Forces, Moments, Equilibrium Flashcards
Force
Mechanical disturbance or load
caused by one object acting on another object
4 components of a force
Magnitude,
Line of action,
Direction,
Point of application
Types of forces affecting the foot
External (acting on foot),
Internal (acting within the foot)
Largest external force acting on foot under regular circumstances
Ground reaction force (GRF) AKA vertical ground reaction force (VGRF)
Ground reaction force (GRF)
Ground pushing up on plantar aspect of foot
Newton’s 3rd law of motion
For every action, there is an equal and opposite reaction
Newton’s 2nd law of motion
F = ma
The heavier the object, the greater the force required to move the object.
Newton’s 1st law of motion
Inertia: an object at rest (or in motion) stays at rest (or in motion) until acted on by a force
General measurement of GRF vs internal forces within foot
GRF = magnitude and 3D location via force plate
Internal F = estimation (device implant will alter the F being measured)
Force vs Torque
Force = linear vector quantity (F)
Torque = rotational moment or moment of force (M), force acting across an axis of rotation
Importance of joint moments in every day activity
Rotational forces producing joint movement (walking) and stability (standing)
Do podiatrists, chiropodists, and pedorthists need to understand joint moments?
Yes
crucial for understanding biomechanics of foot motion and stability
Rotational equilibrium
Moments acting in one direction across an axis of rotation are counterbalanced by moments acting in the opposite direction across the same axis
Net acceleration / angular velocity during rotational equilibrium
Net acceleration = 0 and/or constant angular velocity
Is constant angular velocity always = 0 for rotational equilibrium
No.
Joint stable = 0 degrees/second
Joint moving at constant angular velocity of 5 degrees/second can also be in rotational equilibrium because net acceleration = 0
Stable joint in terms of biomechanics
Joint is in a state of rotational equilibrium due to equal moments about the joint axis.
Moving joint in terms of biomechanics
Joint acceleration occurring due to unequal moments about the joint axis.
F Magnitude
Quantity or amount of F
F line of action
Line along which F acts
F direction
direction which F acts
F point of application
Point on object where F is acting
Mechanics
Branch of physics concerned with motion and deformation of bodies acted on by mechanical disturbances (forces)
Biomechanics
Examining forces acting on and within a biological structure and effects produced by the forces
Podiatric biomechanics
Biomechanics of the foot and lower extremity