Iterated NDSolve. HELP.
- To: mathgroup at smc.vnet.net
- Subject: [mg57047] Iterated NDSolve. HELP.
- From: Chrisantha <ctf20 at sussex.ac.uk>
- Date: Thu, 12 May 2005 22:44:33 -0400 (EDT)
- References: <200505120632.CAA08891@smc.vnet.net>
- Sender: owner-wri-mathgroup at wolfram.com
> Dear All,
I need to detect an event in my system of dif. equations, and then
change one of the variables (in a manner which is not specified by the
dif. equations), and then re-run the dif equations with the new values.
How can I most easily do this?
Here is what I have so far.
(************** Content-type: application/mathematica **************
CreatedBy='Mathematica 5.1'
Mathematica-Compatible Notebook
This notebook can be used with any Mathematica-compatible
application, such as Mathematica, MathReader or Publicon. The data
for the notebook starts with the line containing stars above.
To get the notebook into a Mathematica-compatible application, do
one of the following:
* Save the data starting with the line of stars above into a file
with a name ending in .nb, then open the file inside the
application;
* Copy the data starting with the line of stars above to the
clipboard, then use the Paste menu command inside the application.
Data for notebooks contains only printable 7-bit ASCII and can be
sent directly in email or through ftp in text mode. Newlines can be
CR, LF or CRLF (Unix, Macintosh or MS-DOS style).
NOTE: If you modify the data for this notebook not in a Mathematica-
compatible application, you must delete the line below containing
the word CacheID, otherwise Mathematica-compatible applications may
try to use invalid cache data.
For more information on notebooks and Mathematica-compatible
applications, contact Wolfram Research:
web: http://www.wolfram.com
email: info at wolfram.com
phone: +1-217-398-0700 (U.S.)
Notebook reader applications are available free of charge from
Wolfram Research.
*******************************************************************)
(*CacheID: 232*)
(*NotebookFileLineBreakTest
NotebookFileLineBreakTest*)
(*NotebookOptionsPosition[ 51623, 1349]*)
(*NotebookOutlinePosition[ 52259, 1371]*)
(* CellTagsIndexPosition[ 52215, 1367]*)
(*WindowFrame->Normal*)
Notebook[{
Cell[CellGroupData[{
Cell[BoxData[{
\(\(data\ = \ Table[0, {i, 100}, {j, 25}];\)\), "\[IndentingNewLine]",
\(\(iter\ = \ 0;\)\ \), "\[IndentingNewLine]",
\(\({meg, \ temp = 280, melta = \ 280, \ meltb = \ \ 300, \
meltc = \ \ \ 320, \
meltg = \ 340, \[Beta]a = \
10 + \(80000\ \[ExponentialE]\^temp\)\/\(\[ExponentialE]\^melta + \
\[ExponentialE]\^temp\), \ \[Beta]b =
10 + \(80000\ \[ExponentialE]\^temp\)\/\(\[ExponentialE]\^meltb + \
\[ExponentialE]\^temp\), \ \[Beta]c =
10 + \(80000\ \[ExponentialE]\^temp\)\/\(\[ExponentialE]\^meltc + \
\[ExponentialE]\^temp\), \[Beta]g =
10 + \ \(80000\ \[ExponentialE]\^temp\)\/\(\[ExponentialE]\^meltg + \
\[ExponentialE]\^temp\),
lig = 10^2\ 0.6*Exp[\(-25\)/\((8.31*10^\(-3\)*\ temp)\)], \
deg = 0.2*10^17\ *
Exp[\(-122\)/\((8.31*10^\(-3\)*\ temp)\)], \ \ \[Alpha] =
200000, \ \ \ d = 0.1\ deg, \ dd = 0.5\ deg\ , \ dg = \ \ deg, \
tmax = 1000000, \ kb = \ lig, \ kc = lig, \ kg = \ lig,
k6a\ = \ lig, \ k6b\ = \ lig/2\ , \ k6c\ = \ lig/4\ , \
k6g\ = \ lig/8\ , \ ke\ = \ 0.0001, \ Tsize\ = \ 1, \
k1\ = \ 0.005, \ k2\ = \ 0.001, \ k3\ = \ 0.001, \
k4\ = \ 0.001, \ k5\ = \ 0.001, \ k8\ = \ 0.001, \
k9\ = \ 0.001, \ k10\ = \ 0.001, \ k1d\ = \ 0.00001, \
k2d\ = \ 0.00001, \ k3d\ = \ 0.00001, \ k4d\ = \ 0.00001, \
k5d\ = \ 0.00001, \ \ k9d\ = \
0.00001\ };\)\[IndentingNewLine]\), "\[IndentingNewLine]",
\(Chemoton[data, \ iter, \ meg, \ t0_\ \ , ima_, imb_, imc_, imd_, ime_,
iab_, iaab_, ibb_, ibc_, ibbc_, icc_, icg_, iccg_, \ igg_, ia_, ib_,
ic_, ig_, ie_, iVdash_, iR_, iTdash_, \ iTstar_, iT_, iS_] := \
Module[{}, \ \[IndentingNewLine]iter\ = \
iter + \ 1; \ \[IndentingNewLine]meg =
NDSolve[{\ \[IndentingNewLine]\ \(ma'\)[
t] \[Equal] \ \((2 \((k5\ me[t]\ - \
k5d\ ma[t]\ ma[t])\)\ - \ k1\ ma[t]\ x[t]\ + \
k1d\ mb[t])\), \[IndentingNewLine]\(mb'\)[
t] \[Equal] \ \((k1\ ma[t]\ x[t]\ - \ k1d\ mb[t]\ - \
k2\ mb[t]\ + \
k2d\ mc[t]\ y[t])\)\ , \[IndentingNewLine]\(mc'\)[
t] \[Equal] \ \((k2\ mb[t]\ - \ k2d\ mc[t]\ y[t]\ - \
k3\ mc[t]\ + \
k3d\ md[t]\ Vdash[t])\), \[IndentingNewLine]\(md'\)[
t] \[Equal] \ \((k3\ mc[t]\ - \ k3d\ md[t]\ Vdash[t]\ - \
k4\ md[t]\ + \
k4d\ me[t]\ Tdash[t])\), \[IndentingNewLine]\(me'\)[
t] \[Equal] \ \((k4\ md[t]\ - \ k4d\ me[t]\ Tdash[t]\ - \
k5\ me[t]\ + \
k5d\ ma[t]\ ma[t])\)\ , \[IndentingNewLine]\(a'\)[
t] \[Equal] \ \((k6a\ Vdash[t]\ a[t]\ - \ \[Alpha]\ a[t]
b[t] + \ \[Beta]a\ \ ab[t]\ - \ \[Alpha]\ a[t]
ab[t] + \ \[Beta]a\ aab[t] + \ d\ \ b[t]/2 -
ke\ a[t] e[t])\), \[IndentingNewLine]\(ab'\)[
t] \[Equal] \ \((\[Alpha]\ a[t]
b[t] - \[Beta]a\ \ ab[t] - \[Alpha]\ a[t]
ab[t] + \ \[Beta]a\ aab[t]\ - \
d\ ab[t])\)\ , \[IndentingNewLine]\(bb'\)[
t] \[Equal] \ \((k6b\ Vdash[t]\ b[t]\ + \
kb\ aab[t] + \ \[Alpha]\ b[t]^2 - \ \[Beta]b\ bb[t] -
d\ bb[t]/10\ + \
dd\ cc[t]/20)\)\ , \[IndentingNewLine]\(aab'\)[
t] \[Equal] \ \((\ \[Alpha]\ a[t] ab[t]\ - \
kb\ aab[t] - \ \[Beta]a\ aab[t] - \
d\ aab[t]/10)\)\ , \ \(b'\)[
t] \[Equal] \ \ \ \ \((\ \(-\ \[Alpha]\)\ b[t]
a[t] + \ \[Beta]a\ \ ab[t]\ \ - \ \[Alpha]\ b[t]
c[t] + \ \[Beta]b\ \ bc[t]\ - \ \[Alpha]\ b[t]
bc[t] + \ \[Beta]b\ bbc[t] -
2 \[Alpha]\ \ b[t]^2\ + \ 2\ \[Beta]b\ \ bb[t] -
d\ b[t] + \ dd\ c[t]/2 -
ke\ \ b[t] e[t])\)\ , \[IndentingNewLine]\(bc'\)[
t] \[Equal] \ \((\[Alpha]\ b[t]
c[t] - \[Beta]b\ \ bc[t] - \[Alpha]\ b[t]
bc[t] + \ \[Beta]b\ bbc[t]\ - \
dd\ bc[t])\), \[IndentingNewLine]\(bbc'\)[
t] \[Equal] \ \((\ \[Alpha]\ b[t] bc[t]\ - \
kc\ \ bbc[t] - \ \[Beta]b\ bbc[t] - \
