Malla
2 1/2" 0.0 0.0 0.0 0.02" 495.3 0.0 0.0 0.0
1 1/2" 384.9 0.0 0.0 0.01" 255.6 58.3 0.0 0.0
3/4" 102.4 95.7 0.0 0.01/2" 0.0 86.2 98.3 0.01/4" 0.0 22.8 96.5 0.0
8 0.0 11.2 78.7 0.010 0.0 6.3 32.1 208.414 0.0 5.1 10.4 91.420 0.0 7.0 8.5 18.328 0.0 0.2 4.3 8.735 0.0 9.7 10.1 9.348 0.0 10.3 10.0 9.865 0.0 2.8 3.3 6.5
Fondo 0.0 14.6 22.9 31.51238.2 330.2 375.1 383.9
Masa inicial 1240.7 336.3 377.5 394.7
Análisis inicial
Chancado Primario
Chancado Secundari
oChancado Terciario
AJUSTE DE SCHUMANN
𝐹𝑢 = ൬𝑋𝐾൰𝑀 𝐹𝑢% = 100 ∗൬𝑋𝐾൰𝑀
Fu = Fracción Retenida Pasante por el tamaño X. K = Tamaño teórico por donde pasa el 100% del material. M = Constante de la distribución. (M ≠m)
X = log (abertura malla media en micrones) Y = log (Fu %) 𝑦= 𝑚𝑥+ 𝑏
𝑚 = ∑𝑥∑𝑦− 𝑛∑𝑥𝑦(∑𝑥)2 − 𝑛∑𝑥2 𝑏= ∑𝑥𝑦∑𝑥− ∑𝑦∑𝑥2(∑𝑥)2 − 𝑛∑𝑥2
Siendo n el número de tamices ocupados.
Por ejemplo, si se tiene lo siguiente (después de completar la tabla de tamizaje)
X Y XY X^2Malla log abertura media de malla log % retenido pasante
8 3.452 2.000 6.904 11.91510 3.301 1.245 4.109 10.89614 3.150 1.104 3.478 9.92520 3.000 1.012 3.035 8.99928 2.848 0.937 2.668 8.10935 2.697 0.812 2.190 7.27448 2.548 0.711 1.810 6.49265 2.397 0.608 1.457 5.748Σ 23.393 8.428 25.651 69.359
Se utilizan las fórmulas, para obtener los parámetros "m" y "b", a través de mínimos cuadradosPara determinar la ecuación de la recta que relaciona la abertura media (X) con el % de la muestra que pasa por esa abertura (Y) (todo en log)No se considera el fondo como parte de los tamices para determinar "n"
Siguiendo con el ejemplo, se obtienen los valores de los parámetros:m =b =
Finalmente, con estos valores se puede determinar el valor de K (tamaño teórico por donde pasa todo el material), si Y=log(100), por lo tanto K=10^xAltenativamente se puede determinar la abertura para cual pasa un cierto porcentaje de la muestra (80%, 50%, a%) con Y=log(a%)=mx+ndespejando x de la ecuacion y luego da=10^xdependiendo del valor de a%
n=8Nótese que son los logaritmos de base 10 de los parámetros señalados
Para determinar la ecuación de la recta que relaciona la abertura media (X) con el % de la muestra que pasa por esa abertura (Y) (todo en log)
1.056117231-2.03480001
Finalmente, con estos valores se puede determinar el valor de K (tamaño teórico por donde pasa todo el material), si Y=log(100), por lo tanto K=10^xAltenativamente se puede determinar la abertura para cual pasa un cierto porcentaje de la muestra (80%, 50%, a%) con Y=log(a%)=mx+n
Por ejemplo, si se tiene lo siguiente (después de completar la tabla de tamizaje)
AJUSTE ROSIN RAMMLER
Malla
X Y
X*Y X^2n=7
8 3.452 -- -- 11.91510 3.301 -0.714 -2.357 10.89614 3.150 -0.867 -2.731 9.92520 3.000 -0.965 -2.895 8.99928 2.848 -1.044 -2.972 8.10935 2.697 -1.174 -3.165 7.27448 2.548 -1.278 -3.256 6.49265 2.397 -1.383 -3.316 5.748
SUMA 19.941 -7.424 -20.693 57.444
Se utilizan las fórmulas, para obtener los parámetros "m" y "b", a través de mínimos cuadradosNo se considera el fondo como parte de los tamices para determinar "n"
Siguiendo con el ejemplo, se obtienen los valores de los parámetros:m = 0.72020573b = -3.11231802
Finalmente, con estos valores se puede determinar el valor de X0=10^(-b/m)Y d80=X0*(Ln5)^(1/m)
X0 = 20961.82679d80 = 40587.7213
log abertura media de malla
Log de Ln de (100/porcentaje retenido
acumulado(%))
No se considera la malla 8 ya que no tiene valores para Y
Se utilizan las fórmulas, para obtener los parámetros "m" y "b", a través de mínimos cuadradosNo se considera el fondo como parte de los tamices para determinar "n"
MALLA AB. MALLA (MICRAS) AB MEDIA MALLA ( MICRAS)2 1/2" 63500.0 63500.0
2" 50800.0 56796.11 1/2" 38100.0 43994.1
1" 25400.0 31108.53/4" 19050.0 21997.01/2" 12700.0 15554.31/4" 6350.0 8980.3
8 2380.0 3887.510 1680.0 1999.614 1190.0 1413.920 840.0 999.828 590.0 704.035 420.0 497.848 297.0 353.265 210.0 249.7
Fondo
SHUMANNMALLA LOG AB MEDIA (X) LOG RET PAS (Y)2 1/2" 4.803 2.000
2" 4.706 1.7781 1/2" 4.581 1.461
1" 4.405 0.918SUMA 18.494 6.157
Masa inicial 1240.7 Interpolacion Masa Real 1238.2 60148.1986640025Error gr 2.5Error % 0.2
n 4m 2.7b -11.1k 62019.0
F80 57147.8F50 48103.1
RAMBLER MALLA LOG AB MEDIA (X) LOG DE LN DE (100/ % RET ACUMULADO) (Y)
2" 4.754 -0.0381 1/2" 4.643 -0.467
1" 4.493 -1.0643/4" 4.342 -6.000
SUMA 18.233 -7.569
n 4m 13.643b -64.082
X0 49765.518d80 51531.979
MASA (GR) MASA CORREGIDA (GR) % RET. PARC % RET ACUM % RET PAS0.0 0.0 0.0 0.0 100.0
495.3 496.3 40.0 40.0 60.0384.9 385.7 31.1 71.1 28.9255.6 256.1 20.6 91.7 8.3102.4 102.6 8.3 100.0 0.0
0.0 0.0 0.0 0.0 0.00.0 0.0 0.0 0.0 0.00.0 0.0 0.0 0.0 0.00.0 0.0 0.0 0.0 0.00.0 0.0 0.0 0.0 0.00.0 0.0 0.0 0.0 0.00.0 0.0 0.0 0.0 0.00.0 0.0 0.0 0.0 0.00.0 0.0 0.0 0.0 0.00.0 0.0 0.0 0.0 0.00.0 0.0 0.0 0.0 0.0
SHUMANNXY X^2
9.606 23.0678.368 22.1456.693 20.9854.041 19.403
