Changes between Version 5 and Version 6 of doc/tec/lcm

Timestamp:

Jun 27, 2016 7:23:36 PM (8 years ago)

Author:

Giersch

Comment:

--

doc/tec/lcm

@@ -84 +84 @@
 }}}
 Here, ''r'',,n,, and ''r'',,n,,^∗^ are the radius of the ''n''th droplet before and after diffusional growth, respectively. Since the
-diffusional growth (see first Eq. in Sect. [/doc/tec/lcm#Diffusionalgrowth diffusional growth]) is a stiff differential equation, we use a 4th-order Rosenbrock-method ([#press1996 Press et al., 1996;] [#grabowski2011 Grabowski et al., 2011]), adapting its internal time step for both a computationally efficient and numerically accurate solution.
+diffusional growth (see first Eq. in Sect. [wiki:/doc/tec/lcm#Diffusionalgrowth diffusional growth]) is a stiff differential equation, we use a 4th-order Rosenbrock-method ([#press1996 Press et al., 1996;] [#grabowski2011 Grabowski et al., 2011]), adapting its internal time step for both a computationally efficient and numerically accurate solution.
 
 == Collision and coalescence ==