Abstracts for fall meeting of the Japanese Society for Planetary Science
Abstracts 2003 Fall Meeting of the Japanese Society for Planetary Sciences
Displaying 1-50 of 97 articles from this issue
Oral Session1: Oct. 8, 9:15-10:30
Oral Session2: Oct. 8, 10:45-12:00
Selection Award for best presentation: Oct. 8, 12:55-15:30(Oral) and 15:45-17:00(Poster)
Poster Session1: Oct. 8, 15:45-17:00
Oral Session3: Oct. 9, 9:15-10:45
  • Hajime Hikida, Hitoshi Mizutani
    Pages 37
    Published: 2003
    Released on J-STAGE: June 02, 2004
    CONFERENCE PROCEEDINGS FREE ACCESS
    It is important to estimate a lunar crustal thickness because it directly indicates the depth of "Magma Ocean (Warren, 1985)". Recent analyses of Apollo seismic data show that the existence of a crust seems to be significantly sharower than that of Apollo-era conclusions (Khan and Mosegaad 20002; Lognonne et al., 2003); approximately 60 km thick at the Apollo 12 site (Toksoz et al., 1974). In this study assuming that the Bouguer gravity is the consequence of variations in the thickness of a crust, we present a global structure of the lunar crust by using gravity, topography data, and such new seismic constraints.In the previous lunar crustal thickness model (Zuber et al., 1994; Neumann et al., 1996; Wieczorek and Phillips, 1998), horizontal crustal density distributions are not considered although the heterogeneity of a crustal composition inferred from the VIS and NIR multispectral properties on the lunar surface (e.g. Lucey et al., 1998) is obvious.There are correlations between the iron abundances of lunar samples and those inferred normative densities. Therefore we model a horizontally heterogeneous density model of lunar crust by using both iron abundances on the lunar surface as measured by the Lunar Prospector gamma-ray spectrometer (Lawrence et al., 2001) and iron abundance-normative density relations of lunar samples. We also model the vertical distribution of the density of crust by using the pressure dependence of elastic velocities of lunar rocks in laboratory measurements (e.g. Mizutani et al., 1974), which is resulted from pore closures of rocks due to hydrostatic pressure.
  • Yusuke Morisawa, Hitoshi Mizutani
    Pages 38
    Published: 2003
    Released on J-STAGE: June 02, 2004
    CONFERENCE PROCEEDINGS FREE ACCESS
    Contribution of Tidal Heating to Thermal History of the Moon

    Y. Morisawa (University of Tokyo, ISAS), H. Mizutani (ISAS)

    1. Introduction
    The Moon was much closer to the Earth in the past than at present. The distance of the Moon from the Earth is about 60Re (Re = Earth radius) at present, and was about 3Re in the past. Therefore, the early lunar thermal state is thought to be strongly affected by the tidal dissipation.

    2. Purpose
    The possible contributions of tidal heating to lunar thermal history are investigated by Peale and Cassen (1978). But Peale and Cassen calculated the tidal heating taking into account the orbital evolution and concluded that tidal contributions to lunar thermal history were probably not important, so lunar thermal history was essentially controlled by radiogenic sources and initial accretional heating. The purpose of the present study is to reexamine the Peale and Cassen's conclusion from a view point that the tidal dissipation is significantly affected by the orbital evolution and internal structure of the Moon.

    3. Calculation
    We calculate the lunar thermal history, taking into account the orbital evolution and the possible internal structures of the early Moon. The procedure of calculation is on the basis of Peale and Cassen et al. (1978) and Kawakami and Mizutani et al. (1986).

    4. Conclusion
    The calculation results indicates that the tidal dissipation may be an important source of the heat energy and that the thermal history and orbital evolution must be coupled in order to better understand the early thermal history. But there exist several uncertain parameters for example dissipation factor Q and eccentricity, so we discussed the dependence of lunar thermal evolution on the uncertain parameters.

