Universal soil loss equation ; soil loss measurement

5,692 views 35 slides May 08, 2020
Slide 1
Slide 1 of 35
Slide 1
1
Slide 2
2
Slide 3
3
Slide 4
4
Slide 5
5
Slide 6
6
Slide 7
7
Slide 8
8
Slide 9
9
Slide 10
10
Slide 11
11
Slide 12
12
Slide 13
13
Slide 14
14
Slide 15
15
Slide 16
16
Slide 17
17
Slide 18
18
Slide 19
19
Slide 20
20
Slide 21
21
Slide 22
22
Slide 23
23
Slide 24
24
Slide 25
25
Slide 26
26
Slide 27
27
Slide 28
28
Slide 29
29
Slide 30
30
Slide 31
31
Slide 32
32
Slide 33
33
Slide 34
34
Slide 35
35

About This Presentation

Universal soil loss equation, soil loss estimation, factors of USLE, its use and limitation, soil loss measurement by multi slot divisor and coshocton wheel sampler


Slide Content

Subject
Soil and Water Conservation Engineering
Topic
Soil Loss Estimation By Universal Soil Loss Equation
&
Soil Loss Measurement Techniques
by
Dr. Sanjay Singh Chouhan
Assistant Professor
JNKVV-College of Agriculture
Powarkheda, Hoshangabad
1

Estimation of Soil Loss
2

Estimation of Soil Loss
•The control of erosion is essential to maintain the productivity of soil and to improve or
maintain downstream water quality.
•Toestimatesoilerosion,empiricalandprocessbasedmodels(equations)areused.
•UniversalSoilLossEquation(USLE)isanempiricalequationusedtoestimateannualsoil
lossperunitarea.
•Estimatingsoillossisconsiderablymoredifficultthanestimatingrunoffasthereare
manyvariables,bothnaturalsuchassoilandrainfallandman-madesuchas
adoptedmanagementpractices.
•Thesoillossconsiderablydependsonthetypeoferosion.Asaresult,models,whether
empiricalorprocess-based,arenecessarilycomplexiftheyaretoincludetheeffectofall
thevariables.
JNKVV-College of Agriculture, Powarkheda
3

The Universal Soil Loss Equation (USLE)
JNKVV-College of Agriculture, Powarkheda 4

The Universal Soil Loss Equation (USLE)
•Thefiledsoillossestimationequationsdevelopmentbeganin1940inUSA.
•Basedonnearly10,000plotyearrunoffplotdata,WischmeierandSmithin1965
developedtheuniversalsoillossequation,whichwaslaterrefinedwithmorerecentdata
fromrunoffplots,rainfallsimulatorsandfieldexperiences.
•Itisthemostwidelyusedtoolforestimationofsoillossfromagriculturalwatershedsfor
planningerosioncontrolpractices.
•TheUSLEisanerosionpredictionmodelforestimatinglongtermaveragesofsoilerosion
fromsheetandrillerosionsfromaspecifiedlandunderspecifiedconditions.
•Itprovidesanestimateofthelong-termaverageannualsoillossfromsegmentsofarable
landundervariouscroppingconditions.
JNKVV-College of Agriculture, Powarkheda
5

•Theapplicationofthisestimateistoenablefarmersandsoilconservationadvisersto
selectcombinationsoflanduse,croppingpractice,andsoilconservationpractices,which
willkeepthesoillossdowntoanacceptablelevel.
•TodevelopedtheUSLE
➢40yearsdatawascollectedandanalysed
➢Studyplotoflength22.13mwith9%slopwasused.
➢Plotkeptincontinuesfellowcondition
➢Morethen2,50,000runoffeventat48researchstationin26statesofUSAwas
analysed.
JNKVV-College of Agriculture, Powarkheda
6

Theequation(USLE)ispresentedasbelow.
A = R x K x L x S x C x P
Where,
A=soillossperunitareainunittime,tha
-1
yr
-1
.
R=rainfallerosivityfactorwhichisthenumberofrainfallerosionindexunitsforaparticular
location.
K=soilerodibilityfactor-anumberwhichreflectsthesusceptibilityofasoiltypetoerosion.
L=slopelengthfactor,aratiowhichcomparesthesoillosswiththatfromafieldofspecified
lengthof22.6meters.
JNKVV-College of Agriculture, Powarkheda
7

