Ajustes de Balances Metalúrgicos - Circuito Molienda

Malla 400CIRCUITO DE MOLIENDA DE YAULIYACUAPLICACIONES EN COMPUTADORA Y CONTROL DE PROCESOSAJUSTES EN COMPUTADORA DE BALANCES METALURGICOS(By W.Smith and N. Ichiyen)En el siguiente diagrama de flujo calcular lo siguiente:(1) los valores de w1 y w2.(2) los valores ajustados de lo flujosDescarga 9x12Descarga 12x13Underflow C-1Overflow C-1Descarga 8x6Underflow C-2Overflow C-2Malla%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)3/4"100.00100.00100.00100.00100.00100.00100.001/2"100.00100.00100.00100.00100.00100.00100.003/8"100.00100.00100.00100.00100.00100.00100.00686.6698.9786.50100.00100.0098.48100.001462.6096.0466.3196.5698.7087.96100.002846.3689.8652.9490.0996.1971.5597.504834.7777.6542.6776.8087.7255.8886.606529.6467.8336.3967.6977.9846.1777.2910025.3858.2631.4658.3267.0137.5267.0015021.9449.5427.3749.6656.2331.5654.9520018.6341.8823.1841.7047.7726.4247.2327016.3635.3019.7234.4440.4823.3138.4632514.7030.3216.3730.9036.7922.1730.1940013.2526.8714.4026.1130.9819.6027.50-4000.000.000.000.000.000.000.00No. FlujoNombre142848651001502002703254001Decarga del R. Mill62.6046.3634.7729.6425.3821.9418.6316.3614.7013.252Descarga del 12x1396.0489.8677.6567.8358.2649.5441.8835.3030.3226.873Underflow Cicln 166.3152.9442.6736.3931.4627.3723.1819.7216.3714.404Overflow Cicln 196.5690.0976.8067.6958.3249.6641.7034.4430.9026.115Descarga del 8x698.7096.1987.7277.9867.0156.2347.7740.4836.7930.986Underflow Cicln 287.9671.5555.8846.1737.5231.5626.4223.3122.1719.607Overflow Cicln 2100.0097.5086.6077.2967.0054.9547.2338.4630.1927.50No. FlujoNombre4001Decarga del R. Mill13.252Descarga del 12x1326.873Underflow Cicln 114.404Overflow Cicln 126.115Descarga del 8x630.986Underflow Cicln 219.607Overflow Cicln 227.50Mtodo NodalDonde:Nmero de flujos =7J1=Nmero de unionesS1,S2,y S3 =SeparadoresF=Nmero de corrientes de alimentacinW1=Concentrado FinalW2=Concentrado ScavengerW3=Concentrado RougherNe(max)=Mximo nmero de ecuaciones del balanceNs(min)=Nmero mnimo de corrientes que pueden ser muestreadosNs=Nmero total de ecuacionesEcuacionesMolienda PrimariaMolienda SecundariaDatosw1 =1.187093911w2 =0.2127503422C1C2C3C4C5C6C71w1-w1-10000001w2-w2-111.187093911-1.187093911-100000010.2127503422-0.2127503422-1C120000000C220000000C320000000C420000000C520000000C620000000C72175.4889708690000000721.96394485120000000207.25357340450000000681.49804494160000000959.61853128150000000384.07127636880000000756.4101593878dci= -MiB'(BMiB')-1Bci101.1870939110-1.1870939110B' =-1100.21275034220-0.21275034220-1-175.4889708690-857.03900289120246.02945502060-MiB'=681.4980449416-681.49804494160-204.1591708782081.71129546330756.4101593878175.4889708690857.03900289120-246.02945502060MiB'=-681.4980449416681.49804494160204.15917087820-81.71129546330-756.41015938782166.4328656089-681.4980449416BMiB'=-681.49804494161498.7272438584(BMiB')-1=0.00053863540.00024492710.00024492710.0007786056-0.0945245655-0.0429820082-0.4616315145-0.20991209430.13252016480.0602592857-MiB'(BMiB')-1=0.2001615937-0.3637008084-0.0500041177-0.1589594640.02001331220.06362086830.18526536160.58894514981.9484279143Bci=1.0236989875(7 x 3) * (3 x 1) = ( 7 x 1)C(e)C-MiB'(BMiB')-1Bci=-0.2313.2513.02-1.1126.8725.760.3214.4014.720.0226.1126.12-0.2630.9830.720.1019.6019.700.9627.5028.47Funcin Objetivo-0.2281749403-1.11434252740.31989335820.0176802873-0.2601560610.10412311470.9638787555-0.2281749403-1.11434252740.31989335820.0176802873-0.2601560610.10412311470.9638787555Mi-1 =0.005698363800000000.001385110700000000.004825007300000000.001467355600000000.001042080800000000.002603683400000000.0013220341-0.0013-0.00150.0015M-1*(c-c)' =0.0000-0.00030.00030.0013Resultados finalesw1 =1.1871w2 =0.2128(c-c)'Mi-1(c-c)=0.0038378721Funcin Objetivo Parcial (hoja)