dd\ bbc[t]/10)\), \[IndentingNewLine]\(cc'\)[
t] \[Equal] \ \((k6c\ Vdash[t]\ c[t]\ + \
kc\ bbc[t] + \ \[Alpha]\ c[t]^2 - \ \[Beta]c\ cc[t]\ - \
dd\ cc[t]/10\ + \
dg\ gg[t]/20)\), \[IndentingNewLine]\(c'\)[
t] \[Equal] \ \((\ \(-\ \[Alpha]\)\ b[t]
c[t] + \ \[Beta]b\ \ bc[t] -
2 \[Alpha]\ \ c[t]^2\ + \ 2\ \[Beta]c\ \ cc[t] - \
dd\ c[t]\ \ - \ \[Alpha]\ c[t]
g[t] + \ \[Beta]c\ \ cg[t] - \[Alpha]\ c[t]
cg[t] + \ \[Beta]c\ ccg[t]\ + \ dg\ \ g[t]/2 -
ke\ c[t] e[t])\)\ , \[IndentingNewLine]\(cg'\)[
t] \[Equal] \((\ \[Alpha]\ c[t]
g[t] - \[Beta]c\ \ cg[t] - \[Alpha]\ c[t]
cg[t] + \ \[Beta]c\ ccg[t]\ - \
dg\ cg[t])\), \[IndentingNewLine]\(ccg'\)[
t] \[Equal] \ \((\ \[Alpha]\ c[t] cg[t]\ - \
kg\ \ ccg[t] - \ \[Beta]c\ ccg[t]\ - \
dg\ ccg[t]/10)\), \[IndentingNewLine]\(gg'\)[
t] \[Equal] \ \((k6g\ Vdash[t]\ g[t]\ + \
kg\ ccg[t] + \ \[Alpha]\ g[t]^2 - \ \[Beta]g\ gg[t]\ - \
dg\ gg[t]/10)\), \[IndentingNewLine]\(g'\)[
t] \[Equal] \ \((\ \(-\ \[Alpha]\)\ c[t]
g[t] + \ \[Beta]c\ \ cg[t] -
2 \[Alpha]\ \ g[t]^2\ + \ 2\ \[Beta]g\ \ gg[t] - \
dg\ g[t] - ke\ g[t] e[t])\)\ , \[IndentingNewLine]\(e'\)[
t]\ \ \ \ \ \[Equal] \((ke\ \ a[t] e[t]\ + \
ke\ \ b[t] e[t] + \ ke\ \ c[t] e[t] + \
ke\ \ g[t]\ e[t] -
dg*0\ e[t])\), \[IndentingNewLine]\(Vdash'\)[
t]\ \ \ \ \ \[Equal] \ \((\
k3\ mc[t]\ - \
k3d\ md[t]\ Vdash[t]\ - \ \((k6a\ Vdash[t]\ a[t]\ + \
k6b\ Vdash[t]\ b[t] + \ \ k6c\ Vdash[t]\ c[
t] + \ \ k6g\ Vdash[t]\ g[
t])\))\)\ , \ \[IndentingNewLine]\ \(R'\)[
t]\ \ \ \ \ \[Equal] \ \ \((\((k6a\ Vdash[t]\ a[t]\ + \
k6b\ Vdash[t]\ b[t] + \ \ k6c\ Vdash[t]\ c[
t] + \ \ k6g\ Vdash[t]\ g[t])\)\ + \
k9d\ T[t]\ - \
k9\ Tstar[t]\ R[t])\)\ , \[IndentingNewLine]\ \(Tdash'\)[
t]\ \ \ \ \ \[Equal] \((\ \ k4\ md[t]\ - \
k4d\ me[t]\ Tdash[t]\ - \
k8\ Tdash[t]\ )\)\ , \[IndentingNewLine]\ \(Tstar'\)[
t]\ \ \ \ \ \[Equal] \((\ \ k8\ Tdash[t]\ - \
k9\ Tstar[t]\ R[t]\ + \
k9d\ T[t])\)\ , \[IndentingNewLine]\ \(T'\)[
t]\ \ \ \ \ \[Equal] \ \ \((k9\ Tstar[t]\ R[t]\ - \
k9d\ T[t]\ - \
k10\ T[t]\ S[t])\), \[IndentingNewLine]\ \(S'\)[
t]\ \ \ \[Equal] \
k10\ T[t]\ Tsize\ S[t]\ , \[IndentingNewLine]\(x'\)[
t]\ \ \ \ \ \[Equal] \
0, \[IndentingNewLine]\ \(y'\)[t]\ \ \ \ \ \[Equal] \
0, \[IndentingNewLine]\ ma[t0]\ \ \ \ \ \[Equal] \ ima, \
mb[t0]\ \ \ \ \ \[Equal] \ imb,
mc[t0]\ \ \ \ \ \[Equal] \ imc, \
md[t0]\ \ \ \ \ \[Equal] \ imd,
me[t0]\ \ \ \ \ \[Equal] \ ime, ab[t0] \[Equal] \ iab, \
aab[t0]\ \[Equal] \ iaab, bb[t0] \[Equal] ibb,
bc[t0] \[Equal] ibc, bbc[t0] \[Equal] ibbc, \
cc[t0] \[Equal] \ icc, \ cg[t0] \[Equal] icg, \
ccg[t0] \[Equal] iccg, \ gg[t0] \[Equal] \ igg, \
a[t0] \[Equal] \ ia, \ b[t0] \[Equal] \ ib, \
c[t0] \[Equal] \ ic, \ g[t0] \[Equal] \ ig, \
e[t0] \[Equal] \ ie, \ \ \ Vdash[t0]\ \[Equal] \ iVdash, \
R[t0]\ \[Equal] \
iR, \[IndentingNewLine]Tdash[t0]\ \[Equal] \ iTdash,
Tstar[t0]\ \[Equal] \ iTstar, T[t0]\ \[Equal] \ iT,
S[t0]\ \[Equal] \ iS,
x[t0]\ \[Equal] \ 0.01, \[IndentingNewLine]y[t0]\ \[Equal] \
0.000001}, \ {\ ma, mb, mc, md, me, a, ab, bb, \ aab, \ b, \
bc, \ bbc, \ cc, \ c, \ cg, ccg, \ gg, \ g, e, Vdash, R, Tdash,
Tstar, T, S, x, y}, \ {t, \ t0, \ t0 + tmax}, \
MaxSteps \[Rule] Infinity, \
Method\ \[Rule] \ {EventLocator, \ "\<Event\>"\ \[Rule] \ \((S[
t] - 2)\), "\<EventAction\>" \[RuleDelayed] \
{data[\([iter, 1]\)]\ = \ ma[t]; data[\([iter, 2]\)]\ = \ mb[t];
data[\([iter, 3]\)] = \ mc[t];
data[\([iter, 4]\)] = \ md[t]\ ; \
data[\([iter, 5]\)]\ = \
me[t]; \[IndentingNewLine]data[\([iter, 5]\)] =
ab[t]; \[IndentingNewLine]data[\([iter, 6]\)] = \
aab[t]; \ \[IndentingNewLine]data[\([iter, 7]\)] =
bb[t]; \ \[IndentingNewLine]data[\([iter, 8]\)] =
bc[t]; \ \[IndentingNewLine]data[\([iter, 9]\)]\ = \
bbc[t]; \ \[IndentingNewLine]data[\([iter, 10]\)]\ = \
cc[t]; \ \[IndentingNewLine]data[\([iter, 11]\)]
cg[t]; \ \[IndentingNewLine]data[\([iter, 12]\)]
ccg[t]; \ \[IndentingNewLine]data[\([iter, 13]\)]
gg[t]; \ \[IndentingNewLine]data[\([iter, 14]\)]
a[t]; \ \[IndentingNewLine]data[\([iter, 15]\)]
b[t]; \ \[IndentingNewLine]data[\([iter, 16]\)]\ c[
t]; \ \[IndentingNewLine]data[\([iter, 17]\)]
g[t]; \ \[IndentingNewLine]data[\([iter, 18]\)]\ e[
t]; \ \ \ \[IndentingNewLine]data[\([iter,
19]\)]\ = \
Vdash[t]; \ \[IndentingNewLine]data[\([iter, 20]\)] = \
R[t]; \[IndentingNewLine]data[\([iter, 21]\)]\ =
Tdash[t]; \[IndentingNewLine]data[\([iter, 22]\)]\ = \
Tstar[t]; \[IndentingNewLine]data[\([iter, 23]\)] =
T[t]; \[IndentingNewLine]data[\([iter, 24]\)] = \
S\ [t]; \[IndentingNewLine]data[\([iter, 25]\)]\ = \
t; \ \[IndentingNewLine]Throw[
end\ \ = \
t, \ "\<StopIntegration\>"]}}]\[IndentingNewLine]\
\[IndentingNewLine]]\), "\[IndentingNewLine]",
\(Chemoton[data, \ iter, \ meg, \ 0\ \ , 0.001, 0.001, 0.001, 0.001,
0.001, 0.001, 0.001, 0.001, 0.001, 0.001, 0.001, 0.001, 0.001, 0.001,
0.001, 0.001, 0.001, 0.001, 0.001, 0, 0, 0, 0, 0, 1]\)}], "Input"],
Cell[BoxData[
RowBox[{\(General::"spell1"\), \(\(:\)\(\ \)\), "\<\"Possible spelling \
error: new symbol name \\\"\\!\\(meltb\\)\\\" is similar to existing symbol \
\\\"\\!\\(melta\\)\\\". \\!\\(\\*ButtonBox[\\\"More\[Ellipsis]\\\", \
ButtonStyle->\\\"RefGuideLinkText\\\", ButtonFrame->None, \
ButtonData:>\\\"General::spell1\\\"]\\)\"\>"}]], "Message"],
Cell[BoxData[
RowBox[{\(General::"spell"\), \(\(:\)\(\ \)\), "\<\"Possible spelling \
error: new symbol name \\\"\\!\\(meltc\\)\\\" is similar to existing symbols \
\\!\\({melta, meltb}\\). \\!\\(\\*ButtonBox[\\\"More\[Ellipsis]\\\", \
ButtonStyle->\\\"RefGuideLinkText\\\", ButtonFrame->None, \
ButtonData:>\\\"General::spell\\\"]\\)\"\>"}]], "Message"],
Cell[BoxData[
RowBox[{\(General::"spell"\), \(\(:\)\(\ \)\), "\<\"Possible spelling \
