I have, for v and x this values:
V X
1.02 1788
1.10 2120
1.11 2232
1.30 2400
1.31 2494
1.32 2587
1.50 3014
1.51 3229
1.54 3563
1.60 3940
1.70 4540
1.80 5354
1.81 5746
1.83 5986
1.90 6591
1.92 7272
1.93 7444
1.94 7510
2.00 8237
2.01 8426
2.10 9181
2.16 10444
2.17 11729
2.20 12342
2.30 13778
2.35 15106
2.36 16093
2.40 17023
2.41 17362
2.42 18467
2.43 19024
2.50 23368
2.52 24267
2.53 25075
2.60 28392
2.70 30429
2.76 31347
2.80 32582
3.00 34641
3.01 35108
3.10 37233
3.15 38031
3.21 41486
3.30 42164
3.40 44261
3.41 45039
3.42 45831
3.50 46135
3.55 47516
3.56 48165
3.60 48686
3.61 49561
3.65 49764
3.66 50527
3.70 51968
3.72 52565
3.73 52870
3.74 53196
4.00 53642
4.10 54953
4.11 55054
4.20 57923
4.21 58071
I'm trying to recreate this formula (to know X using V) but the nearest i got was something like this:
X = V / V / ( ( V + 2.5 ) ^ 6 );
Can anyone try to understand this?
Just an example: Fit with a polynomial of degree 3