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Sheet1 Page 1 S From Benjamin, J. R. and Cornell, C. A., 1970, Probability, Statistics for Civil Engineers, McGraw-Hill Book Co., New York, 684 pp. INPUT: OUTPUT: 1. ENTER CSDs TO BE COMPARED INTO COLUMNS C SIGNIFICANCE LEVEL (%) 2. FOR 2-SAMPLE TEST, ENTER NO. OBS. FOR SAM 5 to 10 A & B IF DATA WAS ENTERED AS FREQUENCIES. CCEPT OR REJECT MODEL (%5 LEVEL) 3. FOR 1-SAMP TEST, ENTER CONTINUOUS FREQ IN ACCEPT ENTER "1" FOR 1-SAMPLE TEST, "2" FOR 2-SAMPLE NO. OBSERVATIONS SAMPLE A 1 100 SAMPLE NAMES, A and B NO. OBSERVATIONS SAMPLE B Galoper simulation CONTINUOUS DISTRIBUTION MudMaster measured 211_6_PVP D* NO. OF OBS. FOR SAMPLE A (If entered as freq) 0.13 0 OBS. FOR SAMPLE B (2-sample test; if entered as freq) 0 KOLMOGOROV-SMIRNOV TEST, D. D. Eberl, USGS 0 5 10 15 20 0.00 0.20 0.40 0.60 0.80 1.00 Cumulative Dist. Fictive size Frequency 0 5 10 15 20 25 30 0 0.02 0.04 0.06 0.08 Input Distributions SAMP A SAMP B Fictive size Frequency

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Sheet: Sheet1Sheet: Sheet2Sheet: Sheet3Sheet: Sheet4Sheet: Sheet5Sheet: Sheet6Sheet: Sheet7Sheet: Sheet8Sheet: Sheet9Sheet: Sheet10Sheet: Sheet11Sheet: Sheet12Sheet: Sheet13Sheet: Sheet14Sheet: Sheet15Sheet: Sheet16SAMPLE A, FREQ OR NO.SAMPLE B, FREQ OR NO.SizeSAMP ASAMP BCum SAMP ACum SAMPLE BABS(CUM A - CUM B) From Benjamin, J. R. and Cornell, C. A., 1970, Probability, Statistics, and Decision1.00.00.00.00.00.0D*and Selected Levels of Significance. for Civil Engineers, McGraw-Hill Book Co., New York, 684 pp.0.05.864189747694209E-4Sum of observations A2.00.05.864189747694209E-40.05.864189747694209E-45.864189747694209E-40.1261568191102732INPUT:OUTPUT:0.00.007330237184617762100.03.00.00.0073302371846177620.00.0079166561593871830.007916656159387183Sample sizealpha = 0.10alpha = 0.05alpha = 0.011. ENTER CSDs TO BE COMPARED INTO COLUMNS C & D.SIGNIFICANCE LEVEL (%)1.88765992816673570.0155401028313896534.00.0188765992816673570.0155401028313896530.0188765992816673570.0234567589907768370.00458015970910948n (K-S)2. FOR 2-SAMPLE TEST, ENTER NO. OBS. FOR SAMPLES 5 to 103.7753198563334710.03401230053662641Sum of observations B5.00.037753198563334710.034012300536626410.0566297978450020640.057469059527403258.39261682401185E-4100.0 A & B IF DATA WAS ENTERED AS FREQUENCIES.ACCEPT OR REJECT MODEL (%5 LEVEL)?4.6553697070745910.036944395410473520.91394196949421096.00.0465536970707459140.036944395410473520.103183494915747980.094413454937876770.0087700399778712083. FOR 1-SAMP TEST, ENTER CONTINUOUS FREQ IN COL D .ACCEPT4.8537052227183740.048935032768889077.00.048537052227183740.048935032768889070.15172054714293170.143348487706765840.008372059436165868n (Table)ENTER "1" FOR 1-SAMPLE TEST, "2" FOR 2-SAMPLENO. OBSERVATIONS SAMPLE A3.92649088000294630.02609564437723923n A8.00.039264908800029460.026095644377239230.190985455942961180.169444132084005080.021541323858956102>401.0100.03.22785307267057940.04072516712211718100.09.00.032278530726705790.040725167122117180.223263986669666960.210169299206122260.013094687463544696SAMPLE NAMES, A and BNO. OBSERVATIONS SAMPLE B2.72247672028498760.0427466819094525710.00.0272247672028498760.042746681909452570.250488753872516840.252915981115574840.0024272272430579944POSITION IN TABLEGaloper simulationCONTINUOUS DISTRIBUTION2.20782044546926360.038024378486939625n B11.00.0220782044546926350.0380243784869396250.272566958327209450.290940359602514460.0183734012753050127.0>400.1220.1360.16299999999999998MudMaster measured 211_6_PVPD*2.37830247854031460.028379417027601758CONTINUOUS DISTRIBUTION12.00.0237830247854031450.0283794170276017580.29634998311261260.319319776630116240.02296979351750361NO. OF OBS. FOR SAMPLE A (If entered as freq)0.12615681911027322.37830247854031460.01378084590708139313.00.0237830247854031450.0137808459070813930.32013300789801580.333100622537197630.012967614639181835PERCENT LEVEL OF SIGNIFICANCE0.02.8930632162110130.015215941719647366n (K-S)14.00.028930632162110130.0152159417196473660.34906364006012590.3483165642568457.470758032809277E-45 to 10NO. OF OBS. FOR SAMPLE B (2-sample test; if entered as freq)2.99647335573009150.020169551380829865100.015.00.0299647335573009140.0201695513808298650.37902837361742680.368486115637674860.0105422579797519460.02.99647335573009150.0557863507199766516.00.0299647335573009140.055786350719976650.40899310717472770.424272466357651530.0152793591829238353.35212160829678970.030663189677964286D*(2) = Maximum