S=slopesteepnessfactor,aratiowhichcomparesthesoillosswiththatfromafieldof
specifiedslopeof9%.
C=covermanagementfactor-aratiowhichcomparesthesoillosswiththatfromafield
underastandardtreatmentofcultivatedbarefallow.
P=supportpracticefactor-aratioofsoillosswithsupportpracticelikecontouring,strip
croppingorterracingtothatwithstraightrowfarmingupanddowntheslope.
ThefactorsL,S,CandPareeachdimensionlessratioswhichallowcomparisonofthe
siteforwhichsoillossisbeingestimatedwiththestandardconditionsofthedatabase.
Knowingthevaluesofrainfallerosivity,soilerodibilityandslopeonecancalculatethe
effectivenessofvariouserosioncontrolmeasureswiththepurposeofintroducinga
cultivationsysteminanareawithsoillosslimitedtotheacceptablevalue.
JNKVV-College of Agriculture, Powarkheda
8

Factors Associated With The USLE
1.RainfallErosivityFactor(R)
•Itreferstotherainfallerosionindex,whichexpressestheabilityofrainfalltoerodethe
soilparticlesfromanunprotectedfield.
•Itisanumericalvalueobtainedfromthelongfieldexperimentsthattheextentofsoil
lossfromabarrenfieldisdirectlyproportionaltotheproductoftworainfall
characteristics:kineticenergyofthestormandits30-minutemaximumintensity.
JNKVV-College of Agriculture, Powarkheda
9

2.SoilErodibilityFactor(K)
•Thesoilerodibilityfactor(K)intheUSLErelatestotherateatwhichdifferentsoilserode.
•Undertheconditionsofequalslope,rainfall,vegetativecoverandsoilmanagement
practices,somesoilsmayerodemoreeasilythanothersduetoinherentsoilcharacteristics.
•ThedirectmeasurementofKonunitrunoffplotsreflectthecombinedeffectsofall
variablesthatsignificantlyinfluencetheeasewithwhichasoiliserodedortheparticular
slopeotherthan9%slope.
•Someofthesoilpropertieswhichaffectthesoillosstoalargeextentarethesoil
permeability,infiltrationrate,soiltexture,sizeandstabilityofsoilstructure,organiccontent
andsoildepth.
JNKVV-College of Agriculture, Powarkheda
10

Table.
Values of K for Several
Stations(Source: K.
Subramanya, 2008)
Basedonrunoffplotstudies,
thevaluesoferodibilityfactor
Khavebeendeterminedfor
useinUSLEfordifferentsoils
ofIndiaasreportedbySinghet
al.(1981).ValuesofKfor
severalstationsaregivenin
Table.
JNKVV-College of Agriculture, Powarkheda 11
Station SoilType
Computed
ValuesofK
Agra Loamysand,alluvial 0.07
Dehradun Dhulkotsilt,loam 0.15
Hyderabad Redchalkasandyloam 0.08
Kharagpur Soilsfromlateriterock 0.04
Kota Kotaclayloam 0.11
Ootakamund Laterite 0.04
RehmankheraLoam,alluvial 0.17
Vasad Sandyloam,alluvial 0.06

TopographicFactor(LS)
•Slopelengthfactor(L)istheratioofsoillossfromthefieldslopelengthunder
considerationtothatfromthe22.13mlengthplotsunderidenticalconditions.Theslope
lengthhasadirectrelationwiththesoilloss
•Steepnessoflandslopefactor(S)istheratioofsoillossfromthefieldslopegradientto
thatfromthe9%slopeunderotherwiseidenticalconditions.
•Theincreaseinsteepnessofsloperesultsintheincreaseinsoilerosionasthevelocityof
runoffincreaseswiththeincreaseinfieldslopeallowingmoresoiltobedetachedand
transportedalongwithsurfaceflow.
•ThetwofactorsLandSareusuallycombinedintoonefactorLScalledtopographic
factor.
JNKVV-College of Agriculture, Powarkheda
12

•This topographic factor is defined as the ratio of soil loss from a field having
specific steepness and length of slope (i.e., 9% slope and 22.13 m length) to
the soil loss from a continuous fallow land. The value of LS can be calculated
by using the formula given by Wischmeierand Smith (1962):
JNKVV-College of Agriculture, Powarkheda 13
Where,
L=fieldslopelengthinfeetand
S=percentlandslope.