error: new symbol name \\\"\\!\\(meltg\\)\\\" is similar to existing symbols \
\\!\\({melta, meltb, meltc}\\). \\!\\(\\*ButtonBox[\\\"More\[Ellipsis]\\\", \
ButtonStyle->\\\"RefGuideLinkText\\\", ButtonFrame->None, \
ButtonData:>\\\"General::spell\\\"]\\)\"\>"}]], "Message"],
Cell[BoxData[
RowBox[{\(General::"spell1"\), \(\(:\)\(\ \)\), "\<\"Possible spelling \
error: new symbol name \\\"\\!\\(\[Beta]b\\)\\\" is similar to existing \
symbol \\\"\\!\\(\[Beta]a\\)\\\". \\!\\(\\*ButtonBox[\\\"More\[Ellipsis]\\\", \
ButtonStyle->\\\"RefGuideLinkText\\\", ButtonFrame->None, \
ButtonData:>\\\"General::spell1\\\"]\\)\"\>"}]], "Message"],
Cell[BoxData[
RowBox[{\(General::"spell"\), \(\(:\)\(\ \)\), "\<\"Possible spelling \
error: new symbol name \\\"\\!\\(\[Beta]c\\)\\\" is similar to existing \
symbols \\!\\({\[Beta]a, \[Beta]b}\\). \\!\\(\\*ButtonBox[\\\"More\[Ellipsis]\
\\\", ButtonStyle->\\\"RefGuideLinkText\\\", ButtonFrame->None, \
ButtonData:>\\\"General::spell\\\"]\\)\"\>"}]], "Message"],
Cell[BoxData[
RowBox[{\(General::"stop"\), \(\(:\)\(\ \)\), "\<\"Further output of \
\\!\\(General :: \\\"spell\\\"\\) will be suppressed during this calculation. \
\\!\\(\\*ButtonBox[\\\"More\[Ellipsis]\\\", ButtonStyle->\\\"RefGuideLinkText\
\\\", ButtonFrame->None, ButtonData:>\\\"General::stop\\\"]\\)\"\>"}]], \
"Message"],
Cell[BoxData[
RowBox[{\(General::"spell1"\), \(\(:\)\(\ \)\), "\<\"Possible spelling \
error: new symbol name \\\"\\!\\(Vdash\\)\\\" is similar to existing symbol \
\\\"\\!\\(iVdash\\)\\\". \\!\\(\\*ButtonBox[\\\"More\[Ellipsis]\\\", \
ButtonStyle->\\\"RefGuideLinkText\\\", ButtonFrame->None, \
ButtonData:>\\\"General::spell1\\\"]\\)\"\>"}]], "Message"],
Cell[BoxData[
RowBox[{\(General::"spell"\), \(\(:\)\(\ \)\), "\<\"Possible spelling \
error: new symbol name \\\"\\!\\(Tdash\\)\\\" is similar to existing symbols \
\\!\\({iTdash, Vdash}\\). \\!\\(\\*ButtonBox[\\\"More\[Ellipsis]\\\", \
ButtonStyle->\\\"RefGuideLinkText\\\", ButtonFrame->None, \
ButtonData:>\\\"General::spell\\\"]\\)\"\>"}]], "Message"],
Cell[BoxData[
RowBox[{\(General::"spell1"\), \(\(:\)\(\ \)\), "\<\"Possible spelling \
error: new symbol name \\\"\\!\\(Tstar\\)\\\" is similar to existing symbol \
\\\"\\!\\(iTstar\\)\\\". \\!\\(\\*ButtonBox[\\\"More\[Ellipsis]\\\", \
ButtonStyle->\\\"RefGuideLinkText\\\", ButtonFrame->None, \
ButtonData:>\\\"General::spell1\\\"]\\)\"\>"}]], "Message"],
Cell[BoxData[
RowBox[{\(General::"spell1"\), \(\(:\)\(\ \)\), "\<\"Possible spelling \
error: new symbol name \\\"\\!\\(end\\)\\\" is similar to existing symbol \
\\\"\\!\\(End\\)\\\". \\!\\(\\*ButtonBox[\\\"More\[Ellipsis]\\\", \
ButtonStyle->\\\"RefGuideLinkText\\\", ButtonFrame->None, \
ButtonData:>\\\"General::spell1\\\"]\\)\"\>"}]], "Message"],
Cell[BoxData[
RowBox[{\(General::"stop"\), \(\(:\)\(\ \)\), "\<\"Further output of \
\\!\\(General :: \\\"spell1\\\"\\) will be suppressed during this \
calculation. \\!\\(\\*ButtonBox[\\\"More\[Ellipsis]\\\", \
ButtonStyle->\\\"RefGuideLinkText\\\", ButtonFrame->None, \
ButtonData:>\\\"General::stop\\\"]\\)\"\>"}]], "Message"],
Cell[BoxData[
RowBox[{"{",
RowBox[{"{",
RowBox[{
RowBox[{"ma", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}], ",",
RowBox[{"mb", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}], ",",
RowBox[{"mc", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}], ",",
RowBox[{"md", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}], ",",
RowBox[{"me", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}], ",",
RowBox[{"a", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}], ",",
RowBox[{"ab", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}], ",",
RowBox[{"bb", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}], ",",
RowBox[{"aab", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}], ",",
RowBox[{"b", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}], ",",
RowBox[{"bc", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}], ",",
RowBox[{"bbc", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}], ",",
RowBox[{"cc", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}], ",",
RowBox[{"c", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}], ",",
RowBox[{"cg", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}], ",",
RowBox[{"ccg", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}], ",",
RowBox[{"gg", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}], ",",
RowBox[{"g", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}], ",",
RowBox[{"e", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}], ",",
RowBox[{"Vdash", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}], ",",
RowBox[{"R", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}], ",",
RowBox[{"Tdash", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}], ",",
RowBox[{"Tstar", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}], ",",
RowBox[{"T", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}], ",",
RowBox[{"S", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}], ",",
RowBox[{"x", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}], ",",
RowBox[{"y", "\[Rule]",
TagBox[\(InterpolatingFunction[{{0.`, 140554.44684630845`}},
"<>"]\),
False,
Editable->False]}]}], "}"}], "}"}]], "Output"]
}, Open ]],
Cell[CellGroupData[{
Cell[BoxData[
\(\(\(Plot[{e[t] /. meg, a[t]\ /. meg, b[t] + 2\ bb[t] /. meg,
c[t] + 2\ cc[t] /. meg, \ g[t] + 2\ gg[t] /. meg}\ , \ {t, 0,
140554}, \
PlotStyle \[Rule] {RGBColor[0.5, 0.5, 0.5], RGBColor[1, 0, 1],
RGBColor[1, 0, 0], RGBColor[0, 1, 0], RGBColor[0, 0, 1]}, \
PlotRange\ \[Rule] All]\)\(\[IndentingNewLine]\)
\)\)], "Input"],
Cell[GraphicsData["PostScript", "\<\
%!