28.708 85.599
RAMBLER XY X^2
-0.181 22.604-2.168 21.561
4 . 3 5 0 4 . 4 0 0 4 . 4 5 0 4 . 5 0 0 4 . 5 5 0 4 . 6 0 0 4 . 6 5 0 4 . 7 0 0 4 . 7 5 0 4 . 8 0 0 4 . 8 5 00.000
0.500
1.000
1.500
2.000
2.500
f(x) = 2.72791077601558 x − 11.0735803889939R² = 0.995345180339639
Chart Title
-4.780 20.186-26.054 18.856-33.183 83.207
d80=X0*(Ln5)^(1/m)
2 1/2"2"
1 1/2"1"
3/4"1/2"1/4"########################
Fondo
Masa inicial
masa realperd
% error
4 . 3 5 0 4 . 4 0 0 4 . 4 5 0 4 . 5 0 0 4 . 5 5 0 4 . 6 0 0 4 . 6 5 0 4 . 7 0 0 4 . 7 5 0 4 . 8 0 0 4 . 8 5 00.000
0.500
1.000
1.500
2.000
2.500
f(x) = 2.72791077601558 x − 11.0735803889939R² = 0.995345180339639
Chart Title
MALLA AB. MALLA (MICRAS) AB MEDIA MALLA ( MICRAS)
1 1/2" 38100.0 38100.01" 25400.0 31108.5
3/4" 19050.0 21997.01/2" 12700.0 15554.31/4" 6350.0 8980.3
8 2380.0 2808.410 1680.0 1982.414 1190.0 1404.220 840.0 991.228 590.0 696.235 420.0 495.648 297.0 350.565 210.0 247.8
Fondo
SHUMANNMALLA LOG AB MEDIA (X) LOG RET PAS (Y)
1 1/2" 4.581 2.0001" 4.493 1.916
3/4" 4.342 1.7271/2" 4.192 1.4351/4" 3.953 1.309
8 3.448 1.22910 3.297 1.17814 3.147 1.13120 2.996 1.05628 2.843 1.05435 2.695 0.92448 2.545 0.72265 2.394 0.646
SUMA 44.927 16.326
Masa inicial 336.3Masa Real 330.2Error gr 6.1Error % 1.8
n 13m 0.524b -0.555k 75190.869
F80 49114.560
MASA (GR) MASA CORREGIDA (GR) % RET. PARC % RET ACUM % RET PAS
0.0 0.0 0.0 0.0 100.058.3 59.4 17.7 17.7 82.395.7 97.5 29.0 46.6 53.486.2 87.8 26.1 72.7 27.322.8 23.2 6.9 79.6 20.411.2 11.4 3.4 83.0 17.06.3 6.4 1.9 84.9 15.15.1 5.2 1.5 86.5 13.57.0 7.1 2.1 88.6 11.40.2 0.2 0.1 88.7 11.39.7 9.9 2.9 91.6 8.4
10.3 10.5 3.1 94.7 5.32.8 2.9 0.8 95.6 4.4
14.6 14.9 4.4 100.0 0.0
SHUMANNXY X^2
9.162 20.9858.607 20.1867.500 18.8566.017 17.5725.173 15.6284.240 11.8923.883 10.8713.558 9.9063.165 8.9772.997 8.0812.490 7.2641.837 6.4751.546 5.732
60.173 162.425
Interpoacion lineal30180.3197802778
2 . 0 0 0 2 . 5 0 0 3 . 0 0 0 3 . 5 0 0 4 . 0 0 0 4 . 5 0 0 5 . 0 0 00.000
0.500
1.000
1.500
2.000
2.500
f(x) = 0.523965795295865 x − 0.5549437262762R² = 0.928417368719275
Chart Title
2 . 0 0 0 2 . 5 0 0 3 . 0 0 0 3 . 5 0 0 4 . 0 0 0 4 . 5 0 0 5 . 0 0 00.000
0.500
1.000
1.500
2.000
2.500
f(x) = 0.523965795295865 x − 0.5549437262762R² = 0.928417368719275
Chart Title
MALLA AB. MALLA (MICRAS) AB MEDIA MALLA ( MICRAS)3/4" 19050.0 19050.01/2" 12700.0 15554.31/4" 6350.0 8980.3
8 2380.0 2808.410 1680.0 1982.414 1190.0 1404.220 840.0 991.228 590.0 696.235 420.0 495.648 297.0 350.565 210.0 247.8
Fondo
SHUMANNMALLA LOG AB MEDIA (X) LOG RET PAS (Y)
3/4" 4.27989498001164 21/2" 4.1918493504838 1.8680190216341/4" 3.95328872312397 1.68184866257168
8 3.44845896436264 1.4327466437971810 3.29719128903199 1.2678377404393914 3.14742896869866 1.1974404167305320 2.99616129336801 1.1300034526890828 2.84273401894827 1.0914339268672335 2.69513129770403 0.98456150638244248 2.54463845662334 0.84415422716902265 2.39410130204004 0.785688418189165
SUMA 35.7908786443964 14.2837340164697
Masa inicial 377.5Masa Real 375.1Error gr 2.4Error % 0.6
n 11m 0.615751902851513b -0.70496069214045k 24713.7832549253
F80 17201.027741159
MASA (GR) MASA CORREGIDA (GR) % RET. PARC % RET ACUM0.0 0.0 0.0 0.0
98.3 98.9 26.2 26.296.5 97.1 25.7 51.978.7 79.2 21.0 72.932.1 32.3 8.6 81.510.4 10.5 2.8 84.28.5 8.6 2.3 86.54.3 4.3 1.1 87.7
10.1 10.2 2.7 90.310.0 10.1 2.7 93.03.3 3.3 0.9 93.9
22.9 23.0 6.1 100.0
SHUMANNXY X^2
8.55978996002328 18.31750103992887.83045432252785 17.57160097715146.64883335174574 15.62849172837914.94076800746286 11.8918692288934.18030355368276 10.87147039646843.76885865590827 9.906309113003483.38567260631922 8.976982495876653.10265635333977 8.081136702485782.65352253036594 7.263732711863782.14806730977545 6.47518487492641.88101766498446 5.73172104442984
49.0999443161356 120.716000313407
Interpoacion lineal16382.1421688486
2 2 . 5 3 3 . 5 4 4 . 50
0.5
1
1.5
2
2.5
f(x) = 0.615751902851511 x − 0.70496069214044R² = 0.990418206461902
Chart Title
% RET PAS100.073.848.127.118.515.813.512.39.77.06.10.0
2 2 . 5 3 3 . 5 4 4 . 50
0.5
1
1.5
2
2.5
f(x) = 0.615751902851511 x − 0.70496069214044R² = 0.990418206461902
Chart Title
MALLA AB. MALLA (MICRAS) AB MEDIA MALLA ( MICRAS)8 2380.0 2808.4
10 1680.0 1982.414 1190.0 1404.220 840.0 991.228 590.0 696.235 420.0 495.648 297.0 350.565 210.0 247.8
Fondo
SHUMANNMALLA LOG AB MEDIA (X) LOG RET PAS (Y)
8 3.37657695705651 210 3.22530928172586 1.6600590086844414 3.07554696139253 1.3405778836805120 2.92427928606188 1.2340077814965528 2.77085201164214 1.1724179961284435 2.6232492903979 1.0952097844947148 2.47275644931721 0.99556548449940565 2.32221929473392 0.914092441672196
SUMA 22.790789532328 10.4119303806563
Masa inicial 394.7Masa Real 383.9Error gr 10.8Error % 2.7
n 8m 0.93b -1.34k 4006.22
F80 3148.77
RAMBLER MALLA LOG AB MEDIA (X) LOG DE LN DE (100/ % RET ACUMULADO) (Y)
