- Schematic diagram showing wavefronts passing through the
atmosphere
- Algorithm used to estimate air density as a function of
altitude for simulations of atmospheric seeing
effects
- Algorithm used to estimate refractivity as a function of
altitude and wavelength for simulations of atmospheric seeing
effects
- Simulated short exposure through a diameter
aperture
- Simulated short exposure incorporating atmospheric
dispersion
- Phase in a short exposure from a large telescope
- Atmospherically induced optical delay at one timepoint as a
function of position in one AT aperture plane at
wavelength.
- Optical delay at
wavelength at the same
timepoint.
- Optical amplitude and phase in the AT aperture plane at
wavelength.
- Optical amplitude and phase in the AT aperture plane at
wavelength.
- Intensity in the image plane at
wavelength
- Intensity in the image plane at
wavelength
- The delay in the wavefront in the AT aperture at four
timesteps after the tip and tilt Zernike modes have been
corrected.
- The corresponding optical amplitude in the AT aperture plane.
- Optical amplitude (upper panel) and phase at
wavelength in the aperture plane before the
StS.
- Optical amplitude (upper panel) and phase at
in the aperture plane after an image-plane
knife-edge.
- Optical amplitude and phase with the opposite knife-edge
(corresponding to the other beam from the StS).
- Optical amplitude (upper panel) and phase at
wavelength in the
aperture plane before the StS.
- Optical amplitude (upper panel) and phase at
in the aperture plane after an image-plane
knife-edge.
- Optical amplitude and phase with the opposite knife-edge
(corresponding to the other beam from the StS).
- The measured optical phase compared with the piston mode in
simulations
- The measured optical phase with two group delay measurement
algorithms
- Temporal power spectra of fringe motion
- The amount of phase jitter introduced by wavefront
corrugations
- S/N ratio for fringe tracking with large apertures
Robert Tubbs
平成16年11月18日