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I was using the app TDEM_Planewave_Wholespace.ipynb to explore the peak time. I set conductivity to 1 S/m. And adjust the time to see when the peak reaches the depth of 400 m.
The app shows that it takes about 0.1 s for the peak to arrive at 400 m depth.
I also used the equation $t_{max} = \frac{\mu\sigma z^2}{6}$ to calculate the peak time, which is $t_{max} = 4 \pi 10^{-7} X 1 X400^2/6=0.0335 s, which is quite differnt from what the app shows.
Could anyone please explain what was going on here? Thanks!
The text was updated successfully, but these errors were encountered:
I thinks here the concept of peak time is bit mixed up.
To figure out tmax we need to plot Ex as a function of time. Peak shown in the profile does not necessarily correspond to the peak amplitude at -400 m. Does this making sense?
Hi,
I was using the app TDEM_Planewave_Wholespace.ipynb to explore the peak time. I set conductivity to 1 S/m. And adjust the time to see when the peak reaches the depth of 400 m.
The app shows that it takes about 0.1 s for the peak to arrive at 400 m depth.
I also used the equation$t_{max} = \frac{\mu\sigma z^2}{6}$ to calculate the peak time, which is $t_{max} = 4 \pi 10^{-7} X 1 X400^2/6=0.0335 s, which is quite differnt from what the app shows.
Could anyone please explain what was going on here? Thanks!
The text was updated successfully, but these errors were encountered: