Ian Stokes edited k.tex  over 9 years ago

Commit id: 7c7a976698a9ac2510c412a54402f83776d445f3

deletions | additions      

       

$\ v_{x}$($\ x_{o}$,$\ z_{o}$,$\ t_{o}$) =$\ v_{o}$ (undisturbed wind speed)  $\ v_{z}$($\ x_{o}$,$\ z_{o}$,$\ t_{o}$) =[$\ ghk^2$/($\ gh$ -$\ 2v^2_{o}$)]exp[$\ -(1/k)$($\ ghk^2/(gh - 2v^2_{o}$)]exp[$\-(1/k)$($\  gh$/$\ v_{o}$ -$\ 2v_{o}$)($\ -hcos$[$\ (kl)sqrt(v^2_{pelican} - (v_{ph} + v_{o})^2)$/$\ (2v_{pelican})$] Now we finally have the set up complete and can solve for the work