CropManagementFactor(C)
•ThecropmanagementfactorCmaybedefinedastheexpectedratioofsoillossfroma
croppedlandunderspecificcroptothesoillossfromacontinuousfallowland,provided
thatthesoiltype,slopeandrainfallconditionsareidentical.
•Thesoilerosionisaffectedinmanywaysaccordingtothecropsandcroppingpractices,
suchasthekindofcrop,qualityofcover,rootgrowth,waterusebyplantsetc.
•Thevariationinrainfalldistributionwithintheyearalsoaffectsthecropmanagement
factor,whichaffectsthesoilloss.
•Thisfactorreflectsthecombinedeffectofvariouscropmanagementpractices.
JNKVV-College of Agriculture, Powarkheda
14

Table: Values of Crop Management Factors for Different Stations in India(Source: K Subramanya, 2008)
JNKVV-College of Agriculture, Powarkheda
15
Station Crop Soil Loss, t ha
-1
y
-1
Value of C
Agra Cultivated fallow 3.80 1.0
Bajra 2.34 0.61
Dichanhium annualtu 0.53 0.13
Dehradun Cultivated fallow 33.42 1.0
Cymbopogon grass 4.51 0.13
Strawberry 8.89 0.27
Hyderabad Cultivated fallow 5.00 1.0
Bajra 2.00 0.40

SupportPracticeFactor(P)
•Thisfactoristheratioofsoillosswithasupportpracticetothatwithstraightrowfarming
upanddowntheslope.
•Theconservationpracticeconsistsofmainlycontouring,terracingandstripcropping.
•Thesoillossvariesduetodifferentpracticesfollowed.
•FactorPfordifferentsupportpracticesforsomelocationsofIndiaispresentedinTable.
JNKVV-College of Agriculture, Powarkheda
16

Table: Different Values of
Support Practice Factor (P) for
Some Indian Locations.
JNKVV-College of Agriculture, Powarkheda 17
Station Practice Factor P
Dehradun Contour cultivation of maize0.74
Up and down cultivation1.00
Contour farming 0.68
Terracing and bunding in
agricultural watershed
0.03
Kanpur
Up and down cultivation of
Jowar
1.00
Contour cultivation of Jowar0.39
Ootacamund Potato up and down 1.00
Potato on contour 0.51

Use of USLE
There are threeimportant applications of the universal soil loss
equation. They are as follows:
1.It predicts the soil loss.
2.It helps in identification and selection of agricultural practices.
3.It provides the recommendations on crop management
practices to be used.
JNKVV-College of Agriculture, Powarkheda 18

Various Erosion Classes In India
Based on 21 observation points and 64
estimated erosion values of soil loss
obtained by the use of USLE at locations
spread over different regions of the
country, soil erosion rates have been
classified into 6 categories.
Areas falling under different classes of
erosion are shown in Table.
19
Range
(Tones/ha/year)
Erosion ClassArea (km
2
)
0-5 Slight 801,350
5-10 Moderate 1,405,640
10-20 High 805,030
20-40 Very high 160,050
40-80 Severe 83,300
>80 Very severe 31,895

Limitations of Universal Soil Loss Equation
Theequationinvolvestheprocedureforassigningthevaluesofdifferentassociatedfactors
onthebasisofpracticalconcept.Therefore,thereispossibilitytointroducesomeerrorsin
selectionoftheappropriatevalues,particularlythosebasedoncropconcept.
ThefollowingaresomeofthelimitationsoftheUSLE:
Empirical
•TheUSLEistotallyempiricalequation.Mathematically,itdoesnotillustratetheactual
soilerosionprocess.Thepossibilitytointroducepredictiveerrorsinthecalculationis
overcomebyusingempiricalcoefficients.
JNKVV-College of Agriculture, Powarkheda
20

