I am using differential equations to determine the rate of formation of certain compounds in an enzymatic reaction. I am having an issue however, when graphing the rate of formation of one of the compounds over 1,800 seconds (tmax) where I get a very strange graph that has many "jumps". However, this issue is resolved when I reduce the window of time to 30 seconds (tmax2). I believe that the program is having issues graphing the differential equation over the larger window of time. Is there any way I can resolve this or a better alternative to this?
Thank you very much, Nik
Hi,
try the option PlotRange->All, i.e.
Plot[ {Evaluate[Purp[t] /. Mechanism]}, {t, 0, tmax}, AxesLabel -> {time (seconds), conc (mM)}, PlotStyle -> {Green}, PlotLegends -> {Purpurogallin}, PlotRange -> All]
Best wishes, Marco
Hi Nik,
The plot zoomed into the steady-state value. Just add the option PlotRange->All to the Plot function to see the full range.
Plot[ {Evaluate[Purp[t] /. Mechanism]}, {t, 0, tmax}, PlotRange -> All, AxesLabel -> {time (seconds), conc (mM)}, PlotStyle -> {Green}, PlotLegends -> {Purpurogallin}]
Sorry. Your reply only came up for me after I posted mine.
Cheers,
Marco