10 3.29719128903199 -0.21401367203516314 3.147 -0.60683468976112120 2.996 -0.72580449060204628 2.843 -0.79308312312642635 2.695 -0.87623533349477248 2.545 -0.98199732035112865 2.394 -1.06744908415651
SUMA 19.917 -5.265
n 7
m 0.821b -3.088
X0 5774.670d80 10309.968
MASA (GR) MASA CORREGIDA (GR) % RET. PARC0.0 0.0 0.0
208.4 214.3 54.391.4 94.0 23.818.3 18.8 4.88.7 8.9 2.39.3 9.6 2.49.8 10.1 2.66.5 6.7 1.7
31.5 32.4 8.2
SHUMANNXY X^2
6.75315391411302 11.4012719469255.35420372892255 10.4026199627874.12301023666361 9.458989111730823.60858339426954 8.551409342890593.24859676305795 7.677620870421322.8730082900126 6.88143683957309
2.46179097251352 6.114524457639872.12272310522161 5.392702452834530.5450704047744 65.8805749848022
Interpoacion lineal2504.08003838772
RAMBLER XY X^2
-0.706 10.871-1.910 9.906-2.175 8.977-2.255 8.081-2.362 7.264-2.499 6.475-2.556 5.732
-14.461 57.307
2 . 2 2 . 4 2 . 6 2 . 8 3 3 . 2 3 . 4 3 . 60
0.5
1
1.5
2
2.5
f(x) = 0.926544408763691 x − 1.33809352897904R² = 0.884102871348566
Chart Title
% RET ACUM % RET PAS0.0 100.0
54.3 45.778.1 21.982.9 17.185.1 14.987.5 12.590.1 9.991.8 8.2
100.0 0.0
2 . 2 2 . 4 2 . 6 2 . 8 3 3 . 2 3 . 4 3 . 60
0.5
1
1.5
2
2.5
f(x) = 0.926544408763691 x − 1.33809352897904R² = 0.884102871348566
Chart Title
% RET. PARC AB MEDIA MALLA ( MICRAS) LOG % RET. PARC2" 40.00 56796.13 1.60207752830557
1 1/2" 31.09 43994.09 1.49255711141771" 20.64 31108.52 1.31477004980948
3/4" 8.27 21997.05 0.917509156962926
% RET. ACUM AB. MEDIA MALLA ( MICRAS) LOG % RET. ACUM2" 40.00 56796.13 1.60207752830557
1 1/2" 71.09 43994.09 1.851790564550041" 91.73 31108.52 1.96251106467055
3/4" 100.00 21997.05 1.9999995657053
% RET. PASANTE AB. MEDIA MALLA ( MICRAS) LOG % RET. PASANTE2 1/2" 100.00 63500 2
2" 60.00 56796.13 1.778139558671811 1/2" 28.91 43994.09 1.46109222696699
1" 8.27 31108.52 0.917509156962926
30000 40000 50000 60000 700000.00
20.00
40.00
60.00
80.00
100.00
120.00
f(x) = 4.06736885807803E-15 x^3.4086684147018R² = 0.996408892539504
% RET. PASANTE V/S AB. MEDIA MALLA
% RET. PASANTE V/S AB. MEDIA MALLA Power (% RET. PASANTE V/S AB. MEDIA MALLA )
F80 60696.8395979671
X Y XY X^2Malla log abertura media log % retenido pasante2 1/2" 4.803 2.000 9.606 23.067
2" 4.754 1.778 8.454 22.6041 1/2" 4.643 1.461 6.784 21.561
1" 4.493 0.918 4.122 20.186Suma 18.693 6.157 28.966 87.417
n 4m 3.40866841470038b -14.390686440875k 64347.3429571224F80 60269.856586466
30000 40000 50000 60000 700000.00
20.00
40.00
60.00
80.00
100.00
120.00
f(x) = 4.06736885807803E-15 x^3.4086684147018R² = 0.996408892539504
% RET. PASANTE V/S AB. MEDIA MALLA
% RET. PASANTE V/S AB. MEDIA MALLA Power (% RET. PASANTE V/S AB. MEDIA MALLA )
LOG AB. MEDIA MALLA 4.754318718787954.643394343979774.492879346147784.34236434831579
LOG AB. MEDIA MALLA 4.754318718787954.643394343979774.492879346147784.34236434831579
LOG AB. MEDIA MALLA 4.802773725291984.754318718787954.643394343979774.49287934614778
4.3 4.35 4.4 4.45 4.5 4.55 4.6 4.65 4.7 4.75 4.81.5
1.6
1.7
1.8
1.9
2
2.1
LOG % RET.ACUM V/S LOG AB MEDIA MALLA
LOG AB. MEDIA MALLA
LOG
% R
ET. A
CUM
4.3 4.35 4.4 4.45 4.5 4.55 4.6 4.65 4.7 4.75 4.80.80.9
11.11.21.31.41.51.61.7
LOG % RET. PARC. V/S LOG AB. MEDIA MALLA
LOG. AB. MEDIA MALLA
LOG
% R
ET. P
ARC.
4.45 4.5 4.55 4.6 4.65 4.7 4.75 4.8 4.850.8
11.21.41.61.8
22.2
f(x) = 3.4086684147018 x − 14.3906864408819R² = 0.996408892539504
LOG % RET. PASANTE V/S LOG AB. MEDIA MALLA
LOG AB. MEDIA MALLA
LOG
% R
ET. P
ASAN
TE
30000 40000 50000 60000 700000.00
20.00
40.00
60.00
80.00
100.00
120.00
f(x) = 4.06736885807803E-15 x^3.4086684147018R² = 0.996408892539504
% RET. PASANTE V/S AB. MEDIA MALLA
% RET. PASANTE V/S AB. MEDIA MALLA Power (% RET. PASANTE V/S AB. MEDIA MALLA )
4.45 4.5 4.55 4.6 4.65 4.7 4.75 4.8 4.850.8
11.21.41.61.8
22.2
f(x) = 3.4086684147018 x − 14.3906864408819R² = 0.996408892539504
LOG % RET. PASANTE V/S LOG AB. MEDIA MALLA
LOG AB. MEDIA MALLA
LOG
% R
ET. P
ASAN
TE
30000 40000 50000 60000 700000.00
20.00
40.00
60.00
80.00
100.00
120.00
f(x) = 4.06736885807803E-15 x^3.4086684147018R² = 0.996408892539504
% RET. PASANTE V/S AB. MEDIA MALLA
% RET. PASANTE V/S AB. MEDIA MALLA Power (% RET. PASANTE V/S AB. MEDIA MALLA )
4.400 4.500 4.600 4.700 4.800 4.9000.800
1.000
1.200
1.400
1.600
1.800
2.000
2.200
f(x) = 3.40866841470179 x − 14.3906864408818R² = 0.996408892539504
Grafico Schumann
Grafico SchumannLinear (Grafico Schumann)
LOG ABERTURA MEDIA MALLA
LOG
% R
ETEN
IDO
PAS
ANTE
MEDIANA MEDIA
4.3 4.35 4.4 4.45 4.5 4.55 4.6 4.65 4.7 4.75 4.81.5
1.6
1.7
1.8
1.9
2
2.1
LOG % RET.ACUM V/S LOG AB MEDIA MALLA
LOG AB. MEDIA MALLA
LOG
% R
ET. A
CUM
4.3 4.35 4.4 4.45 4.5 4.55 4.6 4.65 4.7 4.75 4.80.80.9
11.11.21.31.41.51.61.7
LOG % RET. PARC. V/S LOG AB. MEDIA MALLA
LOG. AB. MEDIA MALLA
LOG
% R
ET. P
ARC.