PredictionofAverageAnnualSoilLoss
•Thisequationwasdevelopedmainlyonthebasisofaverageannualsoillossdata;henceits
applicabilityislimitedforestimationofonlyaverageannualsoillossofthegivenarea.This
equationcomputeslessvaluethanthemeasured,especiallywhentherainfalloccursathigh
intensity.
Non-computationofGullyErosion
•Thisequationisemployedforassessingthesheetandrillerosionsonlybutcannotbeusedfor
thepredictionofgullyerosion.Thegullyerosioncausedbyconcentratedwaterflowisnot
accountedbytheequationandyetitcancausegreateramountofsoilerosion.
Non-computationofSedimentDeposition
•Theequationestimatesonlysoilloss,butnotthesoildeposition.Thedepositionofsedimentat
thebottomofthechannelislessthanthetotalsoillosstakingplacefromtheentirewatershed.
JNKVV-College of Agriculture, Powarkheda
21

Soil Erosion Measurement
JNKVV-College of Agriculture, Powarkheda 22

JNKVV-College of Agriculture, Powarkheda 23
Soil loss Measurements Techniques
Measurement of Soil Loss By
1.Multi-Slot Divisor (MSD)
2.Coshocton Wheel Sampler (CWS)

Multi-Slot
Divisor
JNKVV-College of Agriculture, Powarkheda 24

Multi slot divisor assembles
following components:
1.Runoff collector or
Runoff tank
2.Stilling tank
3.Divisor box (Slot Divisor)
4.Collecting tank.
JNKVV-College of Agriculture, Powarkheda
25

Measurement of Soil Loss By Multi-Slot Divisor (MSD)
•Themulti-slotdivisorsWasdevelopedbyR.V.Geigformeasuringrunoffandsoillossfrom
runoffplotsorsmallareas.
•Itisanintegralcomponentofrunoffplot.Itsconstructionalfeatureconsistsofseveral
slotsofsamedimension.
•Theslotsarefittedattheendofdivisorbox.
•Thewaterflowfromrunoffplotleadstowardsthedivisor.
•Thedivisordividestheentirewaterflowintodifferentparts.
•Theuniformityinflowdivisiondependsonuniformityofflowvelocity.Asforaspossible
theflowvelocityshouldbeuniformindivisorbox.
JNKVV-College of Agriculture, Powarkheda
26

•Variationsinflowvelocityalsocauseunequaldistributionofsedimentconcentrationin
dividedwaterflow,asresultthereisintroductionoferrorinmeasurement.
•Inoperation,thewaterflowisallowedtopassthroughthedevice;andflowfromoneof
theslotsisdirectedintothecollectingtank;andwaterfromtheremainingslotsisallowed
todrainout.
•Thewatersamplesaretakenfromthecollectedwaterinthecollectingtankforanalysis
purposes.
JNKVV-College of Agriculture, Powarkheda
27

Collection of Water Sample From
Centre Slot of A Multi-slot Divisor
for Lab Analysis.
JNKVV-College of Agriculture, Powarkheda 28

Coshocton Wheel Sampler

JNKVV-College of Agriculture, Powarkheda 30
Coshocton Wheel Sampler

Measurement of Soil Loss By Coshocton Wheel Sampler (CWS)
•TheCoshoctonwheelsiltsampler(developedatanexperimentalstationataplace
knownasCoshoctoninUSA)canbeusedforcollectingwatersamplesfromtherunoff
passingthroughamulti-slotdivisorordirectlythroughameasuringdeviceliketheH-
flume.
•Thedeviceconsistsofawheelmadeofthincircularplatetowhicheightvanesare
attached.Asamplingheadwithanarrowopeningcalledslotismountedradiallyonthis
wheel.Theslotiskeptraisedslopingdowntowardstheoutsideofthewheel.
•Waterdischargefromthechannelfallsona-waterwheel,whichisinclinedslightly
thereforecausingthewheeltorotate.Anelevatedsamplingslotmountedonthewheel
extractsasampleofwater-sedimentmixturewiththerepresentativeproportion.
JNKVV-College of Agriculture, Powarkheda
31

•With each revolution of the wheel, the slot cuts across the jet from the flume and
extracts a small portion of the flow. The extracted portion is collected in the storage tank
through the conduit.
•The H-Flume and the Coshocton sampler in combination are used for runoff and
sediment estimation from small agricultural watersheds.
JNKVV-College of Agriculture, Powarkheda
32

Coshocton
Wheel
Sampler
JNKVV-College of Agriculture, Powarkheda 33

JNKVV-College of Agriculture, Powarkheda 34

Thanks for listening…..
JNKVV-College of Agriculture, Powarkheda 35