1S2J1J2234567RODMILLBALLMILLBALLMILLa Flot BulkFeedC1C2w1C3w1w1C4w2C5w2C6w2C7MM7

Malla 325CIRCUITO DE MOLIENDA DE YAULIYACUAPLICACIONES EN COMPUTADORA Y CONTROL DE PROCESOSAJUSTES EN COMPUTADORA DE BALANCES METALURGICOS(By W.Smith and N. Ichiyen)En el siguiente diagrama de flujo calcular lo siguiente:(1) los valores de w1 y w2.(2) los valores ajustados de lo flujosDescarga 9x12Descarga 12x13Underflow C-1Overflow C-1Descarga 8x6Underflow C-2Overflow C-2Malla%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)3/4"100.00100.00100.00100.00100.00100.00100.001/2"100.00100.00100.00100.00100.00100.00100.003/8"100.00100.00100.00100.00100.00100.00100.00686.6698.9786.50100.00100.0098.48100.001462.6096.0466.3196.5698.7087.96100.002846.3689.8652.9490.0996.1971.5597.504834.7777.6542.6776.8087.7255.8886.606529.6467.8336.3967.6977.9846.1777.2910025.3858.2631.4658.3267.0137.5267.0015021.9449.5427.3749.6656.2331.5654.9520018.6341.8823.1841.7047.7726.4247.2327016.3635.3019.7234.4440.4823.3138.4632514.7030.3216.3730.9036.7922.1730.1940013.2526.8714.4026.1130.9819.6027.50-4000.000.000.000.000.000.000.00No. FlujoNombre142848651001502002703254001Decarga del R. Mill62.6046.3634.7729.6425.3821.9418.6316.3614.7013.252Descarga del 12x1396.0489.8677.6567.8358.2649.5441.8835.3030.3226.873Underflow Cicln 166.3152.9442.6736.3931.4627.3723.1819.7216.3714.404Overflow Cicln 196.5690.0976.8067.6958.3249.6641.7034.4430.9026.115Descarga del 8x698.7096.1987.7277.9867.0156.2347.7740.4836.7930.986Underflow Cicln 287.9671.5555.8846.1737.5231.5626.4223.3122.1719.607Overflow Cicln 2100.0097.5086.6077.2967.0054.9547.2338.4630.1927.50No. FlujoNombre3251Decarga del R. Mill14.702Descarga del 12x1330.323Underflow Cicln 116.374Overflow Cicln 130.905Descarga del 8x636.796Underflow Cicln 222.177Overflow Cicln 230.19Mtodo NodalDonde:Nmero de flujos =7J1=Nmero de unionesS1,S2,y S3 =SeparadoresF=Nmero de corrientes de alimentacinW1=Concentrado FinalW2=Concentrado ScavengerW3=Concentrado RougherNe(max)=Mximo nmero de ecuaciones del balanceNs(min)=Nmero mnimo de corrientes que pueden ser muestreadosNs=Nmero total de ecuacionesEcuacionesMolienda PrimariaMolienda SecundariaDatosw1 =1.187093911w2 =0.2127503422C1C2C3C4C5C6C71w1-w1-10000001w2-w2-111.187093911-1.187093911-100000010.2127503422-0.2127503422-1C120000000C220000000C320000000C420000000C520000000C620000000C72216.06923359680000000919.03321527040000000268.08320959670000000954.630805830800000001353.82244353910000000491.5931522490000000911.6136681048dci= -MiB'(BMiB')-1Bci101.1870939110-1.1870939110B' =-1100.21275034220-0.21275034220-1-216.06923359680-1090.97873385020318.23994575240-MiB'=954.6308058308-954.63080583080-288.02618809380104.5866113470911.6136681048216.069233596801090.97873385020-318.23994575240MiB'=-954.6308058308954.63080583080288.02618809380-104.5866113470-911.61366810482843.574953245-954.6308058308BMiB'=-954.63080583081949.7729813551(BMiB')-1=0.00042084410.000206050.000206050.0006137646-0.0909314572-0.0445210653-0.4591319382-0.22479616670.13392939620.0655733404-MiB'(BMiB')-1=0.205049044-0.3892169391-0.0593477957-0.17678028440.02155007110.06419156190.18783799510.55951621810.3530292359Bci=3.8150857555(7 x 3) * (3 x 1) = ( 7 x 1)C(e)C-MiB'(BMiB')-1Bci=-0.2014.7014.50-1.0230.3229.300.3016.3716.67-1.4130.9029.48-0.7036.7936.100.2522.1722.422.2030.1932.39Funcin Objetivo-0.2019531449-1.01970365070.2974489093-1.4125076929-0.69538345170.25250411882.2009146577-0.2019531449-1.01970365070.2974489093-1.4125076929-0.69538345170.25250411882.2009146577Mi-1 =0.004628146200000000.001088100000000.003730185100000000.001047525400000000.000738649300000000.002034202500000000.0010969559-0.0009-0.00110.0011M-1*(c-c)' =-0.0015-0.00050.00050.0024Resultados finalesw1 =1.1871w2 =0.2128(c-c)'Mi-1(c-c)=0.0095407511Funcin Objetivo Parcial (hoja)


Malla 270CIRCUITO DE MOLIENDA DE YAULIYACUAPLICACIONES EN COMPUTADORA Y CONTROL DE PROCESOSAJUSTES EN COMPUTADORA DE BALANCES METALURGICOS(By W.Smith and N. Ichiyen)En el siguiente diagrama de flujo calcular lo siguiente:(1) los valores de w1 y w2.(2) los valores ajustados de lo flujosDescarga 9x12Descarga 12x13Underflow C-1Overflow C-1Descarga 8x6Underflow C-2Overflow C-2Malla%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)3/4"100.00100.00100.00100.00100.00100.00100.001/2"100.00100.00100.00100.00100.00100.00100.003/8"100.00100.00100.00100.00100.00100.00100.00686.6698.9786.50100.00100.0098.48100.001462.6096.0466.3196.5698.7087.96100.002846.3689.8652.9490.0996.1971.5597.504834.7777.6542.6776.8087.7255.8886.606529.6467.8336.3967.6977.9846.1777.2910025.3858.2631.4658.3267.0137.5267.0015021.9449.5427.3749.6656.2331.5654.9520018.6341.8823.1841.7047.7726.4247.2327016.3635.3019.7234.4440.4823.3138.4632514.7030.3216.3730.9036.7922.1730.1940013.2526.8714.4026.1130.9819.6027.50-4000.000.000.000.000.000.000.00No. FlujoNombre142848651001502002703254001Decarga del R. Mill62.6046.3634.7729.6425.3821.9418.6316.3614.7013.252Descarga del 12x1396.0489.8677.6567.8358.2649.5441.8835.3030.3226.873Underflow Cicln 166.3152.9442.6736.3931.4627.3723.1819.7216.3714.404Overflow Cicln 196.5690.0976.8067.6958.3249.6641.7034.4430.9026.115Descarga del 8x698.7096.1987.7277.9867.0156.2347.7740.4836.7930.986Underflow Cicln 287.9671.5555.8846.1737.5231.5626.4223.3122.1719.607Overflow Cicln 2100.0097.5086.6077.2967.0054.9547.2338.4630.1927.50No. FlujoNombre2701Decarga del R. Mill16.362Descarga del 12x1335.303Underflow Cicln 119.724Overflow Cicln 134.445Descarga del 8x640.486Underflow Cicln 223.317Overflow Cicln 238.46Mtodo NodalDonde:Nmero de flujos =7J1=Nmero de unionesS1,S2,y S3 =SeparadoresF=Nmero de corrientes de alimentacinW1=Concentrado FinalW2=Concentrado ScavengerW3=Concentrado RougherNe(max)=Mximo nmero de ecuaciones del balanceNs(min)=Nmero mnimo de corrientes que pueden ser muestreadosNs=Nmero total de ecuacionesEcuacionesMolienda PrimariaMolienda SecundariaDatosw1 =1.187093911w2 =0.2127503422C1C2C3C4C5C6C71w1-w1-10000001w2-w2-111.187093911-1.187093911-100000010.2127503422-0.2127503422-1C120000000C220000000C320000000C420000000C520000000C620000000C72267.624507550800000001246.29916633360000000388.816945167600000001185.918868726200000001638.89617612550000000543.483032277300000001479.3678504752dci= -MiB'(BMiB')-1Bci101.1870939110-1.1870939110B' =-1100.21275034220-0.21275034220-1-267.62450755080-1479.47415163350461.56222810030-MiB'=1185.9188687262-1185.91886872620-348.67572224380115.626201077901479.3678504752267.624507550801479.47415163350-461.56222810030MiB'=-1185.91886872621185.91886872620348.67572224380-115.62620107790-1479.36785047523757.7358436798-1185.9188687262BMiB'=-1185.91886872622764.067112256(BMiB')-1=0.00030779470.00013205880.00013205880.0004184454-0.0823733979-0.0353421834-0.4553742631-0.19537764790.14206639520.0609533748-MiB'(BMiB')-1=0.2084084345-0.3396311796-0.0460457132-0.14590174040.01526946260.04838324810.19536360990.61903462260.4223500926Bci=-0.3723359551(7 x 3) * (3 x 1) = ( 7 x 1)C(e)C-MiB'(BMiB')-1Bci=-0.0216.3616.34-0.1235.3035.180.0419.7219.760.2134.4434.650.0340.4840.52-0.0123.3123.30-0.1538.4638.31Funcin Objetivo-0.0216312466-0.1195812390.03730662210.21447822120.0348770526-0.011565764-0.1479770088-0.0216312466-0.1195812390.03730662210.21447822120.0348770526-0.011565764-0.1479770088Mi-1 =0.003736578600000000.000802375600000000.002571904400000000.00084322800000000.000610166800000000.001839983800000000.0006759644-0.0001-0.00010.0001M-1*(c-c)' =0.00020.0000-0.0000-0.0001Resultados finalesw1 =1.1871w2 =0.2128(c-c)'Mi-1(c-c)=0.0000713809Funcin Objetivo Parcial (hoja)


