Distribution analysis of electricity measurement
Frequency of data saving: 200 ms
1) Value: avg.U1[V]
Legend of histogram Proportion legend
Best interval for averaging (based on seconds): 9,29±0,274 s Best interval for averaging (based on file): 1,858±0,055 s
Comparison of proportion results (Value: avg.U1[V])
Comparison of distributions
A) Normal Distribution (Value: avg.U1[V])
B) LogNormal Distribution (Value: avg.U1[V])
C) Cauchy Distribution (Value: avg.U1[V])
2) Value: avg.U2[V]
Best interval for averaging (based on seconds): 8,219±0,42 s Best interval for averaging (based on file): 1,644±0,084 s
Legend of histogram Proportion legend
Comparison of proportion results (Value: avg.U2[V])
Comparison of distributions
A) Normal Distribution (Value: avg.U2[V])
B) LogNormal Distribution (Value: avg.U2[V])
C) Cauchy Distribution (Value: avg.U2[V])
3) Value: avg.U3[V]
Best interval for averaging (based on seconds): 7,571±0,488 s Best interval for averaging (based on file): 1,514±0,098 s
Legend of histogram Proportion legend
Comparison of proportion results (Value: avg.U3[V])
Comparison of distributions
A) Normal Distribution (Value: avg.U3[V])
B) LogNormal Distribution (Value: avg.U3[V])
C) Cauchy Distribution (Value: avg.U3[V])
4) Value: avg.U12[V]
Best interval for averaging (based on seconds): 11,527±0,832 s Best interval for averaging (based on file): 2,305±0,166 s
Legend of histogram Proportion legend
Comparison of proportion results (Value: avg.U12[V])
Comparison of distributions
A) Normal Distribution (Value: avg.U12[V])
B) LogNormal Distribution (Value: avg.U12[V])
C) Cauchy Distribution (Value: avg.U12[V])
5) Value: avg.U23[V]
Best interval for averaging (based on seconds): 9,475±0,605 s Best interval for averaging (based on file): 1,895±0,121 s
Legend of histogram Proportion legend
Comparison of proportion results (Value: avg.U23[V])
Comparison of distributions
A) Normal Distribution (Value: avg.U23[V])
B) LogNormal Distribution (Value: avg.U23[V])
C) Cauchy Distribution (Value: avg.U23[V])
6) Value: avg.U31[V]
Best interval for averaging (based on seconds): 13,943±1,339 s Best interval for averaging (based on file): 2,789±0,268 s
Legend of histogram Proportion legend
Comparison of proportion results (Value: avg.U31[V])
Comparison of distributions
A) Normal Distribution (Value: avg.U31[V])
B) LogNormal Distribution (Value: avg.U31[V])
C) Cauchy Distribution (Value: avg.U31[V])
7) Value: avg.f[Hz]
Best interval for averaging (based on seconds): 15,738±0,673 s Best interval for averaging (based on file): 3,148±0,135 s
Legend of histogram Proportion legend
Comparison of proportion results (Value: avg.f[Hz])
Comparison of distributions
A) Normal Distribution (Value: avg.f[Hz])
B) LogNormal Distribution (Value: avg.f[Hz])
C) Cauchy Distribution (Value: avg.f[Hz])
Comparison of results:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
Comparison of graphs between values:
1) Normal Distribution:
A) Proportion_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
B) Shapiro-Wilk P value_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
C) Shapiro-Wilk Statistic_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
D) KS P value_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
E) KS Statistic_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
F) STD_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
G) Entropy_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
H) Kurtosis_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
I) Mean_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
J) Median_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
K) Mode_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
L) Variance_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
M) Quartiles Lenght_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
N) Quartiles Max_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
O) Quartiles Min_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
2) LogNormal Distribution:
A) Proportion_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
B) P value_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
C) Entropy_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
D) Mean_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
E) Median_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
F) Mode_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
G) Variance_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
H) Quartiles Lenght_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
I) Quartiles Max_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
J) Quartiles Min_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
K) Shape_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
L) Shape2_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
M) Location_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
3) Cauchy Distribution:
A) Proportion_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
B) P value_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
C) Entropy_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
D) Median_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
E) Mode_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
F) Quartiles Lenght_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
G) Quartiles Max_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
H) Quartiles Min_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
I) Scale_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
J) Location_RANDOM:
avg.U1[V] avg.U2[V]
avg.U3[V] avg.U12[V]
avg.U23[V] avg.U31[V]
avg.f[Hz]
