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- DataFit 1.1b data file. [2]
- 50
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- *
- i
- *
- ln(2+3*i+4*i^2) + normal(0.2)
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- ***∙∙∙
- ln(a+b*x+c*x^2) ;ln(parabola)
- x
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- 100
- 1000
- 1e-6
- *
- 1e6
- ***∙∙∙
- x
- 1
- y
- 0
- z
- 0
- x1
- 0
- y1
- 0
- z1
- 0
- 2
- 3
-
- 4
- x
- 0.2
- 5
-
- 0
- *
- a
- 0
- *
- b
- 0
- *
- c
- 0
-
- d
- 0
-
- e
- 0
-
- f
- 0
-
- g
- 0
-
- h
- 0
-
- i
- 0
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- j
- 0
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- k
- 0
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- l
- 0
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- m
- 0
-
- n
- 0
-
- o
- 0
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- p
- 0
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- q
- 0
-
- r
- 0
-
- s
- 0
-
- t
- 0
- ***∙∙∙
- 78
- 5
- *
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- *
- *
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- datafit1.out
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- 4
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- 12
- x
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- x
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- DEMO5.FIT - DataFit demo file. Illustration of the dangers of
- using transformations to linearise highly non-linear
- functions. Solve with Linear, then Levenberg/Marquadt.
- Compare Monte Carlo results and the graphs of the fits.
- ***∙∙∙
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- x
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- datafit1.grf
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- x
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- ***∙∙∙
- 2
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- "Fitted function: y = ~f"
- "x"
- "y"
- 6
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- 8
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- 0
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- *
- 12
- 12
- 2
- 8
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-
- 5e-2
- 6
- 4
- 1
- 1
- 0
- 0
- 0
- 50
- 10
- 0
- 10
- 2
- 5
- 5
- 2
- 2
-
-
- *
-
- *
-
-
-
- *
- *
- 0.2
- 0.2
- 1.2
- 3
-
- 10
- "a = ",a
- "b = ",b
- "c = ",c
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- ***∙∙∙
-
- "Y-data"
- "Y-fitted"
- 6
-
- 8
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- 0
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- *
- 12
- 12
- 2
- 8
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-
- 5e-2
- 6
- 4
- 1
- 1
- 0
- 0
- 0
- 10
- 10
- 0
- 2
- 2
- 5
- 5
- 2
- 2
-
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- *
-
- *
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-
-
- *
- *
- 0.2
- 0.2
- 1.2
- 3
-
- 10
- "a = ",a
- "b = ",b
- "c = ",c
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- ***∙∙∙
- "Residuals vs Y-data for f(x) = ~f"
- Y-data
- Residuals
- 6
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- 8
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- 0
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- *
- 12
- 12
- 2
- 6
- *
-
- 5e-2
- 6
- 4
- 1
- 1
- 2
- -1
- 0
- 10
- 1
- 0
- 2
- 0.5
- 5
- 5
- 2
- 2
-
