transporte clastico y flujo
TRANSCRIPT
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CLASTIC TRANSPORT ANDCLASTIC TRANSPORT AND
FLUID FLOWFLUID FLOW
CHAPTER 3CHAPTER 3
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ChapterChapter--3 Clastic transport3 Clastic transport
and fluid flowand fluid flowWeatheredrockand minerals fragmentsWeatheredrockand minerals fragments
aretransported from sourceareastoaretransported from sourceareastodepositionalsites (wheretheyaresubjectdepositionalsites (wheretheyaresubject
toadditionaltransportandredeposition)bytoadditionaltransportandredeposition)bythreekindsofprocesses:threekindsofprocesses:
11-- dry (nondry (non--fluidassisted),gravityfluidassisted),gravity--drivendrivenmass wastingprocessessuchasrockmass wastingprocessessuchasrockfallandrockslides;fallandrockslides;
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22-- wet (fluidassisted),gravitywet (fluidassisted),gravity--driven massdriven mass
wastingprocesses (sedimentgravitywastingprocesses (sedimentgravity
flows)suchasgrain flows, mudflows,flows)suchasgrain flows, mudflows,debris flows,andsomeslumps;anddebris flows,andsomeslumps;and
33-- processesthat involvedirect fluid flowsprocessesthat involvedirect fluid flows
ofair, water,and ice.ofair, water,and ice.
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Mass wastingMass wasting
Fluid flowFluid flow
Reynolds NumberReynolds Number
Froud NumberFroud NumberEntrainment,transportandEntrainment,transportand
depositionofclastsdepositionofclasts
TransportTransport
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Mass WastingMass Wasting
Mass wastingprocessesare importantMass wastingprocessesare important
mechanismsofsediemnttransport.mechanismsofsediemnttransport.
Althoughthey movethesoilandrockAlthoughthey movethesoilandrockdebrisonlyshortdistancesdownslope,debrisonlyshortdistancesdownslope,
theseprocessesplayacrucialrole intheseprocessesplayacrucialrole in
sedimenttransportbygettingtheproductssedimenttransportbygettingtheproducts
of weathering intothelongerof weathering intothelonger--distancedistance
sedimenttransportsystem.sedimenttransportsystem.
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Mass WastingMass Wasting
Indry massIndry mass--wastingprocesses, fluidplayswastingprocesses, fluidplayseithera minorroleornoroleatall.eithera minorroleornoroleatall.
Inrockortalus falls,clastsofanysizeInrockortalus falls,clastsofanysize
simply fall freely.simply fall freely.
Downslope movementofbodiesofrocksDownslope movementofbodiesofrocks
orsediment inslumpsorslidesglideorsediment inslumpsorslidesglide
downslopeen masse withoutsignificantdownslopeen masse withoutsignificant
internal foldingor faulting.Fluidsneartheinternal foldingor faulting.Fluidsnearthebaseprovideslubricationandpromotesbaseprovideslubricationandpromotes
failurealongslippagesurface.failurealongslippagesurface.
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Reynolds Number
Re= 2rVp/Q
Sir Osborne Reynolds addressed the problemof how laminar flow changes to turbulent flow.
The transition from laminar to turbulent flowoccurs as velocity increases, viscositydecrease, the roughness of the flow boundary
increases, and/or the flow becomes lessnarrowly confined.
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Froud NumberFroud Number
TheFroud Number istheratiobetween fluidTheFroud Number istheratiobetween fluidinertial forcesand fluidgravitational forces.inertial forcesand fluidgravitational forces.
Itcomparesthetendencyofa moving fluid (andItcomparesthetendencyofa moving fluid (and
aparticlebornebythat fluid)tocontinue movingaparticlebornebythat fluid)tocontinue movingwiththegravitational forcesthatacttostopthatwiththegravitational forcesthatacttostopthatmotion.motion.
The forceof inertiaexpressthedistancetraveledThe forceof inertiaexpressthedistancetraveled
bya discreteportionofthe fluidbefore itcomesbya discreteportionofthe fluidbefore itcomestorest.torest.
Likereynolds Numbers,FroudnumbersareLikereynolds Numbers,Froudnumbersaredimensionless.dimensionless.
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Froud NumberFroud Number
Fr=Fr= fluid inertial forces .fluid inertial forces .
gravitational forces in flowgravitational forces in flow
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Deposition: What forces controlDeposition: What forces control
the settling of particles?the settling of particles?Assoonasaparticle isliftedabovetheAssoonasaparticle isliftedabovethe
surfaceofabed, itbeginstosinkbacksurfaceofabed, itbeginstosinkbackagain.again.
Thedistancethat ittravelsdependontheThedistancethat ittravelsdependonthedrag forceofthecurrent,andthedrag forceofthecurrent,andthesettlingsettlingvelocity of the Particlevelocity of the Particle..
Thevelocityat whichaclastsettlesThevelocityat whichaclastsettlesthrougha fluid iscalculatedusingthrougha fluid iscalculatedusingSTOKES LAWofsettlingSTOKES LAWofsettling
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Stokes Law of settlingStokes Law of settling
Thegravitational forcepullingtheparticleThegravitational forcepullingtheparticle
downversusthedrag forceofthe fluiddownversusthedrag forceofthe fluid
resistingthissinking.resistingthissinking.