Malla 200CIRCUITO DE MOLIENDA DE YAULIYACUAPLICACIONES EN COMPUTADORA Y CONTROL DE PROCESOSAJUSTES EN COMPUTADORA DE BALANCES METALURGICOS(By W.Smith and N. Ichiyen)En el siguiente diagrama de flujo calcular lo siguiente:(1) los valores de w1 y w2.(2) los valores ajustados de lo flujosDescarga 9x12Descarga 12x13Underflow C-1Overflow C-1Descarga 8x6Underflow C-2Overflow C-2Malla%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)3/4"100.00100.00100.00100.00100.00100.00100.001/2"100.00100.00100.00100.00100.00100.00100.003/8"100.00100.00100.00100.00100.00100.00100.00686.6698.9786.50100.00100.0098.48100.001462.6096.0466.3196.5698.7087.96100.002846.3689.8652.9490.0996.1971.5597.504834.7777.6542.6776.8087.7255.8886.606529.6467.8336.3967.6977.9846.1777.2910025.3858.2631.4658.3267.0137.5267.0015021.9449.5427.3749.6656.2331.5654.9520018.6341.8823.1841.7047.7726.4247.2327016.3635.3019.7234.4440.4823.3138.4632514.7030.3216.3730.9036.7922.1730.1940013.2526.8714.4026.1130.9819.6027.50-4000.000.000.000.000.000.000.00No. FlujoNombre142848651001502002703254001Decarga del R. Mill62.6046.3634.7729.6425.3821.9418.6316.3614.7013.252Descarga del 12x1396.0489.8677.6567.8358.2649.5441.8835.3030.3226.873Underflow Cicln 166.3152.9442.6736.3931.4627.3723.1819.7216.3714.404Overflow Cicln 196.5690.0976.8067.6958.3249.6641.7034.4430.9026.115Descarga del 8x698.7096.1987.7277.9867.0156.2347.7740.4836.7930.986Underflow Cicln 287.9671.5555.8846.1737.5231.5626.4223.3122.1719.607Overflow Cicln 2100.0097.5086.6077.2967.0054.9547.2338.4630.1927.50No. FlujoNombre2001Decarga del R. Mill18.632Descarga del 12x1341.883Underflow Cicln 123.184Overflow Cicln 141.705Descarga del 8x647.776Underflow Cicln 226.427Overflow Cicln 247.23Mtodo NodalDonde:Nmero de flujos =7J1=Nmero de unionesS1,S2,y S3 =SeparadoresF=Nmero de corrientes de alimentacinW1=Concentrado FinalW2=Concentrado ScavengerW3=Concentrado RougherNe(max)=Mximo nmero de ecuaciones del balanceNs(min)=Nmero mnimo de corrientes que pueden ser muestreadosNs=Nmero total de ecuacionesEcuacionesMolienda PrimariaMolienda SecundariaDatosw1 =1.187093911w2 =0.2127503422C1C2C3C4C5C6C71w1-w1-10000001w2-w2-111.187093911-1.187093911-100000010.2127503422-0.2127503422-1C120000000C220000000C320000000C420000000C520000000C620000000C72347.139692143500000001753.53902416160000000537.465111161200000001738.685116788500000002281.7802752910000000698.25499693800000002230.8125328834dci= -MiB'(BMiB')-1Bci101.1870939110-1.1870939110B' =-1100.21275034220-0.21275034220-1-347.13969214350-2081.61549827540638.0215608320-MiB'=1738.6851167885-1738.68511678850-485.44953431380148.553989517102230.8125328834347.139692143502081.61549827540-638.0215608320MiB'=-1738.68511678851738.68511678850485.44953431380-148.55398951710-2230.81253288345314.2894019163-1738.6851167885BMiB'=-1738.68511678854104.3821163009(BMiB')-1=0.00021844780.00009253810.00009253810.0002828427-0.075831893-0.032123662-0.4547242716-0.19262882960.13937438960.0590413295-MiB'(BMiB')-1=0.2189172038-0.3308797754-0.0449225977-0.13730587710.01374691010.04201741760.20643524590.6309691323-0.8767158406Bci=-0.9931046328(7 x 3) * (3 x 1) = ( 7 x 1)C(e)C-MiB'(BMiB')-1Bci=0.1018.6318.730.5941.8842.47-0.1823.1823.000.1441.7041.830.1847.7747.94-0.0526.4226.37-0.8147.2346.42Funcin Objetivo0.09838517930.5899645551-0.1808259530.13667005750.1757434557-0.053779826-0.80760341860.09838517930.5899645551-0.1808259530.13667005750.1757434557-0.053779826-0.8076034186Mi-1 =0.002880684700000000.000570275300000000.001860585900000000.000575147300000000.000438254300000000.001432141600000000.00044826720.00030.0003-0.0003M-1*(c-c)' =0.00010.0001-0.0001-0.0004Resultados finalesw1 =1.1871w2 =0.2128(c-c)'Mi-1(c-c)=0.0006080017Funcin Objetivo Parcial (hoja)


Malla 100CIRCUITO DE MOLIENDA DE YAULIYACUAPLICACIONES EN COMPUTADORA Y CONTROL DE PROCESOSAJUSTES EN COMPUTADORA DE BALANCES METALURGICOS(By W.Smith and N. Ichiyen)En el siguiente diagrama de flujo calcular lo siguiente:(1) los valores de w1 y w2.(2) los valores ajustados de lo flujosDescarga 9x12Descarga 12x13Underflow C-1Overflow C-1Descarga 8x6Underflow C-2Overflow C-2Malla%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)3/4"100.00100.00100.00100.00100.00100.00100.001/2"100.00100.00100.00100.00100.00100.00100.003/8"100.00100.00100.00100.00100.00100.00100.00686.6698.9786.50100.00100.0098.48100.001462.6096.0466.3196.5698.7087.96100.002846.3689.8652.9490.0996.1971.5597.504834.7777.6542.6776.8087.7255.8886.606529.6467.8336.3967.6977.9846.1777.2910025.3858.2631.4658.3267.0137.5267.0015021.9449.5427.3749.6656.2331.5654.9520018.6341.8823.1841.7047.7726.4247.2327016.3635.3019.7234.4440.4823.3138.4632514.7030.3216.3730.9036.7922.1730.1940013.2526.8714.4026.1130.9819.6027.50-4000.000.000.000.000.000.000.00No. FlujoNombre142848651001502002703254001Decarga del R. Mill62.6046.3634.7729.6425.3821.9418.6316.3614.7013.252Descarga del 12x1396.0489.8677.6567.8358.2649.5441.8835.3030.3226.873Underflow Cicln 166.3152.9442.6736.3931.4627.3723.1819.7216.3714.404Overflow Cicln 196.5690.0976.8067.6958.3249.6641.7034.4430.9026.115Descarga del 8x698.7096.1987.7277.9867.0156.2347.7740.4836.7930.986Underflow Cicln 287.9671.5555.8846.1737.5231.5626.4223.3122.1719.607Overflow Cicln 2100.0097.5086.6077.2967.0054.9547.2338.4630.1927.50No. FlujoNombre1001Decarga del R. Mill25.382Descarga del 12x1358.263Underflow Cicln 131.464Overflow Cicln 158.325Descarga del 8x667.016Underflow Cicln 237.527Overflow Cicln 267.00Mtodo NodalDonde:Nmero de flujos =7J1=Nmero de unionesS1,S2,y S3 =SeparadoresF=Nmero de corrientes de alimentacinW1=Concentrado FinalW2=Concentrado ScavengerW3=Concentrado RougherNe(max)=Mximo nmero de ecuaciones del balanceNs(min)=Nmero mnimo de corrientes que pueden ser muestreadosNs=Nmero total de ecuacionesEcuacionesMolienda PrimariaMolienda SecundariaDatosw1 =1.187093911w2 =0.2127503422C1C2C3C4C5C6C71w1-w1-10000001w2-w2-111.187093911-1.187093911-100000010.2127503422-0.2127503422-1C120000000C220000000C320000000C420000000C520000000C620000000C72644.063473379500000003394.09113181430000000989.955722796100000003401.290044959800000004489.950404909200000001407.451221723400000004488.803212771dci= -MiB'(BMiB')-1Bci101.1870939110-1.1870939110B' =-1100.21275034220-0.21275034220-1-644.06347337950-4029.104915940701175.17041068640-MiB'=3401.2900449598-3401.29004495980-955.23848494890299.435729002404488.803212771644.063473379504029.10491594070-1175.17041068640MiB'=-3401.29004495983401.29004495980955.23848494890-299.43572900240-4488.80321277110223.3170697227-3401.2900449598BMiB'=-3401.29004495988157.0256260547(BMiB')-1=0.00011357110.00004735650.00004735650.0001423403-0.0731469865-0.0305005928-0.457589811-0.19080431280.13346537690.0556519592-MiB'(BMiB')-1=0.2252149989-0.3230673326-0.0452367527-0.13596890.01418022850.04262176130.21257401580.6389374431-1.1336760383Bci=-2.4037142611(7 x 3) * (3 x 1) = ( 7 x 1)C(e)C-MiB'(BMiB')-1Bci=0.1625.3825.530.9858.2659.24-0.2931.4631.180.5258.3258.840.3867.0167.39-0.1237.5237.40-1.7867.0065.22Funcin Objetivo0.15623969580.9773976517-0.28507790780.5212407070.3781142065-0.1185263208-1.7768131120.15623969580.9773976517-0.28507790780.5212407070.3781142065-0.1185263208-1.776813112Mi-1 =0.00155264200000000.000294629700000000.001010146200000000.000294006100000000.000222719600000000.000710504200000000.00022277650.00020.0003-0.0003M-1*(c-c)' =0.00020.0001-0.0001-0.0004Resultados finalesw1 =1.1871w2 =0.2128(c-c)'Mi-1(c-c)=0.0012264797Funcin Objetivo Parcial (hoja)


