Search results for "steady-state response"

showing 2 items of 2 documents

Dynamic Response of a Rigital Displacement Motor Operating with Various Displacement Strategies

2019

Digital displacement technology has the potential of revolutionizing the performance of hydraulic piston pumps and motors. Instead of connecting each cylinder chamber to high and low pressure in conjunction with the shaft position, two electrically-controlled on/off valves are connected to each chamber. This allows for individual cylinder chamber control. Variable displacement can be achieved by using different displacement strategies, like for example the full stroke, partial stroke, or sequential partial stroke displacement strategy. Each displacement strategy has its transient and steady-state characteristics. This paper provides a detailed simulation analysis of the transient and steady…

0209 industrial biotechnologyExperimental validationControl and OptimizationSteady state (electronics)Digital displacement motorComputer scienceEnergy Engineering and Power Technology02 engineering and technologyVariable displacement01 natural scienceslcsh:Technologylaw.inventionCylinder (engine)PistonTransient response020901 industrial engineering & automationlawControl theoryexperimental validation0103 physical sciencesCylinderDisplacement (orthopedic surgery)Stroke (engine)Transient responsedisplacement strategiesElectrical and Electronic Engineeringsteady-state response010301 acousticsEngineering (miscellaneous)Steady-state responseRenewable Energy Sustainability and the Environmentlcsh:TModelingmodelingDisplacement strategiestransient responseHydraulic cylinderVDP::Teknologi: 500digital displacement motordigital displacement motor; displacement strategies; transient response; steady-state response; modeling; experimental validationTransient (oscillation)Energy (miscellaneous)
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Steady-state dynamic response of various hysteretic systems endowed with fractional derivative elements

2019

In this paper, the steady-state dynamic response of hysteretic oscillators comprising fractional derivative elements and subjected to harmonic excitation is examined. Notably, this problem may arise in several circumstances, as for instance, when structures which inherently exhibit hysteretic behavior are supplemented with dampers or isolators often modeled by employing fractional terms. The amplitude of the steady-state response is determined analytically by using an equivalent linearization approach. The procedure yields an equivalent linear system with stiffness and damping coefficients which are related to the amplitude of the response, but also, to the order of the fractional derivativ…

Steady state (electronics)Applied MathematicsMechanical EngineeringMathematical analysisLinear systemAerospace EngineeringBilinear interpolationEquations of motionEquivalent linearizationOcean EngineeringFractional derivative01 natural sciencesHysteretic systemDamperFractional calculusNonlinear systemHysteresisControl and Systems Engineering0103 physical sciencesElectrical and Electronic Engineering010301 acousticsSteady-state responseMathematics
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