
How low stress, stress and strain are _________ proportional
Directly
Materials stiffness or resistance to plastic deformation
Modulus of elasticity
Hookes law equation
Stress = strain x constant (young’s modulus)
A material that requires relatively large amounts of stress to produce small amounts of strain
High stiffness