Malla 150CIRCUITO DE MOLIENDA DE YAULIYACUAPLICACIONES EN COMPUTADORA Y CONTROL DE PROCESOSAJUSTES EN COMPUTADORA DE BALANCES METALURGICOS(By W.Smith and N. Ichiyen)En el siguiente diagrama de flujo calcular lo siguiente:(1) los valores de w1 y w2.(2) los valores ajustados de lo flujosDescarga 9x12Descarga 12x13Underflow C-1Overflow C-1Descarga 8x6Underflow C-2Overflow C-2Malla%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)3/4"100.00100.00100.00100.00100.00100.00100.001/2"100.00100.00100.00100.00100.00100.00100.003/8"100.00100.00100.00100.00100.00100.00100.00686.6698.9786.50100.00100.0098.48100.001462.6096.0466.3196.5698.7087.96100.002846.3689.8652.9490.0996.1971.5597.504834.7777.6542.6776.8087.7255.8886.606529.6467.8336.3967.6977.9846.1777.2910025.3858.2631.4658.3267.0137.5267.0015021.9449.5427.3749.6656.2331.5654.9520018.6341.8823.1841.7047.7726.4247.2327016.3635.3019.7234.4440.4823.3138.4632514.7030.3216.3730.9036.7922.1730.1940013.2526.8714.4026.1130.9819.6027.50-4000.000.000.000.000.000.000.00No. FlujoNombre142848651001502002703254001Decarga del R. Mill62.6046.3634.7729.6425.3821.9418.6316.3614.7013.252Descarga del 12x1396.0489.8677.6567.8358.2649.5441.8835.3030.3226.873Underflow Cicln 166.3152.9442.6736.3931.4627.3723.1819.7216.3714.404Overflow Cicln 196.5690.0976.8067.6958.3249.6641.7034.4430.9026.115Descarga del 8x698.7096.1987.7277.9867.0156.2347.7740.4836.7930.986Underflow Cicln 287.9671.5555.8846.1737.5231.5626.4223.3122.1719.607Overflow Cicln 2100.0097.5086.6077.2967.0054.9547.2338.4630.1927.50No. FlujoNombre1501Decarga del R. Mill21.942Descarga del 12x1349.543Underflow Cicln 127.374Overflow Cicln 149.665Descarga del 8x656.236Underflow Cicln 231.567Overflow Cicln 254.95Mtodo NodalDonde:Nmero de flujos =7J1=Nmero de unionesS1,S2,y S3 =SeparadoresF=Nmero de corrientes de alimentacinW1=Concentrado FinalW2=Concentrado ScavengerW3=Concentrado RougherNe(max)=Mximo nmero de ecuaciones del balanceNs(min)=Nmero mnimo de corrientes que pueden ser muestreadosNs=Nmero total de ecuacionesEcuacionesMolienda PrimariaMolienda SecundariaDatosw1 =1.187093911w2 =0.2127503422C1C2C3C4C5C6C71w1-w1-10000001w2-w2-111.187093911-1.187093911-100000010.2127503422-0.2127503422-1C120000000C220000000C320000000C420000000C520000000C620000000C72481.472531288200000002454.59099116380000000748.959730378100000002466.184400479800000003161.35601214980000000996.271198359600000003018.9590629151dci= -MiB'(BMiB')-1Bci101.1870939110-1.1870939110B' =-1100.21275034220-0.21275034220-1-481.47253128820-2913.83001959510889.08553551270-MiB'=2466.1844004798-2466.18440047980-672.57957329070211.957038340303018.9590629151481.472531288202913.83001959510-889.08553551270MiB'=-2466.18440047982466.18440047980672.57957329070-211.95703834030-3018.95906291517462.0748312667-2466.1844004798BMiB'=-2466.18440047985673.328930177(BMiB')-1=0.00015649380.00006802750.00006802750.0002058348-0.0753474655-0.0327533881-0.4559963293-0.19822066510.1391363730.0604822948-MiB'(BMiB')-1=0.2181741273-0.3398580965-0.0457539285-0.13844027160.01441891420.04362813130.20537233450.6214067885-1.3923844241Bci=-0.037476453(7 x 3) * (3 x 1) = ( 7 x 1)C(e)C-MiB'(BMiB')-1Bci=0.1121.9422.050.6449.5450.19-0.2027.3727.17-0.2949.6649.370.0756.2356.29-0.0231.5631.54-0.3154.9554.64Funcin Objetivo0.10614011820.6423507937-0.1959979805-0.29104558070.0688953077-0.0217116992-0.3092453620.10614011820.6423507937-0.1959979805-0.29104558070.0688953077-0.0217116992-0.309245362Mi-1 =0.002076961700000000.000407399800000000.001335185300000000.000405484700000000.0003163200000000.001003742800000000.000331240.00020.0003-0.0003M-1*(c-c)' =-0.00010.0000-0.0000-0.0001Resultados finalesw1 =1.1871w2 =0.2128(c-c)'Mi-1(c-c)=0.0003107886Funcin Objetivo Parcial (hoja)