4.45 4.5 4.55 4.6 4.65 4.7 4.75 4.8 4.850.8
11.21.41.61.8
22.2
f(x) = 3.4086684147018 x − 14.3906864408819R² = 0.996408892539504
LOG % RET. PASANTE V/S LOG AB. MEDIA MALLA
LOG AB. MEDIA MALLA
LOG
% R
ET. P
ASAN
TE
56796.13 43994.09 31108.52 21997.050.00
5.00
10.00
15.00
20.00
25.00
30.00
35.00
40.00
45.00
% RET PARC.
% RET PARC.
4.45 4.5 4.55 4.6 4.65 4.7 4.75 4.8 4.850.8
11.21.41.61.8
22.2
f(x) = 3.4086684147018 x − 14.3906864408819R² = 0.996408892539504
LOG % RET. PASANTE V/S LOG AB. MEDIA MALLA
LOG AB. MEDIA MALLA
LOG
% R
ET. P
ASAN
TE
25.925.0
MALLA % RET. PARC AB MEDIA MALLA ( MICRAS)1" 17.7 31108.5
3/4" 29.0 21997.01/2" 26.1 15554.31/4" 6.9 8980.3
8 3.4 2808.410 1.9 1982.414 1.5 1404.220 2.1 991.228 0.1 696.235 2.9 495.648 3.1 350.565 0.8 247.8
Fondo 4.4
MALLA % RET. ACUM AB MEDIA MALLA ( MICRAS)1" 17.7 31108.5
3/4" 46.6 21997.01/2" 72.7 15554.31/4" 79.6 8980.3
8 83.0 2808.410 84.9 1982.414 86.5 1404.220 88.6 991.228 88.7 696.235 91.6 495.648 94.7 350.565 95.6 247.8
Fondo 100.0
MALLA % RET. PAS AB MEDIA MALLA ( MICRAS)1 1/2" 100 38100
1" 82.3440339188371 31108.51973334643/4" 53.3615990308904 21997.04525612471/2" 27.2562083585706 15554.25986667321/4" 20.351302241066 8980.25612106915
8 16.9594185342217 2808.410 15.0514839491218 1982.414 13.5069654754694 1404.220 11.3870381586917 991.228 11.3264688067838 696.2
35 8.38885523924897 495.648 5.26953361599034 350.4665 4.42156268927926 247.8
Fondo 0
X Y XYMalla log abertura media de malla log % retenido pasante1 1/2" 4.58092497567562 2 9.16184995135124
1" 4.49287934614778 1.91563213866073 8.606704070605673/4" 4.34236434831579 1.72722883514925 7.500256915135131/2" 4.1918493504838 1.43546544051255 6.017254874454471/4" 3.95328872312397 1.30859220412705 5.1732428037434
8 3.44845896436264 1.22941095807943 4.2395732392746510 3.29719128903199 1.17757931980656 3.882704275410414 3.14742896869866 1.13055778978537 3.5583503383583920 2.99616129336801 1.05641077600089 3.1651770769507228 2.84273401894827 1.05409453327371 2.9965103889245635 2.69513129770403 0.923702700137675 2.4895000569147748 2.54463845662334 0.721772179355828 1.8366492445096865 2.39410130204004 0.645575786857665 1.54557383188146
SUMA 44.927 16.326 60.173
n 13m 0.523965795295861b -0.554943726276194k 75190.8688378056F80 49114.5599325248
X Y XYMalla media de malla log % retenido pasante1 1/2" 38100 2 76200
1" 31108.5197333464 1.91563213866073 59592.48018735973/4" 21997.0452561247 1.72722883514925 37993.93085446181/2" 15554.2598666732 1.43546544051255 22327.60249136071/4" 8980.25612106915 1.30859220412705 11751.4931510953
8 2808.4 1.22941095807943 3452.6777346702610 1982.4 1.17757931980656 2334.4332435845214 1404.2 1.13055778978537 1587.5292484166120 991.2 1.05641077600089 1047.1143611720828 696.2 1.05409453327371 733.86061406515435 495.6 0.923702700137675 457.78705818823248 350.46 0.721772179355828 252.95227797704365 247.8 0.645575786857665 159.973679983329
SUMA 124716.341 16.326 217891.835
n 13m 2.99592835664483E-05b 0.968431572080038k 34432.3463420609
F80 31197.6223609913
X Y XYMalla log ab media de malla % retenido pasante1 1/2" 4.58092497567562 100 458.092497567562
1" 4.49287934614778 82.3440339188371 369.9618092724353/4" 4.34236434831579 53.3615990308904 231.7155052008611/2" 4.1918493504838 27.2562083585706 114.2539193045251/4" 3.95328872312397 20.351302241066 80.4545736504939
8 3.44845896436264 16.9594185342217 58.483858874714710 3.29719128903199 15.0514839491218 49.627621764049114 3.14742896869866 13.5069654754694 42.512214416705120 2.99616129336801 11.3870381586917 34.117402977176628 2.84273401894827 11.3264688067838 32.198138191600735 2.69513129770403 8.38885523924897 22.609066307208348 2.54463845662334 5.26953361599034 13.409057887718565 2.39410130204004 4.42156268927926 10.5856689914551
SUMA 44.927 369.624 1518.021
n 13m 33.6058653266893b -87.7070277574996k 2.66938603977133
F80 2.66650231658593
LOG % RET. PARC. LOG AB MEDIA MALLA 1.24689148583224 4.492879346147781.46213486885007 4.342364348315791.41673019689794 4.19184935048380.83915777807368 3.953288723123970.53044095374341 3.448458964362640.28056348052681 3.297191289031990.18879310717116 3.147428968698660.32632097108748 2.99616129336801
-1.21774707326279 2.842734018948270.46799466533947 2.69513129770403
0.4940601557784 2.54463845662334-0.07161903758456 2.39410130204004
LOG % RET. PARC. LOG AB MEDIA MALLA 1.24689148583224 4.492879346147781.66874365190969 4.342364348315791.86179593414011 4.19184935048381.90117867956298 3.953288723123971.91929038152672 3.448458964362641.92915579666541 3.297191289031991.93698113417736 3.147428968698661.94749725286252 2.996161293368011.94779400345958 2.842734018948271.96194831006171 2.695131297704031.97648967546104 2.544638456623341.98035992561061 2.39410130204004
LOG % RET. PAS. LOG AB MEDIA MALLA 2 4.58092497567562
1.91563213866073 4.492879346147781.72722883514925 4.342364348315791.43546544051255 4.19184935048381.30859220412705 3.953288723123971.22941095807943 3.448458964362641.17757931980656 3.297191289031991.13055778978537 3.147428968698661.05641077600089 2.996161293368011.05409453327371 2.84273401894827
2.3 2.8 3.3 3.8 4.3 4.8-1.5
-1
-0.5
0
0.5
1
1.5
LOG % RET. PARC. V/S LOG AB MEDIA MALLA
LOG % RET. PARC. V/S LOG AB MEDIA MALLA
LOG AB. MEDIA MALLA
LOG
% R
ET. P
ARC.
