Vacuum Environments III
Observations and Thermal Analysis of Ice Deposits on
Mercury and the Moon
Spring 2003
Calculating Surface Temperatures on Mercury and the Moon
Energy balance at the surface
Need for thermal model
- What happens at night? Not in radiative equilibrium any more.
Diurnal
temperatures - at the equators of Mercury (top) and the Moon (bottom)
from Vasavada et al. (1999)
- What happens at depth? Temperature at depth (ignoring internal heating)
is roughly the average of the variation at the surface. The thermal "wave"
penetrates to a characteristic "skin depth" depending on thermal and
physical properties of the surface material.
Temperature vs. Depth - Daily maximum, average, and
minimum temperatures vs. depth at the equator (left 2 columns) and at 85N
(right columns) on Mercury. The top row has a thin inulating layer. The
bottom row assumes either a single insulating (dotted) or conductive
(dashed) layer. From Vasavada et al. (1999)
Location of cold traps
- Where are the coldest places on Mercury or the Moon?
- Based on simple thermal modeling above and billiard-ball planets,
the polar surfaces of both the Moon and Mercury are too warm (>110 K,
see last lecture) to permit the retention of water ice deposits
- Low axial tilts (obliquity) of the planets create regions near their
poles where sunlight never directly shines. Temperature instead set by
reflected and emitted radiation from nearby warm faces.
- Predicted for the Moon by WMB, not observed for >30 years.
Observations of Ice Deposits on Mercury and the Moon
(back to top)
Discovery of Mercury radar features
Goldstone / VLA maps of Mercury - Slade et al.
(1992)
- unexpected result of radar mapping of Mercury using the Goldstone
70-m dish as a transmitter and the 27-antenna Very Large Array in New
Mexico as a receiver.
- high radar reflectivity and inverted polarization ratio at 3.5 cm
- a perfectly smooth surface viewed head-on creates a specular
reflection and flips the polarization
- a perfectly rough surface creates a broad reflection in both polarizations
- only special processes like the Coherent Backscatter Opposition
Effect (COBE) or volume scattering within a non-absorbing medium will return an
inverted (more return in the un-flipped sense) polarization ratio
- such effects are noted on the Greenland ice sheet, the North polar
ice cap of Mars, and the Galilean satellites
- both processes require radar wave to scatter through a surface layer with
a thickness up to 10 times the wavelength, with much absorption. Best
explained by volume scattering in pure, meter-thick water ice
- later analysis by Harmon et al. (1994) linked specific radar
features at 13 cm to known impact craters: slam dunk for cold trap hypothesis
- 1994 Arecibo radar images and Mariner 10
maps from Harmon et al. (1994)
 Radar results with crater locations - from
Vasavada et
al. (1999)
2001 Arecibo radar images - 1.5 km/pix!! from Harmon et
al. (2001) Possible ice near poles
Possible Observations of Ice Deposits on the Moon
- Clementine attempted a similar radar experiment at the Moon's south pole.
When the spacecraft was in the line-of-sight of the pole as seen by
Goldstone, it transmitted and Goldstone received. One unconvincing signal
was found, which has since been disputed.
- Ground-based radar mapping of the Moon's poles have not detected
any Mercury-like returns.
- Lunar Prospector carried a neutron spectrometer, designed to detect
surface hydrogen deposits which mask the background flux of neutrons
(originally created by cosmic rays). Feldman et al. (2000) found hydrogen
concentrations at both lunar poles. Best interpretation is small amounts
of water mixed with regolith.
Neutron Spectrometer results I - epithermal neutron
count versus latitude.
Neutron Spectrometer results II -
epithermal neutron count in map form.
Lunar cold trap locations -
from radar-based
topographic mapping by Margot et al. (1999). White & gray areas are
permanently shaded from the Sun. Gray areas were shaded from the radar
during the observations.