Malla 65CIRCUITO DE MOLIENDA DE YAULIYACUAPLICACIONES EN COMPUTADORA Y CONTROL DE PROCESOSAJUSTES EN COMPUTADORA DE BALANCES METALURGICOS(By W.Smith and N. Ichiyen)En el siguiente diagrama de flujo calcular lo siguiente:(1) los valores de w1y w2.(2) los valores ajustados de lo flujosDescarga 9x12Descarga 12x13Underflow C-1Overflow C-1Descarga 8x6Underflow C-2Overflow C-2Malla%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)3/4"100.00100.00100.00100.00100.00100.00100.001/2"100.00100.00100.00100.00100.00100.00100.003/8"100.00100.00100.00100.00100.00100.00100.00686.6698.9786.50100.00100.0098.48100.001462.6096.0466.3196.5698.7087.96100.002846.3689.8652.9490.0996.1971.5597.504834.7777.6542.6776.8087.7255.8886.606529.6467.8336.3967.6977.9846.1777.2910025.3858.2631.4658.3267.0137.5267.0015021.9449.5427.3749.6656.2331.5654.9520018.6341.8823.1841.7047.7726.4247.2327016.3635.3019.7234.4440.4823.3138.4632514.7030.3216.3730.9036.7922.1730.1940013.2526.8714.4026.1130.9819.6027.50-4000.000.000.000.000.000.000.00No. FlujoNombre142848651001502002703254001Decarga del R. Mill62.6046.3634.7729.6425.3821.9418.6316.3614.7013.252Descarga del 12x1396.0489.8677.6567.8358.2649.5441.8835.3030.3226.873Underflow Cicln 166.3152.9442.6736.3931.4627.3723.1819.7216.3714.404Overflow Cicln 196.5690.0976.8067.6958.3249.6641.7034.4430.9026.115Descarga del 8x698.7096.1987.7277.9867.0156.2347.7740.4836.7930.986Underflow Cicln 287.9671.5555.8846.1737.5231.5626.4223.3122.1719.607Overflow Cicln 2100.0097.5086.6077.2967.0054.9547.2338.4630.1927.50No. FlujoNombre651Decarga del R. Mill29.642Descarga del 12x1367.833Underflow Cicln 136.394Overflow Cicln 167.695Descarga del 8x677.986Underflow Cicln 246.177Overflow Cicln 277.29Mtodo NodalDonde:Nmero de flujos =7J1=Nmero de unionesS1,S2,y S3 =SeparadoresF=Nmero de corrientes de alimentacinW1=Concentrado FinalW2=Concentrado ScavengerW3=Concentrado RougherNe(max)=Mximo nmero de ecuaciones del balanceNs(min)=Nmero mnimo de corrientes que pueden ser muestreadosNs=Nmero total de ecuacionesEcuacionesMolienda PrimariaMolienda SecundariaDatosw1 =1.187093911w2 =0.2127503422C1C2C3C4C5C6C71w1-w1-10000001w2-w2-111.187093911-1.187093911-100000010.2127503422-0.2127503422-1C120000000C220000000C320000000C420000000C520000000C620000000C72878.51524365100000004600.672888697500000001324.103275838900000004581.975901697400000006080.839316381400000002131.531396753400000005974.0131522318dci= -MiB'(BMiB')-1Bci101.1870939110-1.1870939110B' =-1100.21275034220-0.21275034220-1-878.5152436510-5461.43077265501571.83493627760-MiB'=4581.9759016974-4581.97590169740-1293.70064521140453.48403399505974.0131522318878.51524365105461.4307726550-1571.83493627760MiB'=-4581.97590169744581.975901697401293.70064521140-453.4840339950-5974.013152231813809.6380428362-4581.9759016974BMiB'=-4581.975901697410927.703192256(BMiB')-1=0.00008411550.00003526950.00003526950.000106299-0.0738967215-0.0309848274-0.4593908091-0.19262214390.13221563240.0554378931-MiB'(BMiB')-1=0.2238108742-0.3254553868-0.045628225-0.1375191150.01599417270.04820490990.2107006880.6350317633-0.728267597Bci=-2.8335973667(7 x 3) * (3 x 1) = ( 7 x 1)C(e)C-MiB'(BMiB')-1Bci=0.1429.6429.780.8867.8368.71-0.2536.3936.130.7667.6968.450.4277.9878.40-0.1546.1746.02-1.9577.2975.34Funcin Objetivo0.1416151130.8803730404-0.25337702870.75921531960.42290336-0.1482413435-1.95287081590.1416151130.8803730404-0.25337702870.75921531960.42290336-0.1482413435-1.9528708159Mi-1 =0.001138284200000000.000217359500000000.000755228100000000.000218246500000000.00016445100000000.000469146300000000.00016739170.00020.0002-0.0002M-1*(c-c)' =0.00020.0001-0.0001-0.0003Resultados finalesw1 =1.1871w2 =0.2128(c-c)'Mi-1(c-c)=0.0010436823Funcin Objetivo Parcial (hoja)


Malla 48CIRCUITO DE MOLIENDA DE YAULIYACUAPLICACIONES EN COMPUTADORA Y CONTROL DE PROCESOSAJUSTES EN COMPUTADORA DE BALANCES METALURGICOS(By W.Smith and N. Ichiyen)En el siguiente diagrama de flujo calcular lo siguiente:(1) los valores de w1y w2.(2) los valores ajustados de lo flujosDescarga 9x12Descarga 12x13Underflow C-1Overflow C-1Descarga 8x6Underflow C-2Overflow C-2Malla%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)3/4"100.00100.00100.00100.00100.00100.00100.001/2"100.00100.00100.00100.00100.00100.00100.003/8"100.00100.00100.00100.00100.00100.00100.00686.6698.9786.50100.00100.0098.48100.001462.6096.0466.3196.5698.7087.96100.002846.3689.8652.9490.0996.1971.5597.504834.7777.6542.6776.8087.7255.8886.606529.6467.8336.3967.6977.9846.1777.2910025.3858.2631.4658.3267.0137.5267.0015021.9449.5427.3749.6656.2331.5654.9520018.6341.8823.1841.7047.7726.4247.2327016.3635.3019.7234.4440.4823.3138.4632514.7030.3216.3730.9036.7922.1730.1940013.2526.8714.4026.1130.9819.6027.50-4000.000.000.000.000.000.000.00No. FlujoNombre142848651001502002703254001Decarga del R. Mill62.6046.3634.7729.6425.3821.9418.6316.3614.7013.252Descarga del 12x1396.0489.8677.6567.8358.2649.5441.8835.3030.3226.873Underflow Cicln 166.3152.9442.6736.3931.4627.3723.1819.7216.3714.404Overflow Cicln 196.5690.0976.8067.6958.3249.6641.7034.4430.9026.115Descarga del 8x698.7096.1987.7277.9867.0156.2347.7740.4836.7930.986Underflow Cicln 287.9671.5555.8846.1737.5231.5626.4223.3122.1719.607Overflow Cicln 2100.0097.5086.6077.2967.0054.9547.2338.4630.1927.50No. FlujoNombre481Decarga del R. Mill34.772Descarga del 12x1377.653Underflow Cicln 142.674Overflow Cicln 176.805Descarga del 8x687.726Underflow Cicln 255.887Overflow Cicln 286.60Mtodo NodalDonde:Nmero de flujos =7J1=Nmero de unionesS1,S2,y S3 =SeparadoresF=Nmero de corrientes de alimentacinW1=Concentrado FinalW2=Concentrado ScavengerW3=Concentrado RougherNe(max)=Mximo nmero de ecuaciones del balanceNs(min)=Nmero mnimo de corrientes que pueden ser muestreadosNs=Nmero total de ecuacionesEcuacionesMolienda PrimariaMolienda SecundariaDatosw1 =1.187093911w2 =0.2127503422C1C2C3C4C5C6C71w1-w1-10000001w2-w2-111.187093911-1.187093911-100000010.2127503422-0.2127503422-1C120000000C220000000C320000000C420000000C520000000C620000000C721209.228689894200000006028.837437369500000001820.348553585900000005898.431769581300000007694.329145148300000003122.926896020500000007498.7688809446dci= -MiB'(BMiB')-1Bci101.1870939110-1.1870939110B' =-1100.21275034220-0.21275034220-1-1209.22868989420-7156.796212283302160.92468385130-MiB'=5898.4317695813-5898.43176958130-1636.97115836150664.403765685107498.76888094461209.228689894207156.79621228330-2160.92468385130MiB'=-5898.43176958135898.431769581301636.97115836150-664.40376568510-7498.768880944618168.6701996329-5898.4317695813BMiB'=-5898.431769581313886.8189530671(BMiB')-1=0.00006384350.00002711750.00002711750.0000835289-0.0772013557-0.032791306-0.456914705-0.19407469920.13796093040.058598959-MiB'(BMiB')-1=0.2166253997-0.3327386672-0.044390629-0.13673442860.01801699490.05549692720.20334815640.6263640461-0.5026835147Bci=-3.0214528971(7 x 3) * (3 x 1) = ( 7 x 1)C(e)C-MiB'(BMiB')-1Bci=0.1434.7734.910.8277.6578.46-0.2542.6742.420.9076.8077.700.4487.7288.15-0.1855.8855.71-1.9986.6084.60Funcin Objetivo0.13788523520.8160710521-0.246404680.89646019260.4354510728-0.1767381979-1.99474922760.13788523520.8160710521-0.246404680.89646019260.4354510728-0.1767381979-1.9947492276Mi-1 =0.000826973400000000.000165869500000000.000549345300000000.000169536600000000.000129965800000000.000320212400000000.00013335520.00010.0001-0.0001M-1*(c-c)' =0.00020.0001-0.0001-0.0003Resultados finalesw1 =1.1871w2 =0.2128(c-c)'Mi-1(c-c)=0.0008610571Funcin Objetivo Parcial (hoja)