2.3 2.8 3.3 3.8 4.3 4.81.21.31.41.51.61.71.81.9
22.1
LOG % RET. ACUM V/S AB MEDIA MALLA
LOG % RET. ACUM V/S AB MEDIA MALLA
Axis Title
Axis Title
2.3 2.8 3.3 3.8 4.3 4.80.50.70.91.11.31.51.71.92.1
f(x) = 0.523965795295865 x − 0.5549437262762R² = 0.928417368719275
LOG % RET. PAS V/S LOG AB MEDIA MALLA
LOG % RET. PAS V/S LOG AB MEDIA MALLALinear (LOG % RET. PAS V/S LOG AB MEDIA MALLA)
LOG AB MEDIA MALLA
LOG
% R
ET. P
AS
0.92370270013768 2.695131297704030.72177217935583 2.544638456623340.64557578685767 2.39410130204004
X^2
20.984873632768720.185964819041318.856128133524
17.571600977151415.628491728379111.891869228893
10.87147039646849.906309113003488.976982495876658.081136702485787.263732711863786.4751848749264
5.73172104442983162.425
X^2
145161000096774000048387000024193500080645000
7887110.563929909.761971777.64982477.44484694.44245619.36
122822.211661404.84
3241485816.252
2.3 2.8 3.3 3.8 4.3 4.80.50.70.91.11.31.51.71.92.1
f(x) = 0.523965795295865 x − 0.5549437262762R² = 0.928417368719275
LOG % RET. PAS V/S LOG AB MEDIA MALLA
LOG % RET. PAS V/S LOG AB MEDIA MALLALinear (LOG % RET. PAS V/S LOG AB MEDIA MALLA)
LOG AB MEDIA MALLA
LOG
% R
ET. P
AS
0 10000 20000 30000 400000.50.70.91.11.31.51.71.92.1
f(x) = 2.99592835664483E-05 x + 0.968431572080039R² = 0.866908884730139
LOG % RET PAS V/S AB MEDIA MALLA
LOG % RET PAS V/S AB MEDIA MALLA Linear (LOG % RET PAS V/S AB MEDIA MALLA )
Axis Title
Axis Title
X^2
20.984873632768720.185964819041318.856128133524
17.571600977151415.628491728379111.891869228893
10.87147039646849.906309113003488.976982495876658.081136702485787.263732711863796.4751848749264
5.73172104442984162.425 2.2 2.7 3.2 3.7 4.2 4.7
0
20
40
60
80
100
120
f(x) = 33.6058653266895 x − 87.7070277575004R² = 0.712584318422878
LOG AB MEDIA MALLA V/S % RET PAS
LOG AB MEDIA MALLA V/S % RET PASLinear (LOG AB MEDIA MALLA V/S % RET PAS)
2.3 2.8 3.3 3.8 4.3 4.8-1.5
-1
-0.5
0
0.5
1
1.5
LOG % RET. PARC. V/S LOG AB MEDIA MALLA
LOG % RET. PARC. V/S LOG AB MEDIA MALLA
LOG AB. MEDIA MALLA
LOG
% R
ET. P
ARC.
2.3 2.8 3.3 3.8 4.3 4.81.21.31.41.51.61.71.81.9
22.1
LOG % RET. ACUM V/S AB MEDIA MALLA
LOG % RET. ACUM V/S AB MEDIA MALLA
Axis Title
Axis Title
2.3 2.8 3.3 3.8 4.3 4.80.50.70.91.11.31.51.71.92.1
f(x) = 0.523965795295865 x − 0.5549437262762R² = 0.928417368719275
LOG % RET. PAS V/S LOG AB MEDIA MALLA
LOG % RET. PAS V/S LOG AB MEDIA MALLALinear (LOG % RET. PAS V/S LOG AB MEDIA MALLA)
LOG AB MEDIA MALLA
LOG
% R
ET. P
AS
240 5240 10240 15240 20240 25240 30240 352400
20
40
60
80
100
120
f(x) = 3.62844526762581E-08 x² + 0.00107959556439333 x + 9.02813252240476R² = 0.983787153967071
f(x) = 9.29889988713504 exp( 6.89837997368853E-05 x )R² = 0.866908884730139
f(x) = 0.00231235759070098 x + 6.24889940577388R² = 0.96358340288437
% RET. PAS V/S AB. MEDIA MALLA
% RET. PAS V/S AB. MEDIA MALLA Polynomial (% RET. PAS V/S AB. MEDIA MALLA )Exponential (% RET. PAS V/S AB. MEDIA MALLA )Linear (% RET. PAS V/S AB. MEDIA MALLA )
AB MEDIA MALLA
% R
ET. P
AS
31108.5
21997.0
15554.3
8980.3
2808.4
1982.4
1404.2991.2
696.2495.6
350.5247.8
0.0
5.0
10.0
15.0
20.0
25.0
30.0
35.0
% RET. PARC.
% RET. PARC.
F100 (poli) 36800.61F80 (poli) 31438.02F100 (exp) 33933.87F80 (exp) 30746.1F(100) LIN 46876
2.3 2.8 3.3 3.8 4.3 4.80.50.70.91.11.31.51.71.92.1
f(x) = 0.523965795295865 x − 0.5549437262762R² = 0.928417368719275
LOG % RET. PAS V/S LOG AB MEDIA MALLA
LOG % RET. PAS V/S LOG AB MEDIA MALLALinear (LOG % RET. PAS V/S LOG AB MEDIA MALLA)
LOG AB MEDIA MALLA
LOG
% R
ET. P
AS
240 5240 10240 15240 20240 25240 30240 352400
20
40
60
80
100
120
f(x) = 3.62844526762581E-08 x² + 0.00107959556439333 x + 9.02813252240476R² = 0.983787153967071
f(x) = 9.29889988713504 exp( 6.89837997368853E-05 x )R² = 0.866908884730139
f(x) = 0.00231235759070098 x + 6.24889940577388R² = 0.96358340288437
% RET. PAS V/S AB. MEDIA MALLA
% RET. PAS V/S AB. MEDIA MALLA Polynomial (% RET. PAS V/S AB. MEDIA MALLA )Exponential (% RET. PAS V/S AB. MEDIA MALLA )Linear (% RET. PAS V/S AB. MEDIA MALLA )
AB MEDIA MALLA
% R
ET. P
AS
0 10000 20000 30000 400000.50.70.91.11.31.51.71.92.1
f(x) = 2.99592835664483E-05 x + 0.968431572080039R² = 0.866908884730139
LOG % RET PAS V/S AB MEDIA MALLA
LOG % RET PAS V/S AB MEDIA MALLA Linear (LOG % RET PAS V/S AB MEDIA MALLA )
Axis Title
Axis Title
2.2 2.7 3.2 3.7 4.2 4.70
20
40
60
80
100
120
f(x) = 33.6058653266895 x − 87.7070277575004R² = 0.712584318422878
LOG AB MEDIA MALLA V/S % RET PAS
LOG AB MEDIA MALLA V/S % RET PASLinear (LOG AB MEDIA MALLA V/S % RET PAS)
MEDIANA 3.0MEDIA 8.0
240 5240 10240 15240 20240 25240 30240 352400
20
40
60
80
100
120
f(x) = 3.62844526762581E-08 x² + 0.00107959556439333 x + 9.02813252240476R² = 0.983787153967071
f(x) = 9.29889988713504 exp( 6.89837997368853E-05 x )R² = 0.866908884730139
f(x) = 0.00231235759070098 x + 6.24889940577388R² = 0.96358340288437
% RET. PAS V/S AB. MEDIA MALLA
% RET. PAS V/S AB. MEDIA MALLA Polynomial (% RET. PAS V/S AB. MEDIA MALLA )Exponential (% RET. PAS V/S AB. MEDIA MALLA )Linear (% RET. PAS V/S AB. MEDIA MALLA )
AB MEDIA MALLA
% R
ET. P
AS
31108.5
21997.0
15554.3
8980.3
2808.4
1982.4
1404.2991.2
696.2495.6
350.5247.8
0.0
5.0
10.0
15.0
20.0
25.0
30.0
35.0
% RET. PARC.
