Astaroth.
Nov30-11, 12:14 PM
Hello.
I need help with a truncation of the surface density of a thin exponential disk.
To calculate the speed.
At \sigma (r)) = \sigma_{0} \exp(-\frac{r}{L})
41389
Help to calculate the formula for \sigma (r) = \sigma (Rt)*(1+(Rt-r)/SCL)= \sigma_{0} * \exp(-\frac{Rt}{L})*(1+(Rt-r)/SCL) and \sigma (r) = \sigma (Rt) = \sigma_{0} * \exp(-\frac{Rt}{L})
I need help with a truncation of the surface density of a thin exponential disk.
To calculate the speed.
At \sigma (r)) = \sigma_{0} \exp(-\frac{r}{L})
41389
Help to calculate the formula for \sigma (r) = \sigma (Rt)*(1+(Rt-r)/SCL)= \sigma_{0} * \exp(-\frac{Rt}{L})*(1+(Rt-r)/SCL) and \sigma (r) = \sigma (Rt) = \sigma_{0} * \exp(-\frac{Rt}{L})