%%Creator: Mathematica
%%AspectRatio: .61803
MathPictureStart
/Mabs {
Mgmatrix idtransform
Mtmatrix dtransform
} bind def
/Mabsadd { Mabs
3 -1 roll add
3 1 roll add
exch } bind def
%% Graphics
%%IncludeResource: font Courier
%%IncludeFont: Courier
/Courier findfont 10 scalefont setfont
% Scaling calculations
0.0238095 6.77591e-06 0.0147143 0.615682 [
[.15933 .00221 -15 -9 ]
[.15933 .00221 15 0 ]
[.29485 .00221 -15 -9 ]
[.29485 .00221 15 0 ]
[.43036 .00221 -15 -9 ]
[.43036 .00221 15 0 ]
[.56588 .00221 -15 -9 ]
[.56588 .00221 15 0 ]
[.7014 .00221 -18 -9 ]
[.7014 .00221 18 0 ]
[.83692 .00221 -18 -9 ]
[.83692 .00221 18 0 ]
[.97244 .00221 -18 -9 ]
[.97244 .00221 18 0 ]
[.01131 .13785 -18 -4.5 ]
[.01131 .13785 0 4.5 ]
[.01131 .26099 -18 -4.5 ]
[.01131 .26099 0 4.5 ]
[.01131 .38412 -18 -4.5 ]
[.01131 .38412 0 4.5 ]
[.01131 .50726 -18 -4.5 ]
[.01131 .50726 0 4.5 ]
[ 0 0 0 0 ]
[ 1 .61803 0 0 ]
] MathScale
% Start of Graphics
1 setlinecap
1 setlinejoin
newpath
0 g
.25 Mabswid
[ ] 0 setdash
.15933 .01471 m
.15933 .02096 L
s
[(20000)] .15933 .00221 0 1 Mshowa
.29485 .01471 m
.29485 .02096 L
s
[(40000)] .29485 .00221 0 1 Mshowa
.43036 .01471 m
.43036 .02096 L
s
[(60000)] .43036 .00221 0 1 Mshowa
.56588 .01471 m
.56588 .02096 L
s
[(80000)] .56588 .00221 0 1 Mshowa
.7014 .01471 m
.7014 .02096 L
s
[(100000)] .7014 .00221 0 1 Mshowa
.83692 .01471 m
.83692 .02096 L
s
[(120000)] .83692 .00221 0 1 Mshowa
.97244 .01471 m
.97244 .02096 L
s
[(140000)] .97244 .00221 0 1 Mshowa
.125 Mabswid
.05769 .01471 m
.05769 .01846 L
s
.09157 .01471 m
.09157 .01846 L
s
.12545 .01471 m
.12545 .01846 L
s
.19321 .01471 m
.19321 .01846 L
s
.22709 .01471 m
.22709 .01846 L
s
.26097 .01471 m
.26097 .01846 L
s
.32873 .01471 m
.32873 .01846 L
s
.3626 .01471 m
.3626 .01846 L
s
.39648 .01471 m
.39648 .01846 L
s
.46424 .01471 m
.46424 .01846 L
s
.49812 .01471 m
.49812 .01846 L
s
.532 .01471 m
.532 .01846 L
s
.59976 .01471 m
.59976 .01846 L
s
.63364 .01471 m
.63364 .01846 L
s
.66752 .01471 m
.66752 .01846 L
s
.73528 .01471 m
.73528 .01846 L
s
.76916 .01471 m
.76916 .01846 L
s
.80304 .01471 m
.80304 .01846 L
s
.8708 .01471 m
.8708 .01846 L
s
.90468 .01471 m
.90468 .01846 L
s
.93856 .01471 m
.93856 .01846 L
s
.25 Mabswid
0 .01471 m
1 .01471 L
s
.02381 .13785 m
.03006 .13785 L
s
[(0.2)] .01131 .13785 1 0 Mshowa
.02381 .26099 m
.03006 .26099 L
s
[(0.4)] .01131 .26099 1 0 Mshowa
.02381 .38412 m
.03006 .38412 L
s
[(0.6)] .01131 .38412 1 0 Mshowa
.02381 .50726 m
.03006 .50726 L
s
[(0.8)] .01131 .50726 1 0 Mshowa
.125 Mabswid
.02381 .0455 m
.02756 .0455 L
s
.02381 .07628 m
.02756 .07628 L
s
.02381 .10707 m
.02756 .10707 L
s
.02381 .16863 m
.02756 .16863 L
s
.02381 .19942 m
.02756 .19942 L
s
.02381 .2302 m
.02756 .2302 L
s
.02381 .29177 m
.02756 .29177 L
s
.02381 .32256 m
.02756 .32256 L
s
.02381 .35334 m
.02756 .35334 L
s
.02381 .41491 m
.02756 .41491 L
s
.02381 .44569 m
.02756 .44569 L
s
.02381 .47648 m
.02756 .47648 L
s
.02381 .53804 m
.02756 .53804 L
s
.02381 .56883 m
.02756 .56883 L
s
.02381 .59961 m
.02756 .59961 L
s
.25 Mabswid
.02381 0 m
.02381 .61803 L
s
.5 .5 .5 r
.5 Mabswid
.02381 .01533 m
.06244 .01533 L
.10458 .01533 L
.14415 .01534 L
.18221 .01534 L
.22272 .01534 L
.26171 .01534 L
.30316 .01534 L
.34309 .01535 L
.3815 .01535 L
.40095 .01535 L
.42237 .01536 L
.46172 .01536 L
.48113 .01537 L
.502 .01538 L
.52314 .01538 L
.54323 .0154 L
.56303 .01541 L
.58142 .01543 L
.60194 .01545 L
.62055 .01548 L
.64142 .01551 L
.66062 .01556 L
.69917 .01567 L
.71799 .01575 L
.73866 .01585 L
.7598 .01597 L
.77908 .01612 L
.81799 .01652 L
.83707 .0168 L
.85783 .0172 L
.87761 .01769 L
.89862 .01839 L
.91809 .01926 L
.93637 .02036 L
.95655 .02201 L
.97505 .0241 L
.97619 .02426 L
s
1 0 1 r
.02381 .01717 m
.02846 .01718 L
.03279 .01718 L
.03754 .01718 L
.04262 .01718 L
.06244 .01721 L
.07379 .01722 L
.08451 .01724 L
.10458 .01728 L
.12455 .01734 L
.14299 .0174 L
.16331 .01749 L
.18234 .01759 L
.22018 .01787 L
.24043 .01806 L
.25895 .01828 L
.27954 .01858 L
.29866 .01892 L
.33685 .01986 L
.35738 .02057 L
.37598 .02138 L
.39523 .02244 L
.41605 .02394 L
.43599 .02582 L
.45705 .02847 L
.47669 .03175 L
.49502 .03575 L
.51538 .04155 L
.53393 .04836 L
.57378 .06877 L
.61211 .09554 L
.65289 .12894 L
.69216 .16415 L
.72991 .20188 L
.77011 .2487 L
.8088 .30143 L
.84994 .36592 L
.88956 .43569 L
.92767 .50817 L
.96823 .58775 L
.97619 .60332 L
s
1 0 0 r
.02381 .0172 m
.02499 .0159 L
.02605 .01577 L
.02846 .01555 L
.03068 .01541 L
.03279 .01531 L
.03507 .01522 L
.0375 .01514 L
.04016 .01508 L
.04262 .01503 L
.04496 .01499 L
.04749 .01496 L
.05205 .01492 L
.05483 .0149 L
.05748 .01488 L
.06244 .01485 L
.0675 .01484 L
.07289 .01482 L
.07798 .01481 L
.08259 .0148 L
.08803 .01479 L
.09391 .01479 L
.10458 .01478 L
.11408 .01477 L
.12452 .01477 L
.13541 .01476 L
.14558 .01476 L
.16594 .01476 L
.18449 .01475 L
.20358 .01475 L
.22434 .01475 L
.24411 .01475 L
.2541 .01475 L
.26512 .01475 L
.27454 .01475 L
.28447 .01475 L
.28966 .01475 L
.29535 .01475 L
.30051 .01475 L
.30532 .01475 L
.30795 .01475 L
.31037 .01475 L
.31164 .01475 L
.31303 .01475 L
.31373 .01475 L
.31448 .01475 L
.3152 .01475 L
.31585 .01475 L
.31711 .01475 L
.31828 .01475 L
Mistroke
.31957 .01475 L
.32029 .01475 L
.32094 .01475 L
.32214 .01475 L
.32343 .01475 L
.32578 .01475 L
.32803 .01475 L
.33049 .01475 L
.33547 .01475 L
.34007 .01475 L
.34437 .01475 L
.35485 .01475 L
.36476 .01475 L
.38333 .01475 L
.40328 .01475 L
.42171 .01475 L
.442 .01475 L
.46103 .01475 L
.49883 .01476 L
.51905 .01476 L
.53757 .01477 L
.5474 .01477 L
.55653 .01477 L
.56719 .01478 L
.57725 .01478 L
.58709 .01479 L
.59774 .0148 L
.60743 .01482 L
.61634 .01483 L
.62606 .01485 L
.63515 .01488 L
.64511 .01491 L
.6558 .01496 L
.67701 .01509 L
.69713 .01524 L
.70677 .0153 L
.71205 .01533 L
.71701 .01535 L
.72576 .01539 L
.73041 .0154 L
.73543 .01541 L
.74491 .01543 L
.75505 .01545 L
.76617 .01549 L
.77653 .01553 L
.79727 .01566 L
.81613 .01581 L
.85608 .01619 L
.89451 .01667 L
.9354 .01736 L
Mistroke
.97477 .01824 L
.97619 .01828 L
Mfstroke
0 1 0 r
