(*EnestenotebookhacemoselhistogramadelIPRyleajustamosunadistribuciondeprobabilidad*)
SetDirectory[NotebookDirectory[]];
(***********************************************************************************************)​​iproc3Er=Flatten[Import["IPR_octa_3Er.csv"]];​​iproc4Er=Flatten[Import["IPR_octa_4Er.csv"]];​​iproc5Er=Flatten[Import["IPR_octa_5Er.csv"]];​​iproc6Er=Flatten[Import["IPR_octa_6Er.csv"]];​​iproc7Er=Flatten[Import["IPR_octa_7Er.csv"]];​​iproc8Er=Flatten[Import["IPR_octa_8Er.csv"]];​​iproc9Er=Flatten[Import["IPR_octa_9Er.csv"]];​​iproc10Er=Flatten[Import["IPR_octa_10Er.csv"]];​​iproc11Er=Flatten[Import["IPR_octa_11Er.csv"]];​​iproc12Er=Flatten[Import["IPR_octa_12Er.csv"]];​​iproc13Er=Flatten[Import["IPR_octa_13Er.csv"]];​​iproc14Er=Flatten[Import["IPR_octa_14Er.csv"]];​​iproc15Er=Flatten[Import["IPR_octa_15Er.csv"]];​​iproc16Er=Flatten[Import["IPR_octa_16Er.csv"]];​​iproc17Er=Flatten[Import["IPR_octa_17Er.csv"]];​​iproc18Er=Flatten[Import["IPR_octa_18Er.csv"]];​​iproc19Er=Flatten[Import["IPR_octa_19Er.csv"]];​​iproc20Er=Flatten[Import["IPR_octa_20Er.csv"]];​​​​​​
(*buscamosladistribucionanuestrosdatos*)
res3=FindDistributionParameters[iproc3Er,NormalDistribution[μ,σ],WorkingPrecision20]​​res4=FindDistributionParameters[iproc4Er,NormalDistribution[μ,σ],WorkingPrecision20]​​res5=FindDistributionParameters[iproc5Er,NormalDistribution[μ,σ],WorkingPrecision20]​​res6=FindDistributionParameters[iproc6Er,NormalDistribution[μ,σ],WorkingPrecision20]​​res7=FindDistributionParameters[iproc7Er,NormalDistribution[μ,σ],WorkingPrecision20]
{μ7.94107×
-8
10
,σ4.5138×
-8
10
}
{μ7.95925×
-8
10
,σ4.5038×
-8
10
}
{μ8.09678×
-8
10
,σ4.58923×
-8
10
}
{μ8.25883×
-8
10
,σ4.74587×
-8
10
}
{μ8.44308×
-8
10
,σ4.95685×
-8
10
}
res8=FindDistributionParameters[iproc8Er,NormalDistribution[μ,σ],WorkingPrecision20]​​res9=FindDistributionParameters[iproc9Er,NormalDistribution[μ,σ],WorkingPrecision20]​​res10=FindDistributionParameters[iproc10Er,NormalDistribution[μ,σ],WorkingPrecision20]​​res11=FindDistributionParameters[iproc11Er,NormalDistribution[μ,σ],WorkingPrecision20]​​res12=FindDistributionParameters[iproc12Er,NormalDistribution[μ,σ],WorkingPrecision20]
{μ8.7062×
-8
10
,σ5.36149×
-8
10
}
{μ9.01641×
-8
10
,σ5.99658×
-8
10
}
{μ9.4455×
-8
10
,σ7.09963×
-8
10
}
{μ1.00732×
-7
10
,σ9.13748×
-8
10
}
{μ1.11139×
-7
10
,σ1.29625×
-7
10
}
res13=FindDistributionParameters[iproc13Er,NormalDistribution[μ,σ],WorkingPrecision20]​​res14=FindDistributionParameters[iproc14Er,NormalDistribution[μ,σ],WorkingPrecision20]​​res15=FindDistributionParameters[iproc15Er,NormalDistribution[μ,σ],WorkingPrecision20]​​res16=FindDistributionParameters[iproc16Er,NormalDistribution[μ,σ],WorkingPrecision20]​​res17=FindDistributionParameters[iproc17Er,NormalDistribution[μ,σ],WorkingPrecision20]
{μ1.31013×
-7
10
,σ2.12383×
-7
10
}
{μ1.75864×
-7
10
,σ4.41135×
-7
10
}
{μ3.30857×
-7
10
,σ1.43105×
-6
10
}
{μ1.22901×
-6
10
,σ8.76404×
-6
10
}
{μ4.87855×
-6
10
,σ0.000047654}
res18=FindDistributionParameters[iproc18Er,NormalDistribution[μ,σ],WorkingPrecision20]​​res19=FindDistributionParameters[iproc19Er,NormalDistribution[μ,σ],WorkingPrecision20]​​res20=FindDistributionParameters[iproc20Er,NormalDistribution[μ,σ],WorkingPrecision20]
{μ9.92834×
-6
10
,σ0.000112431}
{μ0.0000140522,σ0.000170848}
{μ0.0000174199,σ0.000220682}
(******************************************************************************)
(*Graficamos*)
aj1=Show[Histogram[iproc3Er,40,"ProbabilityDensity"],Plot[1.5PDF[NormalDistribution[μ,σ]/.res3,x],{x,0,Max[iproc3Er]},PlotStyleRed]]
0.0
5.0×
-8
10
1.0×
-7
10
1.5×
-7
10
0.0
5.0×
6
10
1.0×
7
10
1.5×
7
10
2.0×
7
10
2.5×
7
10
aj2=Show[Histogram[iproc4Er,40,"ProbabilityDensity"],Plot[1.5PDF[NormalDistribution[μ,σ]/.res4,x],{x,0,Max[iproc4Er]},PlotStyleRed]]
0.0
5.0×
-8
10
1.0×
-7
10
1.5×
-7
10
0.0
5.0×
6
10
1.0×
7
10
1.5×
7
10
2.0×
7
10
aj3=Show[Histogram[iproc5Er,40,"ProbabilityDensity"],Plot[1.5PDF[NormalDistribution[μ,σ]/.res5,x],{x,0,Max[iproc5Er]},PlotStyleRed]]
0.0
5.0×
-8
10
1.0×
-7
10
1.5×
-7
10
0.0
5.0×
6
10
1.0×
7
10
1.5×
7
10
aj4=Show[Histogram[iproc6Er,40,"ProbabilityDensity"],Plot[1.5PDF[NormalDistribution[μ,σ]/.res6,x],{x,0,Max[iproc6Er]},PlotStyleRed]]
0.0
5.0×
-8
10
1.0×
-7
10
1.5×
-7
10
0.0
5.0×
6
10
1.0×
7
10
1.5×
7
10
aj5=Show[Histogram[iproc7Er,40,"ProbabilityDensity"],Plot[1.5PDF[NormalDistribution[μ,σ]/.res7,x],{x,0,Max[iproc7Er]},PlotStyleRed]]
0.0
5.0×
-8
10
1.0×
-7
10
1.5×
-7
10
0.0
5.0×
6
10
1.0×
7
10
1.5×
7
10