i/n17.00.0335212160829678960.0306631896779642860.44251432325769560.45493565603561580.0124213327779202353.7753198563334710.031249608652733710.126156819110273218.00.037753198563334710.031249608652733710.48026752182103030.48618526468834950.005917742867319223.92649088000294630.0315428181401184219.00.039264908800029460.031542818140118420.51953243062105970.51772808282846790.0018043477925917545.2892973616253160.06657319850449578Problem?20.00.0528929736162531560.066573198504495780.57242540423731280.58430128133296380.0118758770956509666.1746607961192210.022484275655549970.021.00.0617466079611922040.022484275655549970.6341720121985050.60678555698851380.027386455209991286.71420495965045650.05138820840920622.00.067142049596504560.0513882084092060.70131406179500970.65817376539771980.043140296397289896.8602114554716250.0364964278013009223.00.068602114554716250.036496427801300920.76991617634972590.69467019319902070.075245983150705195.6629797845002060.05138820840920624.00.0566297978450020640.0513882084092060.8265459741947280.74605840160822670.08048757258650133.7753198563334710.00729928556026018425.00.037753198563334710.0072992855602601840.86429917275806270.75335768716848680.110941485589575843.71131902014779770.0218978566807805526.00.037113190201477980.021897856680780550.90141236295954060.77525554384926740.12615681911027323.71131902014779770.0583942844820814727.00.037113190201477980.058394284482081470.93852555316101860.83364982833134890.104875724829669672.37830247854031460.02919714224104073528.00.0237830247854031450.0291971422410407350.96230857794642180.86284697057238970.099461607374032092.37830247854031460.0218978566807805529.00.0237830247854031450.021897856680780550.9860916027318250.88474482725317030.101346775478654671.39083972681750060.01459857112052036730.00.0139083972681750060.0145985711205203671.00.89934339837369060.10065660162630940.00.00729928556026018431.00.00.0072992855602601841.00.90664268393395080.0933573160660492532.00.00.01.00.90664268393395080.093357316066049250.00.00729928556026018433.00.00.0072992855602601841.00.91394196949421090.0860580305057890834.00.00.01.00.91394196949421090.0860580305057890835.00.00.01.00.91394196949421090.0860580305057890836.00.00.01.00.91394196949421090.0860580305057890837.00.00.01.00.91394196949421090.0860580305057890838.00.00.01.00.91394196949421090.0860580305057890839.00.00.01.00.91394196949421090.0860580305057890840.00.00.01.00.91394196949421090.0860580305057890841.00.00.01.00.91394196949421090.0860580305057890842.00.00.01.00.91394196949421090.0860580305057890843.00.00.01.00.91394196949421090.0860580305057890844.00.00.01.00.91394196949421090.0860580305057890845.00.00.01.00.91394196949421090.0860580305057890846.00.00.01.00.91394196949421090.0860580305057890847.00.00.01.00.91394196949421090.0860580305057890848.00.00.01.00.91394196949421090.0860580305057890849.00.00.01.00.91394196949421090.0860580305057890850.00.00.01.00.91394196949421090.0860580305057890851.00.00.01.00.91394196949421090.0860580305057890852.00.00.01.00.91394196949421090.0860580305057890853.00.00.01.00.91394196949421090.0860580305057890854.00.00.01.00.91394196949421090.0860580305057890855.00.00.01.00.91394196949421090.0860580305057890856.00.00.01.00.91394196949421090.0860580305057890857.00.00.01.00.91394196949421090.0860580305057890858.00.00.01.00.91394196949421090.0860580305057890859.00.00.01.00.91394196949421090.0860580305057890860.00.00.01.00.91394196949421090.0860580305057890861.00.00.01.00.91394196949421090.0860580305057890862.00.00.01.00.91394196949421090.0860580305057890863.00.00.01.00.91394196949421090.0860580305057890864.00.00.01.00.91394196949421090.0860580305057890865.00.00.01.00.91394196949421090.0860580305057890866.00.00.01.00.91394196949421090.0860580305057890867.00.00.01.00.91394196949421090.0860580305057890868.00.00.01.00.91394196949421090.0860580305057890869.00.00.01.00.91394196949421090.0860580305057890870.00.00.01.00.91394196949421090.0860580305057890871.00.00.01.00.91394196949421090.0860580305057890872.00.00.01.00.91394196949421090.0860580305057890873.00.00.01.00.91394196949421090.0860580305057890874.00.00.01.00.91394196949421090.0860580305057890875.00.00.01.00.91394196949421090.0860580305057890876.00.00.01.00.91394196949421090.0860580305057890877.00.00.01.00.91394196949421090.0860580305057890878.00.00.01.00.91394196949421090.0860580305057890879.00.00.01.00.91394196949421090.0860580305057890880.00.00.01.00.91394196949421090.0860580305057890881.00.00.01.00.91394196949421090.0860580305057890882.00.00.01.00.91394196949421090.0860580305057890883.00.00.01.00.91394196949421090.0860580305057890884.00.00.01.00.91394196949421090.0860580305057890885.00.00.01.00.91394196949421090.0860580305057890886.00.00.01.00.91394196949421090.0860580305057890887.00.00.01.00.91394196949421090.0860580305057890888.00.00.01.00.91394196949421090.0860580305057890889.00.00.01.00.91394196949421090.0860580305057890890.00.00.01.00.91394196949421090.0860580305057890891.00.00.01.00.91394196949421090.0860580305057890892.00.00.01.00.91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