Mass-Spring-Damper System

URI: https://gptkb.org/entity/Mass-Spring-Damper_System
GPTKB entity
Statements (49)
Predicate Object
gptkbp:instanceOf Linear Time-Invariant System
Mechanical System
Second Order System
gptkbp:analyzes gptkb:Laplace_Transform
Frequency Response
gptkbp:canBe State-Space Representation
Critically Damped
Overdamped
Underdamped
gptkbp:describedBy Second Order Differential Equation
gptkbp:exhibits Resonance
Damped Oscillation
Oscillatory Motion
gptkbp:governedBy gptkb:Newton's_Second_Law
gptkbp:hasApplication gptkb:robot
gptkb:Building_Vibration_Control
gptkb:Seismic_Isolation
Biomechanics
Automotive Suspension
gptkbp:hasComponent gptkb:spring
gptkb:Damper
marina
gptkbp:hasDampingForce gptkb:Damper
gptkbp:hasDampingRatio c/(2*sqrt(mk))
gptkbp:hasEnergyDissipation gptkb:Damper
gptkbp:hasEnergyStorage gptkb:spring
gptkbp:hasEquation m x'' + c x' + k x = F(t)
gptkbp:hasForcedVibration Yes
gptkbp:hasFreeVibration Yes
gptkbp:hasInertia marina
gptkbp:hasInitialCondition Initial Displacement
Initial Velocity
gptkbp:hasNaturalFrequency sqrt(k/m)
gptkbp:hasRestoringForce gptkb:spring
gptkbp:hasStateVariable Acceleration (x'')
Displacement (x)
Velocity (x')
gptkbp:hasTransferFunction 1/(m s^2 + c s + k)
https://www.w3.org/2000/01/rdf-schema#label Mass-Spring-Damper System
gptkbp:input External Force (F(t))
gptkbp:output Displacement Response
gptkbp:parameter Damping Coefficient (c)
Mass (m)
Spring Constant (k)
gptkbp:usedIn gptkb:Vibration_Analysis
Mechanical Engineering
Control Systems
gptkbp:bfsParent gptkb:Linear_Systems
gptkbp:bfsLayer 7