.02381 .01613 m
.02499 .01521 L
.02605 .01519 L
.02729 .01516 L
.02846 .01513 L
.03279 .015 L
.03507 .01495 L
.0375 .0149 L
.04016 .01486 L
.04262 .01483 L
.04496 .01481 L
.04749 .01479 L
.05205 .01477 L
.05483 .01476 L
.05748 .01475 L
.06244 .01474 L
.0651 .01474 L
.0675 .01473 L
.07009 .01473 L
.07289 .01473 L
.07789 .01473 L
.08259 .01472 L
.08816 .01472 L
.09404 .01472 L
.09907 .01472 L
.10458 .01472 L
.10982 .01472 L
.11478 .01472 L
.12409 .01472 L
.13411 .01472 L
.145 .01472 L
.1544 .01472 L
.16478 .01472 L
.17574 .01472 L
.18579 .01472 L
.20513 .01472 L
.22599 .01472 L
.24491 .01472 L
.26561 .01472 L
.28522 .01472 L
.30617 .01472 L
.32752 .01472 L
.34767 .01472 L
.36769 .01472 L
.38614 .01472 L
.39583 .01472 L
.4049 .01472 L
.41485 .01472 L
.42044 .01472 L
.42554 .01472 L
Mistroke
.428 .01472 L
.43032 .01472 L
.43161 .01472 L
.43233 .01472 L
.43299 .01472 L
.43541 .01472 L
.43772 .01472 L
.43987 .01472 L
.44104 .01472 L
.44211 .01472 L
.44329 .01472 L
.44456 .01472 L
.44585 .01472 L
.4465 .01472 L
.44722 .01472 L
.44849 .01472 L
.44967 .01472 L
.45035 .01472 L
.45107 .01472 L
.45234 .01472 L
.45522 .01472 L
.45772 .01472 L
.46004 .01472 L
.4653 .01472 L
.47037 .01472 L
.47585 .01472 L
.4858 .01472 L
.49548 .01472 L
.5044 .01472 L
.5232 .01472 L
.53388 .01472 L
.54385 .01472 L
.55429 .01472 L
.56418 .01472 L
.58273 .01472 L
.59237 .01472 L
.60262 .01472 L
.61136 .01472 L
.62103 .01472 L
.63111 .01472 L
.64035 .01472 L
.6505 .01472 L
.65561 .01472 L
.6612 .01472 L
.66647 .01472 L
.67146 .01472 L
.68079 .01472 L
.68601 .01472 L
.69083 .01472 L
.70173 .01472 L
Mistroke
.71141 .01472 L
.72047 .01473 L
.7411 .01473 L
.77989 .01474 L
.79962 .01475 L
.82114 .01475 L
.84174 .01476 L
.86086 .01478 L
.90001 .0148 L
.94162 .01484 L
.97619 .01487 L
Mfstroke
0 0 1 r
.02381 .01647 m
.03279 .01827 L
.03793 .01928 L
.04262 .01994 L
.04517 .0202 L
.04758 .02041 L
.05034 .0206 L
.05288 .02074 L
.05747 .02092 L
.05988 .021 L
.06244 .02106 L
.06743 .02116 L
.07023 .0212 L
.0728 .02123 L
.07777 .02127 L
.0825 .02131 L
.08797 .02134 L
.09305 .02136 L
.09863 .02137 L
.10458 .02139 L
.11487 .02141 L
.12066 .02141 L
.12599 .02142 L
.13642 .02143 L
.14616 .02144 L
.16499 .02145 L
.18565 .02146 L
.22456 .02147 L
.26592 .02148 L
.30576 .0215 L
.34409 .02152 L
.38488 .02154 L
.42414 .02156 L
.46189 .02159 L
.5021 .02163 L
.54078 .02167 L
.58192 .0217 L
.60245 .02172 L
.62155 .02173 L
.64115 .02175 L
.65966 .02175 L
.66947 .02176 L
.67501 .02176 L
.68011 .02176 L
.68914 .02176 L
.69414 .02176 L
.6987 .02176 L
.70102 .02176 L
.70354 .02176 L
.70593 .02176 L
Mistroke
.70814 .02176 L
.71071 .02177 L
.71305 .02177 L
.71574 .02177 L
.71828 .02177 L
.72286 .02178 L
.72708 .02179 L
.73171 .0218 L
.73659 .02182 L
.74609 .02187 L
.75627 .02194 L
.77461 .02212 L
.79589 .02239 L
.81603 .02272 L
.83598 .02315 L
.85441 .02369 L
.87311 .02442 L
.89373 .02548 L
.91311 .0268 L
.93398 .02865 L
.95406 .03096 L
.97517 .03409 L
.97619 .03426 L
Mfstroke
0 0 m
1 0 L
1 .61803 L
0 .61803 L
closepath
clip
newpath
% End of Graphics
MathPictureEnd
\
\>"], "Graphics",
ImageSize->{288, 177.938},
ImageMargins->{{43, 0}, {0, 0}},
ImageRegion->{{0, 1}, {0, 1}},
ImageCache->GraphicsData["Bitmap", "\<\
CF5dJ6E]HGAYHf4PAg9QL6QYHg<PAVmbKF5d0`40004P0000/B000`400?l00000o`00003ooooooolQ
ooooo`00oooooolQooooo`00oooooolQooooo`00oooooolQooooo`00:Oooool5o`0000?ooooo0_l0
0004ooooo`;o00001?ooool2o`0000Cooooo0_l0000:ooooo`?o00000oooool2o`0000Cooooo0_l0
0004ooooo`;o00001?ooool2o`0000Sooooo0ol00004ooooo`;o00001?ooool2o`0000Cooooo0_l0
0004ooooo`;o00002?ooool3o`0000Cooooo0_l00004ooooo`;o00001?ooool2o`0000Cooooo0_l0
0006ooooo`?o00001?ooool2o`0000Cooooo0_l00004ooooo`;o00001?ooool2o`0000Cooooo0_l0
0002ooooo`?o00000_ooool5o`0000?ooooo0_l00004ooooo`;o00001?ooool2o`0000Cooooo0_l0
0003ooooo`?o00001?ooool3o`0000?ooooo0_l00004ooooo`;o00001?ooool2o`0000Cooooo0_l0
0003ooooo`00:_ooool01?l0003oooooooooool00002ooooo`04o`000?ooooooooooo`0000;ooooo
00Co0000oooooooooooo00000_ooool01?l0003oooooooooool00002ooooo`04o`000?oooooooooo
o`0000[ooooo00Go0000ooooooooooooooooo`000002ooooo`04o`000?ooooooooooo`0000;ooooo
00Co0000oooooooooooo00000_ooool01?l0003oooooooooool00002ooooo`03o`000?oooooooooo
00Cooooo00Go0000ooooooooooooooooo`000002ooooo`04o`000?ooooooooooo`0000;ooooo00Co
0000oooooooooooo00000_ooool01?l0003oooooooooool00002ooooo`04o`000?ooooooooooo`00
00Kooooo00Go0000ooooooooooooooooo`000002ooooo`04o`000?ooooooooooo`0000;ooooo00Co
0000oooooooooooo00000_ooool01?l0003oooooooooool00002ooooo`04o`000?ooooooooooo`00
00Kooooo00?o0000ooooooooool00_ooool01?l0003oooooooooool00002ooooo`04o`000?oooooo
ooooo`0000;ooooo00Co0000oooooooooooo00000_ooool01?l0003oooooooooool00002ooooo`04
o`000?ooooooooooo`0000;ooooo00?o0000ooooooooool00_ooool01?l0003oooooooooool00002
ooooo`04o`000?ooooooooooo`0000;ooooo00Co0000oooooooooooo00000_ooool01?l0003ooooo
ooooool00002ooooo`04o`000?ooooooooooo`0000?ooooo00?o0000ooooooooool01?ooool01Ol0
003ooooooooooooooooo000000;ooooo00Co0000oooooooooooo00000_ooool01?l0003ooooooooo
ool00002ooooo`04o`000?ooooooooooo`0000;ooooo0Ol00001ooooo`7ooooo000[ooooo`03o`00
0?oooooooooo00;ooooo00Co0000oooooooooooo00000_ooool01?l0003oooooooooool00002oooo
o`04o`000?ooooooooooo`0000;ooooo00Co0000oooooooooooo00001oooool5o`0000;ooooo00Co
0000oooooooooooo00000_ooool01?l0003oooooooooool00002ooooo`04o`000?ooooooooooo`00
00;ooooo00Co0000oooooooooooo00001_ooool01Ol0003ooooooooooooooooo000000;ooooo00Co
0000oooooooooooo00000_ooool01?l0003oooooooooool00002ooooo`04o`000?ooooooooooo`00
00;ooooo00Co0000oooooooooooo00001_ooool01Ol0003ooooooooooooooooo000000;ooooo00Co
0000oooooooooooo00000_ooool01?l0003oooooooooool00002ooooo`04o`000?ooooooooooo`00
00;ooooo00Co0000oooooooooooo00001_ooool00ol0003oooooooooo`02ooooo`04o`000?oooooo
ooooo`0000;ooooo00Co0000oooooooooooo00000_ooool01?l0003oooooooooool00002ooooo`04
o`000?ooooooooooo`0000;ooooo00Co0000oooooooooooo00000_ooool00ol0003oooooooooo`03
ooooo`03o`000?oooooooooo00;ooooo00Co0000oooooooooooo00000_ooool01?l0003ooooooooo
ool00002ooooo`04o`000?ooooooooooo`0000;ooooo00Co0000oooooooooooo00000oooool01?l0
