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Re: Having some trouble with plot and solve
*To*: mathgroup at smc.vnet.net
*Subject*: [mg115529] Re: Having some trouble with plot and solve
*From*: Alexei Boulbitch <alexei.boulbitch at iee.lu>
*Date*: Thu, 13 Jan 2011 03:29:51 -0500 (EST)
Hi,
you may go the following way. Copy the code below to the Input cell of your notebook and execute it.
Epsilon is the value you are looking for.
data = {{0, .005}, {100, .00465}, {200, .00432}, {400, .00374}, {600, \
.00323}, {900, .00260}, {1200, .00209}, {1500, .00168}};
(* Here the data is logarithmed and the new list contains the pairs (t, Log[c]): *)
Clear[g];
g[{x_, y_}] := {x, Log[y]};
dataLog = Map[g, data]
(* Here we fit the logarithmed data *)
ftLog = Fit[dataLog, {1, t}, t]
\[Epsilon] = Abs[ftLog[[2, 1]]]
(* The following 3 operations are only to visualize the result and get roughly an impression,
if the fit we have found indeed fits. *)
lstLogPl =
ListPlot[dataLog, PlotStyle -> Red,
AxesLabel -> {Style["t", 16, Italic], Style["ln(c)", 16, Italic]}];
ftLogPl = Plot[ftLog, {t, 0, 1500}];
Show[{lstLogPl, ftLogPl}]
Have fun, Alexei
Hi i am new to mathematica, i have tried to combine this simple
problem of showing a Reaction speed but i cannot plot the tangent line
on a plot, and i don't seem to be able to have my regression in the
same notebook
data = {{0, .005}, {100, .00465}, {200, .00432}, {400, .00374}, {600,
\
.00323}, {900, .00260}, {1200, .00209}, {1500, .00168}};
N2O5 = Exp[Fit[data /. {x_, y_} -> {x, Log[y]}, {1, x}, x]] //
Simplify (*not in same notebook as the rest*)
f[x_] := 0.00499929 E^(-0.000726892 x) (*this works*)
g=B4[x_] := -3.63394*10^-6 E^(-0.000726892 x) (*this works*)
Plot[0.00499929 E^(-0.000726892 b), {b, 0, 4000},
PlotRange -> {0, .006}](*this works*)
Show[Plot[0.00499929 E^(-0.000726892 x), {x, -1000, 4000}],
ListPlot[data, PlotRange -> {0, .006}, PlotStyle -> {Red}]] (*this
works*)
Manipulate[
Solve[g=B4[x0]*{x - x0} + f[x0] == y], {x0, 0, 1500, 1, Appearance ->
"Labeled"}] (*this works*)
But i cannot combine it together, not even this small thing
Manipulate[
Plot[y /. Solve[g\.b4[x0]*{x - x0} + f[x0] == y], {x0, 0, 1500, 1,
Appearance -> "Labeled"}], {x, 0, 4000}, PlotRange -> {0, .006}]
Please help me, thanks
--
Alexei Boulbitch, Dr. habil.
Senior Scientist
Material Development
IEE S.A.
ZAE Weiergewan
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e-mail: alexei.boulbitch at iee.lu
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