On the 8-m primary mirror of the VLT, wind will have both a negative effect as it will deform dynamically the surface shape and a positive effect as it will decrease the mirror seeing when the mirror is warmer than ambient air. To analyze this combination we need to parameterize both effects in the same terms.
Dynamic deformations due to wind buffeting
Combining equations (
) and ()
the rms slope error of the optical aberration 
is
given by the expression
where U is the mean wind flow speed about 60 cm above the mirror.
Inputing the data of the VLT 8.2-m mirror
(cf. page )
at the pressure height of 
2500 m (
)
equation (6.1) becomes
Mirror seeing
The mirror
seeing FWHM angle 
is parameterized from equations
() and () as
obtaining for the particular case of the VLT mirror and an average
temperature 
For small speed values of (
m/s),
approaching the free convection condition,
is parameterized by equation ():
The quadratic sum of 
and
are plotted in fig. 6.1 for different
positive mirror-air temperature differences.
