Yukawa closure: Difference between revisions
		
		
		
		Jump to navigation
		Jump to search
		
| Carl McBride (talk | contribs) m (New page: The '''Yukawa''' closure for hard spheres is  <math>g_{ij}(r) \equiv h_{ij}(r) +1=0 ~~~~~~~~ r < \sigma_{ij} = (\sigma_i + \sigma_j)/2</math>  and  <math>c_{ij}(r)= \sum_{n=1} \frac{K_{ij}...) | Carl McBride (talk | contribs)  mNo edit summary | ||
| (6 intermediate revisions by 2 users not shown) | |||
| Line 1: | Line 1: | ||
| The '''Yukawa''' closure for hard  | The '''Yukawa''' [[Closure relations | closure relation]] for [[hard sphere model | hard sphere]]s is | ||
| <math>g_{ij}(r) \equiv h_{ij}(r) +1=0 ~~~~~~~~ r < \sigma_{ij} = (\sigma_i + \sigma_j)/2</math> | :<math>g_{ij}(r) \equiv h_{ij}(r) +1=0 ~~~~~~~~ r < \sigma_{ij} = (\sigma_i + \sigma_j)/2</math> | ||
| and | and | ||
| <math>c_{ij}(r)= \sum_{n=1} \frac{K_{ij}}{r}e^{-z_nr} ~~~~~~ \sigma_{ij} < r </math> | :<math>c_{ij}(r)= \sum_{n=1} \frac{K_{ij}}{r}e^{-z_nr} ~~~~~~ \sigma_{ij} < r </math> | ||
| ==References== | |||
| [[Category:Integral equations]] | |||