% RET. PARC.
240 5240 10240 15240 20240 25240 30240 352400
20
40
60
80
100
120
f(x) = 3.62844526762581E-08 x² + 0.00107959556439333 x + 9.02813252240476R² = 0.983787153967071
f(x) = 9.29889988713504 exp( 6.89837997368853E-05 x )R² = 0.866908884730139
f(x) = 0.00231235759070098 x + 6.24889940577388R² = 0.96358340288437
% RET. PAS V/S AB. MEDIA MALLA
% RET. PAS V/S AB. MEDIA MALLA Polynomial (% RET. PAS V/S AB. MEDIA MALLA )Exponential (% RET. PAS V/S AB. MEDIA MALLA )Linear (% RET. PAS V/S AB. MEDIA MALLA )
AB MEDIA MALLA
% R
ET. P
AS
MALLA % RET. PARC AB MEDIA MALLA ( MICRAS)1/2" 26.2 15554.31/4" 25.7 8980.3
8 21.0 2808.410 8.6 1982.414 2.8 1404.220 2.3 991.228 1.1 696.235 2.7 495.648 2.7 350.565 0.9 247.8
MALLA % RET. ACUM AB MEDIA MALLA ( MICRAS)1/2" 26.2 15554.31/4" 51.9 8980.3
8 72.9 2808.410 81.5 1982.414 84.2 1404.220 86.5 991.228 87.7 696.235 90.3 495.648 93.0 350.565 93.9 247.8
MALLA % RET. PAS AB MEDIA MALLA ( MICRAS)3/4" 100 190501/2" 73.7936550253266 15554.25986667321/4" 48.0671820847774 8980.25612106915
8 27.0861103705679 2808.410 18.5283924286857 1982.414 15.7557984537457 1404.220 13.4897360703812 991.228 12.3433750999733 696.235 9.65075979738735 495.648 6.98480405225273 350.4665 6.1050386563583 247.8
SCHUMANNX Y XY
Malla log abertura media de malla log % retenido pasante3/4" 4.27989498001164 2 8.559789960021/2" 4.1918493504838 1.868019021634 7.830454322531/4" 3.95328872312397 1.68184866257168 6.64883335175
8 3.44845896436264 1.43274664379718 4.9407680074610 3.29719128903199 1.26783774043939 4.1803035536814 3.14742896869866 1.19744041673053 3.7688586559120 2.99616129336801 1.13000345268908 3.3856726063228 2.84273401894827 1.09143392686723 3.1026563533435 2.69513129770403 0.984561506382442 2.6535225303748 2.54463845662334 0.844154227169022 2.1480673097865 2.39410130204004 0.785688418189165 1.88101766498
SUMA 35.791 14.284 49.100
n 11m 0.615751902851513b -0.70496069214045k 24713.7832549253F80 17201.027741159
LOG % RET. PARC. LOG AB MEDIA MALLA 1.41840645368141 4.19184935048381.41038024919307 3.953288723123971.32182766820834 3.44845896436264
0.932357968254149 3.297191289031990.442886275148058 3.147428968698660.35527186156357 2.99616129336801
0.059321391428864 2.842734018948270.43017430963192 2.69513129770403
0.425852935849277 2.54463845662334-0.05563312427284 2.39410130204004
LOG % RET. ACUM. LOG AB MEDIA MALLA 1.41840645368141 4.19184935048381.71544188839187 3.953288723123971.86281026651873 3.448458964362641.91100628575293 3.297191289031991.92554001846768 3.147428968698661.93706763698567 2.996161293368011.94278474471729 2.842734018948271.95592450468666 2.695131297704031.96855390529739 2.544638456623341.97264228748054 2.39410130204004
LOG % RET. PAS. LOG AB MEDIA MALLA 2 4.27989498001164
1.868019021634 4.19184935048381.68184866257168 3.953288723123971.43274664379718 3.448458964362641.26783774043939 3.297191289031991.19744041673053 3.147428968698661.13000345268908 2.996161293368011.09143392686723 2.84273401894827
0.984561506382442 2.695131297704030.844154227169022 2.544638456623340.785688418189165 2.39410130204004
2 2.5 3 3.5 4 4.5-0.10.10.30.50.70.91.11.31.5
LOG % RET. PARC. V/S LOG AB MEDIA MALLA
LOG % RET. PARC. V/S LOG AB MEDIA MALLA
LOG AB MEDIA MALLA
LOG
% R
ET. P
ARC.
2.2 2.7 3.2 3.7 4.21.31.41.51.61.71.81.9
22.1
LOG % RET. ACUM. V/S LOG AB MEDIA MALLA
LOG % RET. ACUM. V/S LOG AB MEDIA MALLA
LOG AB MEDIA MALLA
LOG
% R
ET. A
CUM
.
2 2.5 3 3.5 4 4.50
0.5
1
1.5
2
2.5
f(x) = 0.615751902851511 x − 0.704960692140441R² = 0.990418206461902
LOG % RET PAS V/S LOG AB MEDIA MALLA
LOG % RET PAS V/S AB MEDIA MALLA
Linear (LOG % RET PAS V/S AB MEDIA MALLA )
LOG AB MEDIA MALLA
LOG
% R
ET. P
AS.
SCHUMANN
X^2
18.317501039928817.571600977151415.628491728379111.891869228893
10.87147039646849.906309113003488.976982495876658.081136702485787.263732711863786.4751848749264
5.73172104442984120.716
2 2.5 3 3.5 4 4.5-0.10.10.30.50.70.91.11.31.5
LOG % RET. PARC. V/S LOG AB MEDIA MALLA
LOG % RET. PARC. V/S LOG AB MEDIA MALLA
LOG AB MEDIA MALLA
LOG
% R
ET. P
ARC.