Malla 28CIRCUITO DE MOLIENDA DE YAULIYACUAPLICACIONES EN COMPUTADORA Y CONTROL DE PROCESOSAJUSTES EN COMPUTADORA DE BALANCES METALURGICOS(Por: Mauro Dueas Charaja)En el siguiente diagrama de flujo calcular lo siguiente:(1) los valores de w1 y w2(2) los valores ajustados de lo flujosDescarga 9x12Descarga 12x13Underflow C-1Overflow C-1Descarga 8x6Underflow C-2Overflow C-2Malla%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)3/4"100.00100.00100.00100.00100.00100.00100.001/2"100.00100.00100.00100.00100.00100.00100.003/8"100.00100.00100.00100.00100.00100.00100.00686.6698.9786.50100.00100.0098.48100.001462.6096.0466.3196.5698.7087.96100.002846.3689.8652.9490.0996.1971.5597.504834.7777.6542.6776.8087.7255.8886.606529.6467.8336.3967.6977.9846.1777.2910025.3858.2631.4658.3267.0137.5267.0015021.9449.5427.3749.6656.2331.5654.9520018.6341.8823.1841.7047.7726.4247.2327016.3635.3019.7234.4440.4823.3138.4632514.7030.3216.3730.9036.7922.1730.1940013.2526.8714.4026.1130.9819.6027.50-4000.000.000.000.000.000.000.00No. FlujoNombre142848651001502002703254001Decarga del R. Mill62.6046.3634.7729.6425.3821.9418.6316.3614.7013.252Descarga del 12x1396.0489.8677.6567.8358.2649.5441.8835.3030.3226.873Underflow Cicln 166.3152.9442.6736.3931.4627.3723.1819.7216.3714.404Overflow Cicln 196.5690.0976.8067.6958.3249.6641.7034.4430.9026.115Descarga del 8x698.7096.1987.7277.9867.0156.2347.7740.4836.7930.986Underflow Cicln 287.9671.5555.8846.1737.5231.5626.4223.3122.1719.607Overflow Cicln 2100.0097.5086.6077.2967.0054.9547.2338.4630.1927.50No. FlujoNombre281Decarga del R. Mill46.362Descarga del 12x1389.863Underflow Cicln 152.944Overflow Cicln 190.095Descarga del 8x696.196Underflow Cicln 271.557Overflow Cicln 297.50Mtodo NodalDonde:Nmero de flujos =7J1=Nmero de unionesS1,S2,y S3 =SeparadoresF=Nmero de corrientes de alimentacinW1=Concentrado FinalW2=Concentrado ScavengerW3=Concentrado RougherNe(max)=Mximo nmero de ecuaciones del balanceNs(min)=Nmero mnimo de corrientes que pueden ser muestreadosNs=Nmero total de ecuacionesEcuacionesMolienda PrimariaMolienda SecundariaDatosw1 =1.187093911w2 =0.2127503422C1C2C3C4C5C6C71w1-w1-10000001w2-w2-111.187093911-1.187093911-100000010.2127503422-0.2127503422-1C120000000C220000000C320000000C420000000C520000000C620000000C722149.084933931100000008074.381243109600000002802.359903246600000008116.137711670900000009251.828066793300000005119.264725732500000009506.9165686297dci= -MiB'(BMiB')-1Bci101.1870939110-1.1870939110B' =-1100.21275034220-0.21275034220-1-2149.08493393110-9585.04880875203326.66437756210-MiB'=8116.1377116709-8116.13771167090-1968.329586863301089.125322033509506.91656862972149.084933931109585.0488087520-3326.66437756210MiB'=-8116.13771167098116.137711670901968.32958686330-1089.12532203350-9506.916568629725592.6387495964-8116.1377116709BMiB'=-8116.137711670918273.5288583229(BMiB')-1=0.00004547960.00002019960.00002019960.0000636956-0.0977395313-0.0434107447-0.4359242221-0.19361454730.15129537780.067197427-MiB'(BMiB')-1=0.2051756572-0.3530190514-0.0397595515-0.12537390010.02199994080.06937247210.19203630410.60554859130.0964071754Bci=-2.1721965329(7 x 3) * (3 x 1) = ( 7 x 1)C(e)C-MiB'(BMiB')-1Bci=0.0846.3646.440.3889.8690.24-0.1352.9452.810.7990.0990.880.2796.1996.45-0.1571.5571.40-1.3097.5096.21Funcin Objetivo0.0848738770.3785426255-0.13138005790.78660716490.2685036452-0.1485696912-1.29685687290.0848738770.3785426255-0.13138005790.78660716490.2685036452-0.1485696912-1.2968568729Mi-1 =0.000465314300000000.000123848500000000.000356842100000000.000123211300000000.000108086700000000.000195340600000000.00010518660.00000.0000-0.0000M-1*(c-c)' =0.00010.0000-0.0000-0.0001Resultados finalesw1 =1.1871w2 =0.2128(c-c)'Mi-1(c-c)=0.0002925061Funcin Objetivo Parcial (hoja)


