This file was generated by AnalyzeEverything (www.norrsken-data-teknik.com)

The Original Data Tables:

delta p	Q Punkt
0	0.87
0	0.64
0	0.67
0	0.98
0	0.82
0	0.64
0	1.05
0	0.65
0	16.17
3	93.84
6	100.58
6	93.8
5	89.38
5	82.52
4	78.72
4	77.6
4	76.65
4	73.91
3	72.33
3	69.35
3	66.57
3	65.36
3	64.79
2	62.96
2	62.92
2	62.48
2	59.41
2	56.59
2	53.08
2	52.25
2	53.41
2	53.69
2	54.83
2	55.91
2	56.52
2	55.86
2	54.89
2	53.82
2	53.23
2	53.69
2	53.81
2	52.58
2	51.92
2	50.61
2	51.13
2	51.06
1	50.38
1	64.73
4	91.63
5	92.37
5	91.62
5	92.39
5	92.4
5	90.7
5	89.19
5	89.36
4	88.27
4	86.54
4	87.45
4	86.55
4	87
4	85.04
4	81.38
6	113.74
8	123.92
8	122.9
8	122.81
8	123.13
8	120.18
8	118.05
8	116.21
8	115.25
8	114.59
7	115.57
7	115.21
7	114.58
7	115.76
9	137.55
10	140.24
10	141.19
10	141.04
10	140.92
10	141.44
11	142.35
11	139.16
10	136.83
10	135.43
10	133.91
10	133.78
10	135.31
10	135.64
10	134.42
10	132.59
10	144.54
12	155.65
12	156.17
13	156.23
13	156.27
13	155.74
13	154.79
13	155.44
13	156.34
13	156.29
13	155
13	155.14
13	154.91
13	154.39
12	154.08
14	171.88
15	177.12
16	173.8
15	170.11
15	169.28
15	168.23
15	167.94
15	168.91
15	169.76
15	168.74
15	167.77
15	168.09
15	169.15
15	170.45
15	171.48
15	169.98
15	170.47
15	168.56
15	166.57
14	166.23
14	165.83
14	164.3
15	180.46
17	188.23
17	185.42
17	184.34
17	185.02
17	184.31
17	184.89
17	184.93
17	185.1
17	183.86
17	183.07
17	182.05
17	182.69
17	182.8
22	226.23
26	237.75
27	237.84
27	235.97
27	234.53
27	232.75
26	232.38
26	231.27
26	228.56
26	226.13
25	224.51
25	224.01
25	222.93
25	222.5
25	222.1
24	219.44
24	217.89
24	230.85
32	267.7
34	272
34	270.35
34	268.99
34	268.15
34	266.47
34	266.41
33	265.49
33	266.97
33	267.17
33	268.49
33	267.16
33	265.78
33	266.46
33	264
33	262.14
40	313.73
46	327.33
47	323.8
47	321.6
46	319.91
46	317.81
45	316.07
45	316.04
45	317.81
45	318.41
45	318.18
45	319.23
45	318.25
45	318.07
45	318.81
45	319.05
45	320.02
49	348.9
54	356.6
54	356.6
54	352.39
53	346.77
52	345.01
51	345.3
51	343.6
51	342.66
51	344.14
51	343.63
51	340.77
51	341.23
56	375.61
63	392.91
64	397.16
65	398.86
66	398.44
66	396.83
65	394.78
65	393.27
65	390.96
64	387.48
63	384.2
62	380.91
61	380.39
61	378.6
60	377.48
60	378.49
72	434.03
80	448.98
81	451.52
82	455.04
83	457.65
84	458.43
84	458.29
84	458.14
84	457.71
84	456.13
83	455.31
83	453.39
82	452.51
82	451.03
82	449.04
81	449.19
81	445.31
80	449.36
87	481.74
95	497.03
97	498.94
97	498.44
97	498.86
98	501.5
99	504.99
100	503.72
100	505.23
100	506.53
100	504.55

The Analyzing Results:

The function delta p = f ( Q Punkt ) has been found by a polynomial regression of 2. degree

The function is:

f: delta p =
   +3.03E-4 (Q Punkt)²
   +0.04797 (Q Punkt)
   -1.7185

The means

of the input data are:

Mean-value: mu_{delta p}=28.332

(standard deviation: sigma_{delta p}=27.991),

Mean-arg: mu_{Q Punkt}=215.34

(standard deviation: sigma_{Q Punkt}=136.77).

The quality

of the regression is measured by the relative deviation
('0' is 0% value deviation == 100% fit)

rel. dev.=0.2105
(that is bad)

Image: example_pQ_0p.jpg

Image: example_pQ_0f.jpg

Image: example_pQ_0a.jpg