2.2 2.7 3.2 3.7 4.21.31.41.51.61.71.81.9
22.1
LOG % RET. ACUM. V/S LOG AB MEDIA MALLA
LOG % RET. ACUM. V/S LOG AB MEDIA MALLA
LOG AB MEDIA MALLA
LOG
% R
ET. A
CUM
.
2 2.5 3 3.5 4 4.50
0.5
1
1.5
2
2.5
f(x) = 0.615751902851511 x − 0.704960692140441R² = 0.990418206461902
LOG % RET PAS V/S LOG AB MEDIA MALLA
LOG % RET PAS V/S AB MEDIA MALLA
Linear (LOG % RET PAS V/S AB MEDIA MALLA )
LOG AB MEDIA MALLA
LOG
% R
ET. P
AS.
15554.3
8980.3
2808.4
1982.4
1404.2991.2
696.2495.6
350.5247.8
0.0
5.0
10.0
15.0
20.0
25.0
30.0
% RET PARC V/S AB MEDIA MALLA
% RET PARC
AB MEDIA MALLA %
RET
PAR
C
MEDIANA 2.7MEDIA 9.4
15554.3
8980.3
2808.4
1982.4
1404.2991.2
696.2495.6
350.5247.8
0.0
5.0
10.0
15.0
20.0
25.0
30.0
% RET PARC V/S AB MEDIA MALLA
% RET PARC
AB MEDIA MALLA
% R
ET P
ARC
MALLA % RET. PARC AB MEDIA MALLA ( MICRAS)10 54.2849700442824 1982.414 23.8082834071373 1404.220 4.7668663714509 991.228 2.26621516019797 696.235 2.42250586090128 495.648 2.55274811148737 350.4665 1.69314925761917 247.8
MALLA % RET. ACUM AB MEDIA MALLA ( MICRAS)10 54.3 1982.414 78.1 1404.220 82.9 991.228 85.1 696.235 87.5 495.648 90.1 350.565 91.8 247.8
MALLA % RET. PAS AB MEDIA MALLA ( MICRAS)8 100 2808.4
10 45.7150299557176 1982.414 21.9067465485804 1404.220 17.1398801771295 991.228 14.8736650169315 696.235 12.4511591560302 495.648 9.89841104454285 350.565 8.20526178692369 247.8
SCHUMANNX Y
Malla log abertura media de malla log % retenido pasante8 3.448 2.000
10 3.297 1.66014 3.147 1.34120 2.996 1.23428 2.843 1.17235 2.695 1.09548 2.545 0.99665 2.394 0.914
SUMA 23.366 10.412
n 8m 0.93b -1.40k 4727.34
F80 3715.55
AJUSTE ROSIN RAMMLER
MallaX Y
log abertura media de malla
10 3.297 -0.21414 3.147 -0.60720 2.996 -0.72628 2.843 -0.79335 2.695 -0.87648 2.545 -0.98265 2.394 -1.067
SUMA 19.917 -5.265
n 7m 0.82101490115474b -3.08826984655335X0 5774.66980632382d80 10309.9684149802
X Y XYAbertura media de malla log % retenido pasante
2808.400 2.000 5616.8001982.400 1.660 3290.9011404.200 1.341 1882.439
Log de Ln de (100/porcentaje retenido acumulado(%))
991.200 1.234 1223.149696.200 1.172 816.237495.600 1.095 542.786350.460 0.996 348.906247.800 0.914 226.512
8976.260 10.412 13947.730
m 0.00040b 0.849n 8K 2853
F80 2613
LOG % RET. PARC. LOG AB MEDIA MALLA 1.73467960251008 3.297191289031991.37672808361643 3.147428968698660.67823297761302 2.996161293368010.35530114050121 2.842734018948270.38426483643653 2.695131297704030.40700796357509 2.544638456623340.22869524452545 2.39410130204004
LOG % RET. ACUM. LOG AB MEDIA MALLA 1.73467960251008 3.297191289031991.89261351639486 3.147428968698661.91834555698996 2.996161293368011.93006393574297 2.842734018948271.94225040035207 2.695131297704031.95473244989696 2.544638456623341.96281778762261 2.39410130204004
LOG % RET. PAS. LOG AB MEDIA MALLA 2 3.44845896436264
1.66005900868444 3.297191289031991.34057788368051 3.147428968698661.23400778149655 2.996161293368011.17241799612844 2.842734018948271.09520978449471 2.695131297704030.99556548449941 2.54463845662334
0.9140924416722 2.39410130204004
2 2.2 2.4 2.6 2.8 3 3.2 3.40
0.20.40.60.8
11.21.41.61.8
2
LOG % RET. PARC. V/S LOG AB. MEDIA MALLA
LOG % RET. PARC. V/S LOG AB. MEDIA
LOG AB MEDIA MALLA
LOG
% R
ET. P
ARC
2.2 2.4 2.6 2.8 3 3.2 3.41.6
1.651.7
1.751.8
1.851.9
1.952
LOG % RET. ACUM. V/S LOG AB MEDIA MALLA
LOG % RET. ACUM. V/S LOG AB MEDIA MALLA
LOG AB MEDIA MALLA LO
G %
RET
. ACU
M
2.2 2.4 2.6 2.8 3 3.2 3.40.8
1
1.2
1.4
1.6
1.8
2
2.2
f(x) = 0.926544408763691 x − 1.40469540093924R² = 0.884102871348567
LOG % RET. PAS. V/S AB MEDIA MALLA
LOG % RET. PAS. V/S AB MEDIA MALLA Linear (LOG % RET. PAS. V/S AB MEDIA MALLA )
LOG AB MEDIA MALLA
LOG
% R
ET. P
AS
SCHUMANN
XY X^2
6.897 11.8925.474 10.8714.219 9.9063.697 8.9773.333 8.0812.952 7.2642.533 6.4752.188 5.732
31.294 69.198
AJUSTE ROSIN RAMMLER
X*Y X^2
-0.706 10.871-1.910 9.906-2.175 8.977-2.255 8.081-2.362 7.264-2.499 6.475-2.556 5.732
-14.461 57.307
X^2
7887110.5603929909.7601971777.640
2.2 2.4 2.6 2.8 3 3.2 3.40.8
1
1.2
1.4
1.6
1.8
2
2.2
f(x) = 0.926544408763691 x − 1.40469540093924R² = 0.884102871348567
LOG % RET. PAS. V/S AB MEDIA MALLA
LOG % RET. PAS. V/S AB MEDIA MALLA Linear (LOG % RET. PAS. V/S AB MEDIA MALLA )
LOG AB MEDIA MALLA
LOG
% R
ET. P
AS
2.200 2.700 3.200-1.200
-1.000
-0.800
-0.600
-0.400
-0.200
0.000
f(x) = 0.821014901154716 x − 3.08826984655328R² = 0.890095621860625
AJUSTE DE ROSIN RAMMLER
