- #1
eep
- 227
- 0
Hi,
In his notes, our teacher makes this approximation:
[tex]
\log(1 + 3e^{-2\frac{E_o}{\tau}}) \approx \log(3e^{-2\frac{E_o}{\tau}})
[/tex]
For [itex]\tau << E_o[/itex]
Also, and I don't think this matters, the logs are assumed to be natural logs.
I was wondering what the justification for this was...
In his notes, our teacher makes this approximation:
[tex]
\log(1 + 3e^{-2\frac{E_o}{\tau}}) \approx \log(3e^{-2\frac{E_o}{\tau}})
[/tex]
For [itex]\tau << E_o[/itex]
Also, and I don't think this matters, the logs are assumed to be natural logs.
I was wondering what the justification for this was...