Theparticle willbe initiallyacceleratedueTheparticle willbe initiallyacceleratedue
togravity,butsoonthegravitationalandtogravity,butsoonthegravitationaland
drag forcesreachequilibrium,resulting indrag forcesreachequilibrium,resulting in
aconstant aconstant Terminal Fall VelocityTerminal Fall Velocity..
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Thedrag forceexertedbya fluidonaThedrag forceexertedbya fluidona
fallinggrain isproportionaltothe fluidfallinggrain isproportionaltothe fluid
density (density (VVFF),thediameter(d)ofthegrain),thediameter(d)ofthegrain
(incentimeters),thedragcoefficient (C(incentimeters),thedragcoefficient (CDD))
andthe fallvelocity (V).andthe fallvelocity (V).
Drag force= CDrag force= CDD (d (d22/4) (/4) (VVFF VV
22/2)/2)
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Drag forceDrag force
Upward forceduetobuoyancyofthe fluidUpward forceduetobuoyancyofthe fluid
is:Fis:Fupwardupward = 4/3 (d/2)= 4/3 (d/2)33 VVFFgg
Downward forcesduetogravity:Downward forcesduetogravity: Fg = 4/3 (d/2)Fg = 4/3 (d/2)33 VV ssg, wherepg, wherepss isthedensityisthedensity
oftheparticle.oftheparticle.
Drag force= FgDrag force= Fg-- FFupwardupward
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Drag force= FgDrag force= Fg-- FFupwardupward
CCDD (d (d22/4) (p/4) (pFF VV
22/2)= 4/3 (d/2)/2)= 4/3 (d/2)33VVssgg-- 4/3 (d/2)4/3 (d/2)33 VVFFgg
V2=V2= 4gd (4gd (VVss-- VVFF))
3 C3 CDD VVFFForlow laminarflow atlow concentrationsofparticleandlowForlow laminarflow atlow concentrationsofparticleandlow
Reynoldsnumbers, CReynoldsnumbers, CDD isequalto24/Risequalto24/Ree..
V = 1/18 ([V = 1/18 ([VV ss-- VV FF]gd]gd22 /u)/u)-- Stokes Law ofsettlingStokes Law ofsettling
VV--velocity,gvelocity,g--gravity,ugravity,u--viscocity,eventhediffernce indensity (viscocity,eventhediffernce indensity (VVss-- VV
FF) isconstant foragivensituation.Itcanbesubstitute forC) isconstant foragivensituation.Itcanbesubstitute forCC =C = ((VV ss-- VV FF)g)g
18u18u
Stokeslaw reducesto V=CDStokeslaw reducesto V=CD22
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Stokes law reduces to V=CDStokes law reduces to V=CD22
Whendensityandviscosityareconstant,Whendensityandviscosityareconstant,settlingvelocity increases withthesettlingvelocity increases withthediameteroftheparticle.diameteroftheparticle.
Larger grains fall faster.Larger grains fall faster.
Settlingvelocitydecreases withhigherSettlingvelocitydecreases withhigherviscositiesand increases withdenserviscositiesand increases withdenserparticles.particles.C =C = ((VVss-- VVFF)g)g
18u18u
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Implications of the StokesImplications of the Stokes
LawLawHighdensity mineralssettle morerapidlyHighdensity mineralssettle morerapidly
thanlow density minerals.thanlow density minerals.
SlowSlow--moving,highlyviscous fluidssuchasmoving,highlyviscous fluidssuchasmudflowsanddensitycurrentscanmudflowsanddensitycurrentscan
transportcoarsertransportcoarser--grained materialsthangrained materialsthan
lessviscuos fluidssuchasriversandthelessviscuos fluidssuchasriversandthe
wind,despitethenormallyhighervelocitywind,despitethenormallyhighervelocityoftheselessviscous fluids.oftheselessviscous fluids.
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Lowertemperatures will increasviscosityLowertemperatures will increasviscosity
decreasingthe fallvelocity.decreasingthe fallvelocity.Becauseofturbulence,coarserparticlesBecauseofturbulence,coarserparticles
fall moreslowlythanpredicted.fall moreslowlythanpredicted.
NonNon--spherical flakessuchas mica willspherical flakessuchas mica willsettle moreslowlythanspheres withthesettle moreslowlythanspheres withthe
samedensity.samedensity.
Angulargrains willgeneratesmallAngulargrains willgeneratesmall
turbulenteddiesthatretardsettlingturbulenteddiesthatretardsettling
velocity.velocity.
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Hydraulic equivalencyHydraulic equivalency
Theterm referstoclaststhatsettleatTheterm referstoclaststhatsettleat
identicalvelocitiesdespitesubstantialidenticalvelocitiesdespitesubstantial
differences insize,shape,angularity,anddifferences insize,shape,angularity,and
density.density.
ie. Sediment mixesof finegrained,siltie. Sediment mixesof finegrained,silt--sizesize
magnetite, finesandmagnetite, finesand--sizebiotite flakes,andsizebiotite flakes,and
medium sandmedium sand--sizequartz.sizequartz.