Thermal Modeling of Ice Deposits on Mercury and the Moon
(back to top)
Thermal modeling method
- the temperature of cold traps is the key factor which determines where
ice deposits will form, and how long they will be retained
- goal: model the scattering of visible and thermal radiation within
closed depressions near the poles of Mercury and the Moon
- temperatures within permanently shaded areas are determined by their
ability to "see" warm reions. It becomes important to accurately model
the orientations of the surface and surrounding topography
- polar impact craters are the obvious topographic features
- a finite-element scattering model coupled to a 1-D subsurface thermal
conduction model used to calculated temperatures within impact craters of
appropriate size, shape
Temperatures in Crater C on Mercury - shows maximum
(top) and average (bottom) surface temperatures. From Vasavada et al.
(1999)
- cold regions are bounded by steep temperature gradients; coldest regions
are crescent-shaped areas bounding the equatorward rims
- temperatures at shallow depth colder, and colder temperatures cover
a larger area
Thermal modeling results
Temperature vs. latitude in a 40-km crater - on Mercury
(left side) and the Moon (right side). Each pair of columns shows maximum
(left) and average (right) surface temperatures. From Vasavada et al.
(1999)
Temperature within observed craters on Mercury - Each
pair of columns shows maximum (left) and average (right) surface
temperatures. From Vasavada et al. (1999)
- water stable in near-polar, permanently shaded cold traps,
within 10 degrees of Mercury's poles and 13 degrees of the Moon's
- comparison of the shapes of modeled cold traps with the radar features
suggests that Mercury's cold traps are full
- radar features observed at even lower latitudes (higher surface
temperatures) on Mercury
Nature of the Ice Deposits on Mercury
- physical nature of the deposits - dust cover?
- shields the ice from maximum surface temperatures, protects from
Ly-alpha, sputtering, etc.
- needed to explain the lowest-latitude deposits on Mercury (yet must
be a layer of pure ice to be detectable by radar)
- more consistent with a catastrophic source (e.g., comet) than a gradual
source (e.g., meteoroids, outgassing)
- different radar reflectivities at 3.5 and 13 cm consistent with regolith
cover of a few cm thickness
-
 Latest Goldstone Mercury Results - at 3.5
cm from Slade et al. (2000)
Nature of the Ice Deposits on the Moon
- similar thermal environment on Mercury and Moon--why no radar features?
- how important are obliquity history, sources, geotail?
- small amount of water ice is mixed with lunar regolith (not buried)
would be consistent with neutron signature and lack of radar signature
References for this Lecture:
(back to top)
Butler, B. J., D. O. Muhleman, and M. A. Slade 1993.
Mercury: Full disk radar images and the detection and stability of ice at
the north pole. J. Geophys. Res. 98, 15003-15023.
Feldman, W. C. et al., Polar hydrogen deposits on the
Moon, J. Geophys. Res., 105, 4175, 2000.
Hapke, B. 1990. Coherent backscatter and the radar
characteristics of outer planet satellites. Icarus 88,
407-417.
Harmon, J. K., M. A. Slade, R. A. Velez, A. Crespo, M.
J. Dreyer, and J. M. Johnson 1994. Radar mapping of Mercurys
polar anomalies. Nature 369, 213-215.
Hodges, R. R. 1980. Lunar cold traps and their influence
on argon-40. Proc. Lunar Planet. Sci. Conf. 11th,
2463-2477.
Ingersoll, A. P., T. Svitek, and B. C. Murray 1992.
Stability of polar frosts in spherical bowl-shaped craters on the Moon,
Mercury, and Mars. Icarus 100, 40-47.
Margot, J.-L., D. B. Campbell, R. F. Jurgens, and M. A.
Slade, 1999.
Topography of the lunar poles from radar interferometry: A survey
of cold trap locations. Science 284, 1658.
Paige, D. A., S. E. Wood, and A. R. Vasavada 1992. The
thermal stability of water ice at the poles of Mercury. Science
258, 643-646.
Rignot, E. 1995. Backscatter model for the unusual radar
properties of the Greenland Ice Sheet. J. Geophys. Res. 100,
9389-9400.
Slade, M. A., B. J. Butler, and D. O. Muhleman 1992.
Mercury radar imaging: evidence for polar ice. Science 258,
635-640.
- A. Vasavada -
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