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biomechanics exam 3

QuestionAnswer
newtons 1st law law of inertia: a body will maintain a state of rest or constant velocity unless acted on by an external force that changes that state
newtons 2nd law law of acceleration: a force applied to a body causes an acceleration of that body of a magnitude proportional to the force, in the direction of the force, and inversely proportional to the body's mass. F=ma
newtons 3rd law law of reaction: when one body exerts a force on a second body, the second body exerts a reaction force that is equal in magnitude and opposite direction. assumes equilibrium
newtons law of graviation all bodies are attracted to one another with a force proportional to the product of their masses and inversely proportional to the square of the distance between them. -9.81m/s^2
friction force acting over the area of contact between two surfaces in the direction opposite of motion or motion tendency. friction= coefficient of friction x normal reaction force
coefficient of friction unitless number serving as an index for the interaction between two surfaces in contact
coefficient of static friction for motionless bodies in contact
coefficient of kinetic friction for moving bodies in contact
normal reaction force (R) force acting perpendicular to two surfaces in contact. weight increases R increases
linear momentum quantity of motion an object possesses M=mv kg*m/s
change in momentum change in mass and/or change in velocity (a vector). newtons 1st law. external force often present
momentum equation m1v1+/- m2v2= (m1+m2)v + same direction - opposite direction
impulse product of force and the time over which the force acts impulse=Ft change in momentum
impact collision characterized by the exchange of a large force during a short time interval
perfectly plastic impact results in the total loss of system velocity. at least one body deforms and doesn't regain its shape, and the bodies don't separate
perfectly elastic impact the velocity of the system is conserved. relative velocities of the two bodies after impact are the same as their relative velocities before impact
coefficient of restitution describes the elasticity between colliding bodies
mechanical work application of force along a displacement. no displacement= no work
positive work when both the net muscle torque and the direction of angular motion at a joint are in the same direction (predominantly concentric contraction)
negative work when the net muscle torque and the direction of angular motion at a joint are in opposite directions (predominantly eccentric contraction)
power rate of work production
energy capacity to do work
strain energy (elastic energy) capacity to do work by virtue of a deformed body's return to its original shape
relationship of work and energy when work is applied to an object/body, the energy of that body/object changes
equilibrium state characterized by balanced forces and/or torques
static equilibrium a motionless state in which sum of torque=0
dynamic equilibrium concept indicating a balance between applied forces and inertial forces for a body in motion
torque rotary effect of a force about an axis of rotation vector: clockwise- counterclockwise+
moment arm/lever arm perpendicular distance between the forces line of action and the axis of rotation
agonist prime mover
antagonist control movement velocity
when net muscle torque and joint movement occur in the same direction concentric contraction
when net muscle torque is in the opposite direction of joint motion eccentric contraction
net torque is 0 isometric contraction
lever a simple machine consisting of a relatively rigid object that may be made to rotate about an axis through the application of force
axis (fulcrum) the point of support about which a lever rotates
force (effort) the 'input force' or the force applied to the lever system
resistance (load) the 'output force' or the force of the lever is attempting to move
first class levers lever positioned with the applied force and the resistance on opposite sides of the axis (FAR)
second class levers lever positioned with the resistance between the applied force and the axis (ARF)
third class levers lever positioned with the applied force between the axis and the resistance (AFR)
first class lever examples seesaw, scissors, nodding you head
second class lever examples wheelbarrow, wrench, nutcracker, calf raise
third class lever examples canoe paddle, shovel, broom, moules-bone concentric contractions
mechanical advantage mechanical effectiveness of a lever system, quantified as the ratio of the force arm to the resistance arm
stability resistance to disruption of equilibrium
balance a person's ability to control equilibrium
center of gravity point around which the weight of a body is balanced, no matter how the body is positioned
base of support area bound by the outermost regions of contact between a body and support surfaces
angular kinetics: newtons first law a rotating body will maintain a state of constant rotational motion unless acted on by an external torque
angular kinetics: newtons second law a net torque produces angular acceleration of a body that is directly proportional to the magnitude of the torque, in the same direction as the torque, and inversely proportional to the body's moment of inertia
angular kinetics: newtons third law for every torque exerted by one body on another, there is an equal and opposite torque exerted by the second body on the first
moment of inertia inertial property for rotating bodies, represents resistance to angular acceleration. based on mass and the distance mass is distributed from the axis of rotation
angular momentum quality of angular motion possessed by a body. a change in angular momentum means a change in mass, radius of gyration, and/or angular velocity
angular impulse change in angular momentum, product of torque and the time over which the torque is acting
centripetal force force directed toward the center of rotation for a body in rotational motion
Created by: Aylac17
 

 



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