Malla 14CIRCUITO DE MOLIENDA DE YAULIYACUAPLICACIONES EN COMPUTADORA Y CONTROL DE PROCESOSAJUSTES EN COMPUTADORA DE BALANCES METALURGICOS(Por: Mauro Dueas Charaja)En el siguiente diagrama de flujo calcular lo siguiente:(1) los valores de w1 y w2(2) los valores ajustados de lo flujosDescarga 9x12Descarga 12x13Underflow C-1Overflow C-1Descarga 8x6Underflow C-2Overflow C-2Malla%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)3/4"100.00100.00100.00100.00100.00100.00100.001/2"100.00100.00100.00100.00100.00100.00100.003/8"100.00100.00100.00100.00100.00100.00100.00686.6698.9786.50100.00100.0098.48100.001462.6096.0466.3196.5698.7087.96100.002846.3689.8652.9490.0996.1971.5597.504834.7777.6542.6776.8087.7255.8886.606529.6467.8336.3967.6977.9846.1777.2910025.3858.2631.4658.3267.0137.5267.0015021.9449.5427.3749.6656.2331.5654.9520018.6341.8823.1841.7047.7726.4247.2327016.3635.3019.7234.4440.4823.3138.4632514.7030.3216.3730.9036.7922.1730.1940013.2526.8714.4026.1130.9819.6027.50-4000.000.000.000.000.000.000.00No. FlujoNombre142848651001502002703254001Decarga del R. Mill62.6046.3634.7729.6425.3821.9418.6316.3614.7013.252Descarga del 12x1396.0489.8677.6567.8358.2649.5441.8835.3030.3226.873Underflow Cicln 166.3152.9442.6736.3931.4627.3723.1819.7216.3714.404Overflow Cicln 196.5690.0976.8067.6958.3249.6641.7034.4430.9026.115Descarga del 8x698.7096.1987.7277.9867.0156.2347.7740.4836.7930.986Underflow Cicln 287.9671.5555.8846.1737.5231.5626.4223.3122.1719.607Overflow Cicln 2100.0097.5086.6077.2967.0054.9547.2338.4630.1927.50No. FlujoNombre141Decarga del R. Mill62.602Descarga del 12x1396.043Underflow Cicln 166.314Overflow Cicln 196.565Descarga del 8x698.706Underflow Cicln 287.967Overflow Cicln 2100.00Mtodo NodalDonde:Nmero de flujos =7J1=Nmero de unionesS1,S2,y S3 =SeparadoresF=Nmero de corrientes de alimentacinW1=Concentrado FinalW2=Concentrado ScavengerW3=Concentrado RougherNe(max)=Mximo nmero de ecuaciones del balanceNs(min)=Nmero mnimo de corrientes que pueden ser muestreadosNs=Nmero total de ecuacionesEcuacionesMolienda PrimariaMolienda SecundariaDatosw1 =1.187093911w2 =0.2127503422C1C2C3C4C5C6C71w1-w1-10000001w2-w2-111.187093911-1.187093911-100000010.2127503422-0.2127503422-1C120000000C220000000C320000000C420000000C520000000C620000000C723918.936873842400000009224.218029857900000004396.848470624200000009324.535160679400000009742.510017255700000007736.8437041137000000010000dci= -MiB'(BMiB')-1Bci101.1870939110-1.1870939110B' =-1100.21275034220-0.21275034220-1-3918.93687384240-10950.013056939705219.47204704810-MiB'=9324.5351606794-9324.53516067940-2072.722339718401646.01614532840100003918.9368738424010950.01305693970-5219.47204704810MiB'=-9324.53516067949324.535160679402072.72233971840-1646.01614532840-1000032438.1693453988-9324.5351606794BMiB'=-9324.535160679420115.6980457958(BMiB')-1=0.00003556720.0000164870.0000164870.0000573549-0.139385444-0.0646114527-0.3894608361-0.1805326990.1856417830.0860533564-MiB'(BMiB')-1=0.1779137386-0.3810741358-0.0341729417-0.11888074330.02713784320.09440706030.16486984820.5735488111.334897665Bci=-1.1504022785(7 x 3) * (3 x 1) = ( 7 x 1)C(e)C-MiB'(BMiB')-1Bci=-0.1162.6062.49-0.3196.0495.730.1566.3166.460.6896.5697.240.0998.7098.80-0.0787.9687.89-0.44100.0099.56Funcin Objetivo-0.1117361413-0.31220513250.14881680540.67588518840.0911432979-0.0723798538-0.4397274836-0.1117361413-0.31220513250.14881680540.67588518840.0911432979-0.0723798538-0.4397274836Mi-1 =0.000255171200000000.000108410300000000.000227435600000000.00010724400000000.00010264300000000.000129251700000000.0001-0.0000-0.00000.0000M-1*(c-c)' =0.00010.0000-0.0000-0.0000Resultados finalesw1 =1.1871w2 =0.2128(c-c)'Mi-1(c-c)=0.0000886468Funcin Objetivo Parcial (hoja)Balance del ZnSumatoria total=0.0178811663Celda Objetivo total

1S2J1J223456RODMILL9' x 12'BALLMILL8' x 6'BALLMILL12' x 13'a Flot BulkFeedC1C2w1C3w1w1C4w2C5w2C6w2C7MM7Cargas circulantes de mo-lienda primaria y secundaria