003oooooooooooooool5o`0000;ooooo00Co0000oooooooooooo00000_ooool01?l0003ooooooooo
ool00002ooooo`04o`000?ooooooooooo`0000;ooooo00Co0000oooooooooooo00000_ooool002co
oooo00Go0000ooooooooooooooooo`000002ooooo`04o`000?ooooooooooo`0000;ooooo00Co0000
oooooooooooo00000_ooool01?l0003oooooooooool00002ooooo`03o`000?oooooooooo00Gooooo
00Co0000oooooooooooo00000oooool01?l0003oooooooooool00002ooooo`04o`000?oooooooooo
o`0000;ooooo00Co0000oooooooooooo00000_ooool01?l0003oooooooooool00006ooooo`Co0000
0oooool01?l0003oooooooooool00002ooooo`04o`000?ooooooooooo`0000;ooooo00Co0000oooo
oooooooo00000_ooool01?l0003oooooooooool00007ooooo`?o00000oooool01?l0003ooooooooo
ool00002ooooo`04o`000?ooooooooooo`0000;ooooo00Co0000oooooooooooo00000_ooool01?l0
003oooooooooool00006ooooo`03o`000?oooooooooo00;ooooo00Co0000oooooooooooo00000_oo
ool01?l0003oooooooooool00002ooooo`04o`000?ooooooooooo`0000;ooooo00Co0000oooooooo
oooo00000_ooool01?l0003oooooooooool00002ooooo`03o`000?oooooooooo00Cooooo00Go0000
ooooooooooooooooo`000002ooooo`04o`000?ooooooooooo`0000;ooooo00Co0000oooooooooooo
00000_ooool01?l0003oooooooooool00002ooooo`05o`000?ooooooooooooooool000000oooool0
1?l0003oooooooooool00003ooooo`04o`000?ooooooooooo`0000;ooooo00Co0000oooooooooooo
00000_ooool01?l0003oooooooooool00002ooooo`04o`000?ooooooooooo`0000;ooooo000Yoooo
o`05o`000?ooooooooooooooool000000_ooool01?l0003oooooooooool00002ooooo`04o`000?oo
ooooooooo`0000;ooooo00Co0000oooooooooooo00000_ooool01?l0003oooooooooool00008oooo
o`03o`000?oooooo000000?ooooo00Co0000oooooooooooo00000_ooool01?l0003oooooooooool0
0002ooooo`04o`000?ooooooooooo`0000;ooooo00Co0000oooooooooooo00001_ooool00ol0003o
ooooooooo`04ooooo`04o`000?ooooooooooo`0000;ooooo00Co0000oooooooooooo00000_ooool0
1?l0003oooooooooool00002ooooo`04o`000?ooooooooooo`0000Kooooo00Go0000oooooooooooo
ooooo`000002ooooo`04o`000?ooooooooooo`0000;ooooo00Co0000oooooooooooo00000_ooool0
1?l0003oooooooooool00002ooooo`04o`000?ooooooooooo`0000Kooooo00?o0000ooooooooool0
0_ooool01?l0003oooooooooool00002ooooo`04o`000?ooooooooooo`0000;ooooo00Co0000oooo
oooooooo00000_ooool01?l0003oooooooooool00002ooooo`04o`000?ooooooooooo`0000;ooooo
00Go0000ooooooooooooooooo`000003ooooo`04o`000?ooooooooooo`0000;ooooo00Co0000oooo
oooooooo00000_ooool01?l0003oooooooooool00002ooooo`04o`000?ooooooooooo`0000;ooooo
00Go0000ooooooooooooooooo`000004ooooo`03o`000?oooooo000000?ooooo00Co0000oooooooo
oooo00000_ooool01?l0003oooooooooool00002ooooo`04o`000?ooooooooooo`0000;ooooo00Co
0000oooooooooooo00000_ooool002Wooooo00Go0000ooooooooooooooooo`000002ooooo`04o`00
0?ooooooooooo`0000;ooooo00Co0000oooooooooooo00000_ooool01?l0003oooooooooool00002
ooooo`04o`000?ooooooooooo`0000Wooooo0_l00003ooooo`04o`000?ooooooooooo`0000;ooooo
00Co0000oooooooooooo00000_ooool01?l0003oooooooooool00002ooooo`04o`000?oooooooooo
o`0000Oooooo00?o0000ooooooooool00oooool01?l0003oooooooooool00002ooooo`04o`000?oo
ooooooooo`0000;ooooo00Co0000oooooooooooo00000_ooool01?l0003oooooooooool00006oooo
o`05o`000?ooooooooooooooool000000_ooool01?l0003oooooooooool00002ooooo`04o`000?oo
ooooooooo`0000;ooooo00Co0000oooooooooooo00000_ooool01?l0003oooooooooool00005oooo
o`;o00001?ooool01?l0003oooooooooool00002ooooo`04o`000?ooooooooooo`0000;ooooo00Co
0000oooooooooooo00000_ooool01?l0003oooooooooool00002ooooo`05o`000?ooooooooooo`00
0?ooool00_l00003ooooo`05o`000?ooooooooooooooool000000_ooool01?l0003oooooooooool0
0002ooooo`04o`000?ooooooooooo`0000;ooooo00Co0000oooooooooooo00000_ooool01?l0003o
ooooooooool00002ooooo`;o00001Oooool2o`0000?ooooo00Co0000oooooooooooo00000_ooool0
1?l0003oooooooooool00002ooooo`04o`000?ooooooooooo`0000;ooooo00Co0000oooooooooooo
00000_ooool002[ooooo0ol00004ooooo`;o00001?ooool2o`0000Cooooo0_l00004ooooo`;o0000
2oooool00ol0003oooooooooo`02ooooo`;o00001?ooool2o`0000Cooooo0_l00004ooooo`;o0000
2Oooool2o`0000Cooooo0_l00004ooooo`;o00001?ooool2o`0000Cooooo0_l00008ooooo`?o0000
1?ooool2o`0000Cooooo0_l00004ooooo`;o00001?ooool2o`0000Oooooo00?o0000ooooooooool0
0oooool2o`0000Cooooo0_l00004ooooo`;o00001?ooool2o`0000Cooooo0_l00003ooooo`03o`00
0?oooooooooo00;ooooo0ol00004ooooo`;o00001?ooool2o`0000Cooooo0_l00004ooooo`;o0000
1?ooool00ol0003oooooooooo`04ooooo`03o`000?oooooooooo00;ooooo0_l00004ooooo`;o0000
1?ooool2o`0000Cooooo0_l00003ooooo`00oooooolQooooo`005Oooool00ol0003oooooooooo`3o
ooooo`Wooooo000Eooooo`03o`000?oooooooooo0?oooooo2Oooool001Gooooo00?o0000oooooooo
ool0ooooool9ooooo`003oooool7o`000?So0?l01ol0000;ooooo`005Oooool3o`00o`03ool00?oo
0?ooo`3o04Soo`3oH?moOgm;ool001;ooooo000Eooooo`03o`000?oooooooooo0=3o003o00?ooooo
o`000?ooool04_ooool?ogmoO`03ooooool0003ooooo017ooooo000Eooooo`03o`000?oooooooooo
06;ooooo2_oo0?mToooooaCo003o4?ooool2ogmoOa;ooooo000Eooooo`03o`000?oooooooooo06co
oooo1_oo0?mbooooo`[o003o6_ooool001Gooooo00?o0000ooooooooool0L_ooool5ool0ogOooooo
2?l00?lBooooo`005Oooool00ol0003oooooooooo`1gooooo`Goo`3oS?ooool001Gooooo00?o0000
ooooooooool0O?ooool3ool0ohWooooo000Eooooo`;o0000P?ooool3ool0ohKooooo000Eooooo`03
o`000?oooooooooo08;ooooo0_oo0?n4ooooo`005Oooool00ol0003oooooooooo`24ooooo`;oo`3o
P_ooool001Gooooo00?o0000ooooooooool0Q_ooool00ooo0?ooooooooooo`1oooooo`005Oooool0
0ol0003oooooooooo`27ooooo`;oo`3oOoooool001Gooooo00?o0000ooooooooool0ROooool2ool0
oggooooo000Eooooo`03o`000?oooooooooo08_ooooo00?oo`3oooooooooool0N_ooool001Gooooo
00?o0000ooooooooool0S?ooool2ool0og[ooooo000Eooooo`;o0000Soooool2ool0ogSooooo000E
ooooo`03o`000?oooooooooo093ooooo00?oo`3oooooooooool0MOooool001Gooooo00?o0000oooo
ooooool0TOooool2ool0ogGooooo000Eooooo`03o`000?oooooooooo09?ooooo0_oo0?mcooooo`00
5Oooool00ol0003oooooooooo`2Eooooo`03ool0oooooooooooo073ooooo000Eooooo`03o`000?oo
oooooooo09Kooooo0_oo0?m`ooooo`005Oooool00ol0003oooooooooo`2Hooooo`03ool0oooooooo
oooo06gooooo000Eooooo`03o`000?oooooooooo09Wooooo00?oo`3oooooooooool0K?ooool001Go
oooo00?o0000ooooooooool0V_ooool00ooo0?ooooooooooo`1[ooooo`005Oooool2o`0009cooooo
0_oo0?m[ooooo`005Oooool00ol0003oooooooooo`2Mooooo`03ool0oooooooooooo06Sooooo000E
ooooo`03o`000?oooooooooo09kooooo00?oo`3oooooooooool0Ioooool001Gooooo00?o0000oooo
ooooool0Woooool00ooo0?ooooooooooo`1Vooooo`005Oooool00ol0003oooooooooo`2Pooooo`03