AJUSTE DE ROSIN RAMMLER Linear (AJUSTE DE ROSIN RAMMLER )
LOG ABERTURA MEDIA MALLA
LOG
DE LN
DE
(100
/PO
RCEN
TAJE
RET
E-N
IDO
ACU
MUL
ADO
(%))
0.000 1000.000 2000.000 3000.0000.000
0.500
1.000
1.500
2.000
2.500
f(x) = 0.000403480791793345 x + 0.848772736064165R² = 0.987594839325311
AB MEDIA MALLA V/S LOG % RET. PAS
AB MEDIA MALLA V/S LOG % RET. PAS Linear (AB MEDIA MALLA V/S LOG % RET. PAS )Linear (AB MEDIA MALLA V/S LOG % RET. PAS )Linear (AB MEDIA MALLA V/S LOG % RET. PAS )
982477.440484694.440245619.360122822.21261404.840
15685816.252
0.000 1000.000 2000.000 3000.0000.000
0.500
1.000
1.500
2.000
2.500
f(x) = 0.000403480791793345 x + 0.848772736064165R² = 0.987594839325311
AB MEDIA MALLA V/S LOG % RET. PAS
AB MEDIA MALLA V/S LOG % RET. PAS Linear (AB MEDIA MALLA V/S LOG % RET. PAS )Linear (AB MEDIA MALLA V/S LOG % RET. PAS )Linear (AB MEDIA MALLA V/S LOG % RET. PAS )
2 2.2 2.4 2.6 2.8 3 3.2 3.40
0.20.40.60.8
11.21.41.61.8
2
LOG % RET. PARC. V/S LOG AB. MEDIA MALLA
LOG % RET. PARC. V/S LOG AB. MEDIA
LOG AB MEDIA MALLA
LOG
% R
ET. P
ARC
2.2 2.4 2.6 2.8 3 3.2 3.41.6
1.651.7
1.751.8
1.851.9
1.952
LOG % RET. ACUM. V/S LOG AB MEDIA MALLA
LOG % RET. ACUM. V/S LOG AB MEDIA MALLA
LOG AB MEDIA MALLA
LOG
% R
ET. A
CUM
2.2 2.4 2.6 2.8 3 3.2 3.40.8
1
1.2
1.4
1.6
1.8
2
2.2
f(x) = 0.926544408763691 x − 1.40469540093924R² = 0.884102871348567
LOG % RET. PAS. V/S AB MEDIA MALLA
LOG % RET. PAS. V/S AB MEDIA MALLA Linear (LOG % RET. PAS. V/S AB MEDIA MALLA )
LOG AB MEDIA MALLA
LOG
% R
ET. P
AS
1982.4 1404.2 991.2 696.2 495.6 350.46 247.80
10
20
30
40
50
60
% RET PARC V/S AB MEDIA MALLA
% RET. PARC
AB MEDIA MALLA
% R
ET P
ARC
suma
2.2 2.4 2.6 2.8 3 3.2 3.40.8
1
1.2
1.4
1.6
1.8
2
2.2
f(x) = 0.926544408763691 x − 1.40469540093924R² = 0.884102871348567
LOG % RET. PAS. V/S AB MEDIA MALLA
LOG % RET. PAS. V/S AB MEDIA MALLA Linear (LOG % RET. PAS. V/S AB MEDIA MALLA )
LOG AB MEDIA MALLA
LOG
% R
ET. P
AS
2.200 2.700 3.200-1.200
-1.000
-0.800
-0.600
-0.400
-0.200
0.000
f(x) = 0.821014901154716 x − 3.08826984655328R² = 0.890095621860625
AJUSTE DE ROSIN RAMMLER
AJUSTE DE ROSIN RAMMLER Linear (AJUSTE DE ROSIN RAMMLER )
LOG ABERTURA MEDIA MALLA
LOG
DE LN
DE
(100
/PO
RCEN
TAJE
RET
E-N
IDO
ACU
MUL
ADO
(%))
0.000 1000.000 2000.000 3000.0000.000
0.500
1.000
1.500
2.000
2.500
f(x) = 0.000403480791793345 x + 0.848772736064165R² = 0.987594839325311
AB MEDIA MALLA V/S LOG % RET. PAS
AB MEDIA MALLA V/S LOG % RET. PAS Linear (AB MEDIA MALLA V/S LOG % RET. PAS )Linear (AB MEDIA MALLA V/S LOG % RET. PAS )Linear (AB MEDIA MALLA V/S LOG % RET. PAS )
0.000 1000.000 2000.000 3000.0000.000
0.500
1.000
1.500
2.000
2.500
f(x) = 0.000403480791793345 x + 0.848772736064165R² = 0.987594839325311
AB MEDIA MALLA V/S LOG % RET. PAS
AB MEDIA MALLA V/S LOG % RET. PAS Linear (AB MEDIA MALLA V/S LOG % RET. PAS )Linear (AB MEDIA MALLA V/S LOG % RET. PAS )Linear (AB MEDIA MALLA V/S LOG % RET. PAS )
MEDIANA 2.552748MEDIA 13.11353
2.2 2.4 2.6 2.8 3 3.2 3.41.6
1.651.7
1.751.8
1.851.9
1.952
LOG % RET. ACUM. V/S LOG AB MEDIA MALLA
LOG % RET. ACUM. V/S LOG AB MEDIA MALLA
LOG AB MEDIA MALLA
LOG
% R
ET. A
CUM
2.2 2.4 2.6 2.8 3 3.2 3.40.8
1
1.2
1.4
1.6
1.8
2
2.2
f(x) = 0.926544408763691 x − 1.40469540093924R² = 0.884102871348567
LOG % RET. PAS. V/S AB MEDIA MALLA
LOG % RET. PAS. V/S AB MEDIA MALLA Linear (LOG % RET. PAS. V/S AB MEDIA MALLA )
LOG AB MEDIA MALLA
LOG
% R
ET. P
AS
0.0 500.0 1000.0 1500.0 2000.0 2500.0 3000.00
20
40
60
80
100
120
f(x) = 7.05948038826802 exp( 0.000929048856492791 x )R² = 0.987594839325311
% RET. PAS V/S AB MEDIA MALLA
% RET. PAS V/S AB MEDIA MALLA Exponential (% RET. PAS V/S AB MEDIA MALLA )
AB MEDIA MALLA
% R
ET P
AS
1982.4 1404.2 991.2 696.2 495.6 350.46 247.80
10
20
30
40
50
60
% RET PARC V/S AB MEDIA MALLA
% RET. PARC
AB MEDIA MALLA
% R
ET P
ARC
F80 24277.232363k 26508.667876
2.2 2.4 2.6 2.8 3 3.2 3.40.8
1
1.2
1.4
1.6
1.8
2
2.2
f(x) = 0.926544408763691 x − 1.40469540093924R² = 0.884102871348567
LOG % RET. PAS. V/S AB MEDIA MALLA
LOG % RET. PAS. V/S AB MEDIA MALLA Linear (LOG % RET. PAS. V/S AB MEDIA MALLA )
LOG AB MEDIA MALLA
LOG
% R
ET. P
AS
0.0 500.0 1000.0 1500.0 2000.0 2500.0 3000.00
20
40
60
80
100
120
f(x) = 7.05948038826802 exp( 0.000929048856492791 x )R² = 0.987594839325311
% RET. PAS V/S AB MEDIA MALLA
% RET. PAS V/S AB MEDIA MALLA Exponential (% RET. PAS V/S AB MEDIA MALLA )
AB MEDIA MALLA
% R
ET P
AS
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