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- *
-
-
-
-
- *
- 0.2
- 0.2
- 3
- 3
-
- 12
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- ***∙∙∙
- 9
- ln(a+b*x+c*x^2) ;ln(parabola)
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- 200 6 50
- 1 2.325511075 2.404686413 7.917533807e-2 2.477106829 0
- 2 3.176314635 3.182858014 6.54337906e-3 3.597002604 0
- 3 4.361650571 3.805946597 -5.557039743e-1 4.558034344 0
- 4 4.282842774 4.299074449 1.623167518e-2 4.172865266 0
- 5 4.481290905 4.701452855 2.201619501e-1 5.013256031 0
- 6 5.034863248 5.039508015 4.644767313e-3 4.739075936 0
- 7 4.928018679 5.330264796 4.022461168e-1 5.065451347 0
- 8 5.551508879 5.585009642 3.350076255e-2 5.453649564 0
- 9 5.584069784 5.811514141 2.27444357e-1 5.550749131 0
- 1e1 5.732291165 6.015322801 2.830316361e-1 5.665829112 0
- 1.1e1 6.3223906 6.200515369 -1.218752311e-1 6.286648997 0
- 1.2e1 6.513722542 6.370174319 -1.435482233e-1 6.230233338 0
- 1.3e1 6.668444316 6.526682021 -1.417622948e-1 6.370332499 0
- 1.4e1 6.647574611 6.67191602 2.434140891e-2 6.722007206 0
- 1.5e1 6.840148183 6.807381224 -3.276695879e-2 6.966470044 0
- 1.6e1 7.032253413 6.93430179 -9.795162299e-2 7.372736189 0
- 1.7e1 7.232961456 7.053686493 -1.792749631e-1 7.370530032 0
- 1.8e1 7.268500661 7.166376217 -1.021244439e-1 7.51900784 0
- 1.9e1 7.156909926 7.273079099 1.161691729e-1 7.024619346 0
- 2e1 7.322222926 7.374396967 5.21740414e-2 7.383958467 0
- 2.1e1 7.45688341 7.470845538 1.39621282e-2 7.332027411 0
- 2.2e1 7.652202997 7.562870045 -8.933295215e-2 7.71052021 0
- 2.3e1 7.879985803 7.650857487 -2.291283156e-1 7.668425264 0
- 2.4e1 7.455322901 7.735146338 2.798234368e-1 7.542780508 0
- 2.5e1 7.439995588 7.81603431 3.760387219e-1 7.664852485 0
- 2.6e1 8.111345048 7.893784636 -2.175604118e-1 8.139086083 0
- 2.7e1 7.619454514 7.968631185 3.491766711e-1 7.433993399 0
- 2.8e1 8.078398058 8.040782663 -3.761539464e-2 7.891010023 0
- 2.9e1 7.799325574 8.110426095 3.111005208e-1 8.001466111 0
- 3e1 8.173958551 8.177729718 3.771167478e-3 8.566447318 0
- 3.1e1 8.273981156 8.242845419 -3.113573676e-2 8.437122207 0
- 3.2e1 8.146198523 8.305910778 1.597122549e-1 8.16059705 0
- 3.3e1 8.307643015 8.36705081 5.940779537e-2 8.217634771 0
- 3.4e1 8.33647489 8.426379451 8.99045607e-2 8.685724243 0
- 3.5e1 8.336968798 8.484000822 1.470320237e-1 8.213101435 0
- 3.6e1 8.696140079 8.540010329 -1.561297502e-1 8.511024538 0
- 3.7e1 8.565219018 8.594495606 2.927658786e-2 8.574360234 0
- 3.8e1 8.48038099 8.647537336 1.671563458e-1 8.23395226 0
- 3.9e1 8.92902547 8.699209967 -2.298155034e-1 8.615306819 0
- 4e1 8.968773613 8.749582337 -2.191912765e-1 8.759966916 0
- 4.1e1 9.148985044 8.798718224 -3.502668202e-1 8.936603905 0
- 4.2e1 8.911512405 8.84667683 -6.483557498e-2 9.257392078 0
- 4.3e1 8.678623245 8.893513208 2.148899627e-1 8.622134293 0
- 4.4e1 8.835300712 8.939278639 1.039779268e-1 8.583249755 0
- 4.5e1 9.284560439 8.984020971 -3.00539468e-1 8.754077715 0
- 4.6e1 9.275178727 9.027784918 -2.473938094e-1 9.307919701 0
- 4.7e1 9.27710348 9.070612325 -2.064911548e-1 9.351408216 0
- 4.8e1 9.017154688 9.112542413 9.538772532e-2 8.864438721 0
- 4.9e1 9.198755178 9.15361199 -4.514318787e-2 9.198149142 0
- 5e1 9.260551014 9.193855646 -6.669536843e-2 9.172741304 0
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