Balance_ComprobBALANCE DE COMPROBACIN DE LOS MTODOSDatos obtenidos del balance del Mtodo computacionalw1=1.1871.149mnimos cuadrados (Lagrange)w2=0.2130.278Valores ExperimentalesNo. FlujoNombrePesos142848651001502002703254001Decarga del R. Mill62.6046.3634.7729.6425.3821.9418.6316.3614.7013.252Descarga del 12x1396.0489.8677.6567.8358.2649.5441.8835.3030.3226.873Underflow Cicln 166.3152.9442.6736.3931.4627.3723.1819.7216.3714.404Overflow Cicln 196.5690.0976.8067.6958.3249.6641.7034.4430.9026.115Descarga del 8x698.7096.1987.7277.9867.0156.2347.7740.4836.7930.986Underflow Cicln 287.9671.5555.8846.1737.5231.5626.4223.3122.1719.607Overflow Cicln 2100.0097.5086.6077.2967.0054.9547.2338.4630.1927.50Valores CaculadosNo. FlujoNombrePesos142848651001502002703254001Decarga del R. Mill1.00062.4946.4434.9129.7825.5322.0518.7316.3414.5013.022Descarga del 12x131.18795.7390.2478.4668.7159.2450.1942.4735.1829.3025.763Underflow Cicln 11.18766.4652.8142.4236.1331.1827.1723.0019.7616.6714.724Overflow Cicln 11.00097.2490.8877.7068.4558.8449.3741.8334.6529.4826.125Descarga del 8x60.21398.8096.4588.1578.4067.3956.2947.9440.5236.1030.726Underflow Cicln 20.21387.8971.4055.7146.0237.4031.5426.3723.3022.4219.707Overflow Cicln 21.00099.5696.2184.6075.3465.2254.6446.4238.3132.3928.47En primer ciclonAlimento al cicln176.131153.562128.053111.34595.85481.62469.14058.10449.27443.593Productos del cicln176.131153.562128.053111.34595.85481.62469.14058.10449.27443.593En segundo ciclonAlimento al cicln118.258111.39796.45285.13073.17861.34652.03443.27237.16532.658Productos del cicln118.258111.39796.45285.13073.17861.34652.03443.27237.16532.658Valores experimentalesValores CalculadosDescarga 9x12Descarga 12x13Underflow C-1Overflow C-1Descarga 8x6Underflow C-2Overflow C-2Descarga 9x12Descarga 12x13Underflow C-1Overflow C-1Descarga 8x6Underflow C-2Overflow C-2Malla%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)Malla%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)3/4"100.00100.00100.00100.00100.00100.00100.003/4"100.00100.00100.00100.00100.00100.00100.001/2"100.00100.00100.00100.00100.00100.00100.001/2"100.00100.00100.00100.00100.00100.00100.003/8"100.00100.00100.00100.00100.00100.00100.003/8"100.00100.00100.00100.00100.00100.00100.00686.6698.9786.50100.00100.0098.48100.006.00100.00100.00100.00100.00100.00100.00100.001462.6096.0466.3196.5698.7087.96100.0014.0062.4995.7366.4697.2498.8087.8999.562846.3689.8652.9490.0996.1971.5597.5028.0046.4490.2452.8190.8896.4571.4096.214834.7777.6542.6776.8087.7255.8886.6048.0034.9178.4642.4277.7088.1555.7184.606529.6467.8336.3967.6977.9846.1777.2965.0029.7868.7136.1368.4578.4046.0275.3410025.3858.2631.4658.3267.0137.5267.00100.0025.5359.2431.1858.8467.3937.4065.2215021.9449.5427.3749.6656.2331.5654.95150.0022.0550.1927.1749.3756.2931.5454.6420018.6341.8823.1841.7047.7726.4247.23200.0018.7342.4723.0041.8347.9426.3746.4227016.3635.3019.7234.4440.4823.3138.46270.0016.3435.1819.7634.6540.5223.3038.3132514.7030.3216.3730.9036.7922.1730.19325.0014.5029.3016.6729.4836.1022.4232.3940013.2526.8714.4026.1130.9819.6027.50400.0013.0225.7614.7226.1230.7219.7028.47-4000.000.000.000.000.000.000.00-400.000.00.00.00.00.00.00.0Descarga 9x12Descarga 12x13Underflow C-1Overflow C-1Descarga 8x6Underflow C-2Overflow C-2Malla%Parcial%Parcial%Parcial%Parcial%Parcial%Parcial%Parcial3/4"0.000.000.000.000.000.000.001/2"0.000.000.000.000.000.000.003/8"0.000.000.000.000.000.000.00613.341.0313.500.000.001.520.001424.062.9320.193.441.3010.520.002816.246.1913.376.472.5216.412.504811.5812.2110.2713.298.4715.6710.91655.139.826.289.119.749.719.301004.269.574.929.3710.978.6510.291503.448.714.108.6610.785.9512.052003.317.674.187.968.465.147.712702.276.573.467.267.283.118.773251.664.993.353.543.691.148.274001.453.451.984.795.822.572.69-40013.2526.8714.4026.1130.9819.6027.5037.403.9633.693.441.3012.040.00Valores CalculadosDescarga 9x12Descarga 12x13Underflow C-1Overflow C-1Descarga 8x6Underflow C-2Overflow C-2Malla%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)%Acum(-)3/4"100.00100.00100.00100.00100.00100.00100.001/2"100.00100.00100.00100.00100.00100.00100.003/8"100.00100.00100.00100.00100.00100.00100.006100.00100.00100.00100.00100.00100.00100.001462.4995.7366.4697.2498.8087.8999.561.1870939112846.4490.2452.8190.8896.4571.4096.211.1870939114834.9178.4642.4277.7088.1555.7184.601.1870939116529.7868.7136.1368.4578.4046.0275.341.18709391110025.5359.2431.1858.8467.3937.4065.221.18709391115022.0550.1927.1749.3756.2931.5454.641.18709391120018.7342.4723.0041.8347.9426.3746.421.18709391127016.3435.1819.7634.6540.5223.3038.311.18709391132514.5029.3016.6729.4836.1022.4232.391.18709391140013.0225.7614.7226.1230.7219.7028.471.187093911-4000.000.000.000.000.000.000.000Descarga 9x12Descarga 12x13Underflow C-1Overflow C-1Descarga 8x6Underflow C-2Overflow C-2Malla%Parcial%Parcial%Parcial%Parcial%Parcial%Parcial%Parcial3/4"0.000.000.000.000.000.000.001/2"0.000.000.000.000.000.000.003/8"0.000.000.000.000.000.000.00613.381.1113.440.000.001.530.001424.133.1620.102.761.2010.580.442816.055.4913.656.362.3416.493.354811.5311.7710.3913.188.3015.6911.61655.139.756.289.259.759.699.261004.259.474.969.6111.028.6210.121503.499.054.019.4711.095.8610.592003.327.724.177.548.355.178.212702.397.283.257.187.433.078.113251.845.893.095.174.420.885.924001.483.541.953.365.382.723.93-40013.0225.7614.7226.1230.7219.7028.47100.00100.00100.00100.00100.00100.00100.0037.514.2733.542.761.2012.110.44

MBD0000602A.unknown

MBD0000C39E.unknown

MBD0001A819.unknown

MBD0001A820.unknown

MBD0001A822.unknown

MBD000516E3.unknown

MBD0001A821.unknown

MBD0001A81B.unknown

MBD0001A81C.unknown

MBD0001A81A.unknown

MBD0000C3A4.unknown

MBD0001A817.unknown

MBD0001A818.unknown

MBD0000C3A5.unknown

MBD0000C3A2.unknown

MBD0000C3A3.unknown

MBD0000C39F.unknown

MBD00006996.unknown

MBD000078F9.unknown

MBD0000847C.unknown

MBD0000C399.unknown

MBD0000C39C.unknown

MBD0000C39D.unknown

MBD0000C39B.unknown

MBD0000847E.unknown

MBD0000847F.unknown

MBD0000847D.unknown

MBD00008478.unknown

MBD0000847A.unknown

MBD0000847B.unknown

MBD00008479.unknown

MBD000078FB.unknown

MBD00008476.unknown

MBD00008477.unknown

MBD000078FC.unknown

MBD000078FA.unknown

MBD000078F5.unknown

MBD000078F7.unknown

MBD000078F8.unknown

MBD000078F6.unknown

MBD00006998.unknown

MBD000078F3.unknown

MBD000078F4.unknown

MBD00006999.unknown

MBD00006997.unknown

MBD00006992.unknown

MBD00006994.unknown

MBD00006995.unknown

MBD00006993.unknown

MBD0000602C.unknown

MBD00006990.unknown

MBD00006991.unknown

MBD0000602D.unknown

MBD0000602B.unknown

MBD0000478F.unknown

MBD0000559C.unknown

MBD00006026.unknown

MBD00006028.unknown

MBD00006029.unknown

MBD00006027.unknown

MBD0000559E.unknown

MBD00006024.unknown

MBD00006025.unknown

MBD0000559F.unknown

MBD0000559D.unknown

MBD00005598.unknown

MBD0000559A.unknown

MBD0000559B.unknown

MBD00005599.unknown

MBD00005596.unknown

MBD00005597.unknown

MBD00004790.unknown

MBD00003BAD.unknown

MBD0000478B.unknown

MBD0000478D.unknown

MBD0000478E.unknown

MBD0000478C.unknown

MBD00003BAF.unknown

MBD00004789.unknown

MBD0000478A.unknown

MBD00004786.unknown

MBD00004788.unknown

MBD00003BB0.unknown

MBD00003BAE.unknown

MBD00002D92.unknown

MBD00003BA9.unknown

MBD00003BAB.unknown

MBD00003BAC.unknown

MBD00003BAA.unknown

MBD00002D94.unknown

MBD00003BA7.unknown

MBD00003BA8.unknown

MBD00002D95.unknown

MBD00002D93.unknown

MBD00002D8E.unknown

MBD00002D90.unknown

MBD00002D91.unknown

MBD00002D8F.unknown

MBD00002D8C.unknown

MBD00002D8D.unknown

Documents

Ajustes de Balances Metalúrgicos - Circuito Molienda