ool0oooooooooooo06Gooooo0002ooooo`;o00001?ooool01?l0003oooooooooooooool5o`0000Co
oooo00?o0000ooooooooool0XOooool2ool0ofGooooo00001Ooooooo0000oooooooooooo000000So
oooo00Co0000oooooooooooo00001?ooool00ol0003oooooooooo`2Sooooo`03ool0oooooooooooo
06;ooooo00001Ooooooo0000oooooooooooo000000Wooooo00?o0000ooooooooool01?ooool00ol0
003oooooooooo`2Tooooo`03ool0oooooooooooo067ooooo00001Ooooooo0000oooooooooooo0000
00[ooooo00?o0000ooooooooool00oooool2o`000:Kooooo00?oo`3oooooooooool0H?ooool00005
ooooool0003oooooooooool000001oooool01Ol0003ooooooooooooooooo000000Cooooo00?o0000
ooooooooool0Y_ooool00ooo0?ooooooooooo`1Oooooo`0000Goooooo`000?ooooooooooo`000007
ooooo`05o`000?ooooooooooooooool000001?ooool00ol0003oooooooooo`2Wooooo`03ool0oooo
oooooooo05kooooo0002ooooo`;o00002Oooool3o`0000Gooooo00?o0000ooooooooool0Z?ooool0
0ooo0?ooooooooooo`1Mooooo`005Oooool00ol0003oooooooooo`2Yooooo`03ool0oooooooooooo
05cooooo000Eooooo`03o`000?oooooooooo0:[ooooo00?oo`3oooooooooool0Foooool001Gooooo
00?o0000ooooooooool0Zoooool00ooo0?ooooooooooo`1Jooooo`005Oooool00ol0003ooooooooo
o`2/ooooo`03ool0oooooooooooo05Wooooo000Eooooo`;o0000[_ooool00ooo0?ooooooooooo`1H
ooooo`005Oooool00ol0003oooooooooo`2^ooooo`03ool0oooooooooooo05Oooooo000Eooooo`03
o`000?oooooooooo0:oooooo00?oo`3oooooooooool0E_ooool001Gooooo00?o0000ooooooooool0
/?ooool00ooo0?ooooooooooo`1Eooooo`005Oooool00ol0003oooooooooo`2aooooo`03ool0oooo
oooooooo05Cooooo000Eooooo`03o`000?oooooooooo0;;ooooo00?oo`3oooooooooool0Doooool0
01Gooooo00?o0000ooooooooool0/oooool00ooo0?ooooooooooo`1Booooo`005Oooool00ol0003o
ooooooooo`2dooooo`03ool0oooooooooooo057ooooo000Eooooo`;o0000]_ooool00ooo0?oooooo
ooooo`1@ooooo`005Oooool00ol0003oooooooooo`2eooooo`03ool0oooooooooooo053ooooo000E
ooooo`03o`000?oooooooooo0;Kooooo00?oo`3oooooooooool0Coooool001Gooooo00?o0000oooo
ooooool0]oooool00ooo0?ooooooooooo`1>ooooo`005Oooool00ol0003oooooooooo`2hooooo`03
ool0oooooooooooo04gooooo000Eooooo`03o`000?oooooooooo0;Wooooo00?oo`3oooooooooool0
C?ooool001Gooooo00?o0000ooooooooool0^_ooool00ooo0?ooooooooooo`1;ooooo`005Oooool0
0ol0003oooooooooo`2kooooo`03ool0oooooooooooo04[ooooo000Eooooo`;o0000_Oooool00ooo
0?ooooooooooo`19ooooo`005Oooool00ol0003oooooooooo`2mooooo`03ool0oooooooooooo04So
oooo000Eooooo`03o`000?oooooooooo0;kooooo00?oo`3oooooooooool0Aoooool001Gooooo00?o
0000ooooooooool0_oooool00ooo0?ooooooooooo`16ooooo`005Oooool00ol0003oooooooooo`30
ooooo`03ool0oooooooooooo04Gooooo0002ooooo`;o00001?ooool00ol0003oooooooooo`03oooo
o`?o00001?ooool00ol0003oooooooooo`30ooooo`03ool0oooooooooooo04Gooooo00001Ooooooo
0000oooooooooooo000000[ooooo00?o0000ooooooooool00oooool00ol0003oooooooooo`31oooo
o`03ool0oooooooooooo04Cooooo00001Ooooooo0000oooooooooooo000000Oooooo1Ol00004oooo
o`03o`000?oooooooooo0<;ooooo00?oo`3oooooooooool0@oooool00005ooooool0003ooooooooo
ool000001oooool01?l0003oooooooooool00005ooooo`;o0000a?ooool00ooo0?ooooooooooo`12
ooooo`0000Goooooo`000?ooooooooooo`000008ooooo`03o`000?oooooo000000Gooooo00?o0000
ooooooooool0`oooool00ooo0?ooooooooooo`12ooooo`0000Goooooo`000?ooooooooooo`000009
ooooo`;o00001Oooool00ol0003oooooooooo`34ooooo`03ool0oooooooooooo047ooooo0002oooo
o`;o00002oooool00ol0003oooooooooo`03ooooo`03o`000?oooooooooo0<Gooooo00?oo`3ooooo
ooooool0@?ooool001Gooooo00?o0000ooooooooool0aOooool00ooo0?ooooooooooo`10ooooo`00
5Oooool00ol0003oooooooooo`36ooooo`03ool0oooooooooooo03oooooo000Eooooo`03o`000?oo
oooooooo0<Oooooo00?oo`3oooooooooool0?_ooool001Gooooo00?o0000ooooooooool0b?ooool0
0ooo0?ooooooooooo`0mooooo`005Oooool2o`000<Wooooo00?oo`3oooooooooool0?Oooool001Go
oooo00?o0000ooooooooool0bOooool00ooo0?ooooooooooo`0looooo`005Oooool00ol0003ooooo
ooooo`3:ooooo`03ool0oooooooooooo03_ooooo000Eooooo`03o`000?oooooooooo0<[ooooo00?o
o`3oooooooooool0>oooool001Gooooo00?o0000ooooooooool0boooool00ooo0?ooooooooooo`0j
ooooo`005Oooool00ol0003oooooooooo`3<ooooo`03ool0oooooooooooo03Wooooo000Eooooo`03
o`000?oooooooooo0<cooooo00?oo`3oooooooooool0>Oooool001Gooooo00?o0000ooooooooool0
cOooool00ooo0?ooooooooooo`0hooooo`005Oooool2o`000<oooooo00?oo`3oooooooooool0=ooo
ool001Gooooo00?o0000ooooooooool0c_ooool00ooo0?ooooooooooo`0gooooo`005Oooool00ol0
003oooooooooo`3?ooooo`03ool0oooooooooooo03Kooooo000Eooooo`03o`000?oooooooooo0=3o
oooo00?oo`3oooooooooool0=Oooool001Gooooo00?o0000ooooooooool0d?ooool00ooo0?oooooo
ooooo`0eooooo`005Oooool00ol0003oooooooooo`3Aooooo`03ool0oooooooooooo03Cooooo000E
ooooo`03o`000?oooooooooo0=7ooooo00?oo`3oooooooooool0=?ooool001Gooooo00?o0000oooo
ooooool0d_ooool00ooo0?ooooooooooo`0cooooo`005Oooool2o`000=Cooooo00?oo`3ooooooooo
ool0<_ooool001Gooooo00?o0000ooooooooool0doooool00ooo0?ooooooooooo`0booooo`005Ooo
ool00ol0003oooooooooo`3Dooooo`03ool0oooooooooooo037ooooo000Eooooo`03o`000?oooooo
oooo0=Gooooo00?oo`3oooooooooool0<?ooool001Gooooo00?o0000ooooooooool0eOooool00ooo
0?ooooooooooo`0`ooooo`000_ooool2o`0000Cooooo00?o0000ooooooooool00_ooool3o`0000Go
oooo00?o0000ooooooooool0e_ooool00ooo0?ooooooooooo`0_ooooo`0000Goooooo`000?oooooo
ooooo`000007ooooo`05o`000?ooooooooooooooool000001?ooool00ol0003oooooooooo`3Foooo
o`03ool0oooooooooooo02oooooo00001Ooooooo0000oooooooooooo000000Oooooo00Go0000oooo
ooooooooooooo`000004ooooo`03o`000?oooooooooo0=Oooooo00?oo`3oooooooooool0;_ooool0
0005ooooool0003oooooooooool000001oooool4o`0000Gooooo0_l0003Iooooo`03ool0oooooooo
oooo02gooooo00001Ooooooo0000oooooooooooo000000Oooooo00?o0000ooooooooool01_ooool0
0ol0003oooooooooo`3Hooooo`03ool0oooooooooooo02gooooo00001Ooooooo0000oooooooooooo
000000Sooooo00?o0000ooooooooool01Oooool00ol0003oooooooooo`3Iooooo`03ool0oooooooo
oooo02cooooo0002ooooo`;o00002_ooool2o`0000Gooooo00?o0000ooooooooool0fOooool00ooo
0?ooooooooooo`0/ooooo`005Oooool00ol0003oooooooooo`3Jooooo`03ool0oooooooooooo02_o
oooo000Eooooo`03o`000?oooooooooo0=[ooooo00?oo`3oooooooooool0:oooool001Gooooo00?o
0000ooooooooool0foooool00ooo0?ooooooooooo`0Zooooo`005Oooool00ol0003oooooooooo`3K
ooooo`03ool0oooooooooooo02[ooooo000Eooooo`;o0000gOooool00ooo0?ooooooooooo`0Yoooo
o`005Oooool00ol0003oooooooooo`3Mooooo`03ool0oooooooooooo02Sooooo000Eooooo`03o`00
0?oooooooooo0=gooooo00?oo`3oooooooooool0:?ooool001Gooooo00?o0000ooooooooool0g_oo
