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  • Stefan Kaczmarczyk

    Professor of Applied Mechanics

    The Dynamic Behaviour ofLift Ropes and Components under Seismic Excitation

    Promosso da

  • Outline Introduction

    LiftsInstallations tractionlifts

    Seismicexcitation

    Seismicdamagesinliftinstallationcomponents

    Dynamicmodelsandsomeresults

    Safetycodes/preventivemeasures

  • Introduction

  • Lift Engineering @NorthamptonResearch and Education programme: MSc/MPhil/PhD LiftSystemsEngineering SystemsDynamicsandVibration Control LiftTrafficAnalysis SafetyCodesandStandards

    Openaccesspeerreviewedjournal

    Annualliftandescalatorconference

    BiannualSymposiumTheMechanicsofSlenderStructures

  • Lift installationsLifts:nonstructuralbuildingcomponents,themaintypes:

    TractionDrive

    HydraulicDrive

    Rack&PinionDrive

    Screwdrive

    Pneaumatic drive

  • Traction lift

    Suspension ropes

    Machine/ drive unitHoistway with guide rails

    Car/ sling assembly

    compensating cables

    Counterweight assembly

    Buffers in the pit

    Fx

    Fx

    Fx

    FxFxFx

    Fy

    Fy

    FyFy

    Fy FkFkFk

    Hoistway with guide rails

    1999 Elevator World Inc.

  • Traction lift: ropingMachine room

    Travelling cables

    1:1 Reeving 2:1 Reeving1:1 Reeving 2:1 Reeving

  • Traction lift: safety gearRocking armoverspeed governor

    Pivoted bob weightoverspeed governor

    Cam typesafety gear

    Captive rollerinstantaneoussafety gear

    Progressivesafety gear

    Governor tension weight

    Rocking armoverspeed governor

    Pivoted bob weightoverspeed governor

    Cam typesafety gear

    Captive rollerinstantaneoussafety gear

    Progressivesafety gear

    Governor tension weight

    1999 Elevator World, Inc.

    Governor rope

    Governor rope

    1852,ElishaOtis,thesafetyelevator

  • Seismic damage to lift installation Guiderailbrackets/anchorage

    Bentguiderails

    Rollerguidesbroken/loose

    Counterweightsderailed/collidedwiththecars

    Machineroomequipmentmoved/damaged

    Suspensionropesdamaged/jumpedoutofthetractionsheave/diverterpulleys

    Compensatingcablesdamaged/outoftheirgrooves

    Travellingcablesbroken/hungup tangledinthehoistway

  • Rope dynamics / vibration

    u, u, u

    w, w, w v, v, v

    Longitudinal Lateral Out-of-plane

    Lateral in-plane

  • Tall buildings and structures: base excitation

    x(t)

    s(t)

    m

  • Tall buildings and structures (3) Tallbuildings/towersswayatlowfrequencies. Anadversesituationariseswhenthebuildingstructureisexcitednearitsnaturalfundamentalfrequency.

    Thebuildingswayisthemaincauseoflargemotionsofsuspension/compensatingropes.

    Theyoccurduetolongperiodgroundmotions (e.g.MidNiigataPrefectureEarthquakein2004, GreatEastJapanEarthquakein2011).

    Atbuildingsitesfarawayfromtheepicentreconventionalseismicdetectionsystems(switches)oftendonotregisterthelowacceleration/lowfrequency(below0.5Hz)longperiodgroundwaves.

  • Tall buildings and structures (5) Thegroundaccelerationatasitefarfromtheepicentremaynotbesufficientlyhightotriggerseismicdetectors.

    However,theswayoftallbuildingsincreases,andelevatorropesresonatewiththebuildingmotion.

    Lateralropevibrationmaythencauseentanglementintheelevatorshaftordamagetoshaftequipment.

    Compensating sheave

  • Whirling motion

    Frequency (Hz)0 0.5 1 1.5 2 2.5 3

    0

    0.02

    0.04

    0.06

    0.08Freq. of the rope Lateral In-Plane (Model)

    simulation modelx

    (m)

    x (m

    )

    expriment

  • Simulation model

    M

    L1

    1x

    2x

    2u

    1u1u

    v2

    ww1

    Mcar

    E1 A1m

    E2 A2m

    L3

    w (t)w0

    2

    1

    q M1

    qM3comp

    L4

    Z0

    MqM2

    cwt

    L2

    ground

    v (t)v 0

    3x

    x4

    v1

    ww2 z

    r

    Equations of motion developed for each section of the suspension and compensating system

    Deterministic models and stochastic models

    svsw

  • Simulationmodel:frequenciesvslength

    1 20 34 0 36. Hz; . Hz

    M

    L1

    Mcar

    L3

    comp

    L4

    Z0

    Mcwt

    L2

    ground

    Thenaturalfrequenciesoftheliftropesystemvarywiththelengthoftheropes.

  • Simulation model: animation

    M

    L1

    1x

    ww1

    Mcar

    w (t)w0

    q M1

    qM3comp

    Z0

    ground

    v (t)v 0

    v1z1

  • Simulation model: animation

    M

    L1

    Mcar

    L3

    comp

    L4

    Z0

    Mcwt

    L2

    ground

  • Codes and Standards / Technical Reports

    ASME/ANSIA17.1CSAB44SafetyCodeforElevatorsandEscalators

    SECTION8.4:elevatorsafetyrequirementsforseismicriskzone2orgreater

    EN8177definesadditionalrequirementstoEN8120/50coveringliftsinseismicconditions

    ISO/TR25741:2008providesacompilationofrelevantsafetystandardspertainingtoprotectionoftheuserandverticaltransportationequipmentduringseismicactivity.

    ASMETRA17.18.42013GuideforElevatorSeismicDesign

  • Mitigating measures Optimizationofthesuspensionropeandcompensationrope,governorropetensionstoshifttheresonancefrequencyregions

    Liftwell:protectionofsnagpoints Ropeguardstopreventropesjumpingfromthesheaves/pulleys Compensatingropesheavetiedown Seismicswitches/detectionsystems

    Uponactivationofaseismicswitch,allelevatorswithtractionmachines,counterweights,andselective,collective,orgroupautomaticoperationthatareinmotionshallproceedtothenearestavailablefloor,opentheirdoors,andshutdown(A17.1).Allregisteredcarandlandingcallsshallbecancelled.Newcallsshallbeignored;Aliftinmotionshallreducethespeedorstopandproceedtothenextpossiblelandingawayfromthecounterweightorbalancingweightwithmaximum0.3m/scarspeed.(EN8177).

    CounterweightdisplacementdetectorsWhenthecounterweightdisplacementswitchisactivated,theelevator,ifinmotion,shallinitiateanemergencystopandthenproceedawayfromthecounterweightataspeedofnotmorethan0.75m/s(150ft/min)tothenearestavailablefloor,openthedoors,andshutdown(A17.1).

    Positionrestrainers tothecarandcounterweightframes Reinforcedguiderails

  • Promosso da

    THANK YOU

    [email protected]