ool00ooo0?ooooooooooo`0Wooooo`005Oooool00ol0003oooooooooo`3Nooooo`03ool0oooooooo
oooo02Oooooo000Eooooo`03o`000?oooooooooo0=oooooo00?oo`3oooooooooool09_ooool001Go
oooo00?o0000ooooooooool0goooool00ooo0?ooooooooooo`0Vooooo`005Oooool00ol0003ooooo
ooooo`3Pooooo`03ool0oooooooooooo02Gooooo000Eooooo`;o0000hOooool00ooo0?oooooooooo
o`0Uooooo`005Oooool00ol0003oooooooooo`3Qooooo`03ool0oooooooooooo02Cooooo000Eoooo
o`03o`000?oooooooooo0>7ooooo00?oo`3oooooooooool09?ooool001Gooooo00?o0000oooooooo
ool0h_ooool00ooo0?ooooooooooo`0Sooooo`005Oooool00ol0003oooooooooo`3Rooooo`03ool0
oooooooooooo02?ooooo000Eooooo`03o`000?oooooooooo0>?ooooo00?oo`3oooooooooool08_oo
ool001Gooooo00?o0000ooooooooool0hoooool00ooo0?ooooooooooo`0Rooooo`005Oooool00ol0
003oooooooooo`3Tooooo`03ool0oooooooooooo027ooooo000Eooooo`;o0000i_ooool00ooo0?oo
ooooooooo`0Pooooo`005Oooool00ol0003oooooooooo`3Uooooo`03ool0oooooooooooo023ooooo
000Eooooo`03o`000?oooooooooo0>Kooooo00?oo`3oooooooooool07oooool001Gooooo00?o0000
ooooooooool0i_ooool00ooo0?ooooooooooo`0Oooooo`005Oooool00ol0003oooooooooo`3Woooo
o`03ool0oooooooooooo01kooooo000Eooooo`03o`000?oooooooooo0>Oooooo00?oo`3ooooooooo
ool07_ooool000;ooooo0_l00004ooooo`03o`000?oooooooooo00;ooooo0ol00005ooooo`03o`00
0?oooooooooo0>Sooooo00?oo`3oooooooooool07Oooool00005ooooool0003oooooooooool00000
1oooool01Ol0003ooooooooooooooooo000000Cooooo00?o0000ooooooooool0j?ooool00ooo0?oo
ooooooooo`0Mooooo`0000Goooooo`000?ooooooooooo`000007ooooo`05o`000?oooooooooooooo
ool000001?ooool2o`000>[ooooo00?oo`3oooooooooool07?ooool00005ooooool0003ooooooooo
ool000002?ooool3o`0000Gooooo00?o0000ooooooooool0jOooool00ooo0?ooooooooooo`0Loooo
o`0000Goooooo`000?ooooooooooo`000007ooooo`05o`000?ooooooooooooooool000001?ooool0
0ol0003oooooooooo`3Zooooo`03ool0oooooooooooo01_ooooo00001Ooooooo0000oooooooooooo
000000Oooooo00Go0000ooooooooooooooooo`000004ooooo`03o`000?oooooooooo0>[ooooo00?o
o`3oooooooooool06oooool000;ooooo0_l00009ooooo`?o00001Oooool00ol0003oooooooooo`3[
ooooo`03ool0oooooooooooo01[ooooo000Eooooo`03o`000?oooooooooo0>_ooooo00?oo`3ooooo
ooooool06_ooool001Gooooo00?o0000ooooooooool0k?ooool00ooo0?ooooooooooo`0Iooooo`00
5Oooool00ol0003oooooooooo`3/ooooo`03ool0oooooooooooo01Wooooo000Eooooo`;o0000k_oo
ool00ooo0?ooooooooooo`0Hooooo`005Oooool00ol0003oooooooooo`3]ooooo`03ool0oooooooo
oooo01Sooooo000Eooooo`03o`000?oooooooooo0>kooooo00?oo`3oooooooooool05oooool001Go
oooo00?o0000ooooooooool0k_ooool00ooo0?ooooooooooo`0Gooooo`005Oooool00ol0003ooooo
ooooo`3^ooooo`03ool0oooooooooooo01Oooooo000Eooooo`03o`000?oooooooooo0>oooooo00?o
o`3oooooooooool05_ooool001Gooooo00?o0000ooooooooool0koooool00ooo0?ooooooooooo`0F
ooooo`005Oooool00ol0003oooooooooo`3`ooooo`03ool0oooooooooooo01Gooooo000Eooooo`;o
0000lOooool00ooo0?ooooooooooo`0Eooooo`005Oooool00ol0003oooooooooo`3aooooo`03ool0
oooooooooooo01Cooooo000Eooooo`03o`000?oooooooooo0?7ooooo00?oo`3oooooooooool05?oo
ool001Gooooo00?o0000ooooooooool0l_ooool00ooo0?ooooooooooo`0Cooooo`005Oooool00ol0
003oooooooooo`3booooo`03ool0oooooooooooo01?ooooo000Eooooo`03o`000?oooooooooo0??o
oooo00?oo`3oooooooooool04_ooool001Gooooo00?o0000ooooooooool0loooool00ooo0?oooooo
ooooo`0Booooo`005Oooool00ol0003oooooooooo`3dooooo`03ool0oooooooooooo017ooooo000E
ooooo`;o0000mOooool00ooo0?ooooooooooo`0Aooooo`005Oooool00ol0003oooooooooo`3eoooo
o`03ool0oooooooooooo013ooooo000Eooooo`03o`000?oooooooooo0?oooooo2Oooool001Gooooo
00?o0000ooooooooool0ooooool9ooooo`005Oooool00ol0003oooooooooo`3oooooo`Wooooo000E
ooooo`03o`000?oooooooooo0?oooooo2Oooool00?oooooo8Oooool00?oooooo8Oooool00?oooooo
8Oooool00001\
\>"],
ImageRangeCache->{{{0, 287}, {176.938, 0}} -> {-12017.7, -0.0984178, \
565.126, 0.00621951}}],
Cell[BoxData[
TagBox[\(\[SkeletonIndicator] Graphics \[SkeletonIndicator]\),
False,
Editable->False]], "Output"]
}, Open ]],
Cell[BoxData[
\(But\ now\ I\ want\ to\ be\ able\ to\ take\ the\ values\ at\ the\ end\ \
condition, \
and\ feed\ them\ back\ into\ the\ chemoton\ function\ slightly\ changed . \
\ Please\ can\ someone\ show\ me\ how\ to\ do\ this \(\(??\)\(\ \)\)\)], \
"Input"]
},
FrontEndVersion->"5.1 for Macintosh",
ScreenRectangle->{{0, 1024}, {0, 706}},
WindowSize->{1020, 560},
WindowMargins->{{Automatic, 0}, {Automatic, 4}}
]
(*******************************************************************
Cached data follows. If you edit this Notebook file directly, not
using Mathematica, you must remove the line containing CacheID at
the top of the file. The cache data will then be recreated when
you save this file from within Mathematica.
*******************************************************************)
(*CellTagsOutline
CellTagsIndex->{}
*)
(*CellTagsIndex
CellTagsIndex->{}
*)
(*NotebookFileOutline
Notebook[{
Cell[CellGroupData[{
Cell[1776, 53, 11635, 185, 1368, "Input"],
Cell[13414, 240, 358, 5, 21, "Message"],
Cell[13775, 247, 358, 5, 21, "Message"],
Cell[14136, 254, 365, 5, 21, "Message"],
Cell[14504, 261, 364, 5, 21, "Message"],
Cell[14871, 268, 367, 5, 21, "Message"],
Cell[15241, 275, 332, 5, 21, "Message"],
Cell[15576, 282, 359, 5, 21, "Message"],
Cell[15938, 289, 359, 5, 21, "Message"],
Cell[16300, 296, 359, 5, 21, "Message"],
Cell[16662, 303, 354, 5, 21, "Message"],
Cell[17019, 310, 333, 5, 21, "Message"],
Cell[17355, 317, 5734, 165, 235, "Output"]
}, Open ]],
Cell[CellGroupData[{
Cell[23126, 487, 390, 7, 75, "Input"],
Cell[23519, 496, 27683, 838, 186, 9122, 604, "GraphicsData", "PostScript", \
"Graphics"],
Cell[51205, 1336, 130, 3, 27, "Output"]
}, Open ]],
Cell[51350, 1342, 269, 5, 43, "Input"]
}
]
*)
(*******************************************************************
End of Mathematica Notebook file.
*******************************************************************)
But now I want to be able to take the values at the end condition, and
feed \
them back into the chemoton function slightly changed. Please can
someone \
show me how to do this??
Yours ever,
Chrisantha
www.chrisantha.com
- References:
- Re: Representation and Simulation of Dynamic Systems
- From: "Caffa Vittorio Dr." <Caffa@iabg.de>
- Re: Representation and Simulation of Dynamic Systems