    [Reference]
    [1]Peale, S., and P. Cassen. Contribution of Tidal Dissipation to Lunar Thermal History. Icarus 36, 245-269 (1978).
    [2] Kawakami,S., and H. Mizutani. Thermal history of IO. Icarus 70, 78-98 (1986).
  • YOSHINORI ITAGAKI, HIROSHI ARAKI, HITOSHI MIZUTANI
    Pages 39
    Published: 2003
    Released on J-STAGE: June 02, 2004
    CONFERENCE PROCEEDINGS FREE ACCESS
    Many features became clear about deep moonquakes which are detected by seismological observation in the Apollo missions during 1969 - 1977. However, the details about behavior of tidal stresses in the focus region of deep moonquakes are not becoming clear, and it is only conjecture in the present which passed through a little more than 30 years from the Apollo missions.
    In this study, in order to construct the first step of a new theory about the relationship between lunar tidal stress and deep moonquakes, we noted a behavior of tidal stress itself.
    Calculation of tidal stresses has adopted a semi-analytical lunar ephemeris (ELP 2000/82) which is proud of the high precision given by Chapront and Chapront (1982) about the relative position of the Earth-Moon system, using the y function method given by Takeuchi (1950). A used lunar internal structure model is based on Nakamura et al. (1982) obtained by the analysis of the Apollo seismic data and a density structure uses Tanaka et al. (1990).
    The size and amplitude of tidal six components which were calculated change with the depth or positions, even when the internal structure of the moon is considered as fixation. We picked up the largest tidal stress component at a depth of 900km at every 5deg. grid points from longitude 0 to 90deg. and latitude 0 to 80deg. for a model with a core of 400km in radius and plotted in the selenographical map, a tidal stress distribution will be qualitatively classified into six zones: (1) Low longitude and Low latitude zone, (2) Middle longitude and Low-to-middle latitude zone, (3) High longitude zone, (4) Low-to-middle longitude and Middle-to-high latitude zone, (5) Middle longitude and High latitude zone, and (6) Low longitude and High latitude zone. These zones are dominated by SIGMArr, SIGMArphi, SIGMAphiphi, SIGMArtheta, SIGMAthetaphi, and SIGMAthetatheta, respectively. If this is checked with the hypocenter distribution of deep moonquakes, the hypocenter will be concentrated on the SIGMArr- and the SIGMArphi-dominated zones, especially the SIGMArphi-dominated zone, and it will be thought that these components are working as a dominant trigger to an occurrence of deep moonquakes. Itagaki et al. (2003) concluded the possibility of the existence of a toroidal motion of the lunar interior, such as the east and/or west-ward flow in the lunar deep mantle. If the deep moonquake is controlled by the tidal shear stress, the observed depth distribution can be explained by a core model having the core radius of 400 to 600 km.
    Consequently, although the focus which can be grasped clearly also exists that the SIGMArr component is a trigger in the SIGMArr zone which is next concentrating focus, the moonquake of the half which belongs to this zone has generated at the very deep point of a depth of 1100km or more, where the SIGMAthetatheta and the SIGMAphiphi components dominate. The result indicates the deep moonquakes which occur at points deeper than 1100km may be generated by different mechanism from the deep moonquakes which occur in the average depth of around 900km.
  • Satoru Yamamoto, Kouji Wada, Takafumi Matsui
    Pages 40
    Published: 2003
    Released on J-STAGE: June 02, 2004
    CONFERENCE PROCEEDINGS FREE ACCESS
    We performed impact experiments in order to investigate formation of transient craters in gravity regime. Based on the results, we will discuss the scaling laws for transient craters.
  • Kazuto Saiki, Hiroaki Akiyama, Ryosuke Nakamura, Hiroshi Takeda
    Pages 41
    Published: 2003
    Released on J-STAGE: June 02, 2004
    CONFERENCE PROCEEDINGS FREE ACCESS
    ALIS (Akita Lunar Imaging Spectrometer) is a telescopic imaging spectrometer which we developed for Space Station Lunar Observatory project. A purpose of this project is to establish the photometric model of the moon as a spectral radiance standard of space-borne imaging instruments by repeated observation of the moon with a VIS/NIR (Visible and Near Infra-red light) from the International Space Station. We developed a calibration method to gain absolute radiance and relative reflectance of the moon from ALIS data and present geologic variations of reflectance spectra. This project is carried out as a part of 'Ground-based Research Announcement for Space Utilization' promoted by Japan Space Forum.
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  • Yasushi Onda
    Pages 42
    Published: 2003
    Released on J-STAGE: June 02, 2004
    CONFERENCE PROCEEDINGS FREE ACCESS
    Precise lunar phase functions are necessary for a compositional analysis of Clementine UV-VIS images. Phase functions are considered to have both wavelength dependence and geological-type dependence. The lunar reflectance spectrum has been successfully clustered in to 9 spectral groups by applying Self-Organizing Map (SOM) method in three wavelengths, 415nm, 750nm, 950nm (Yokota 2002). The validity of the clusters were shown by comparing the results with the spectral unit map of USGS and the compositional distribution obtained by Lunar Prospector. Yokota (2002) developed a method of determining the phase functions precisely by selecting pairs of observation data that observe the same surface but has a different phase angle, And obtainded the phase functions for each spectral group.
    We have made several lunar regolith samples that correspond to each spectral group. Then, we measured the reflectance spectra and obtained the phase functions for each sample. We will compare the results with the previous works and examine what factors control the phase functions.
Oral session4: Oct. 9, 11:00-12:30
Poster Session2: Oct. 9, 13:30-14:45
  • Masakazu Takada, Akira Kouchi, Masahiko Arakawa
    Pages 49
    Published: 2003
    Released on J-STAGE: June 02, 2004
    CONFERENCE PROCEEDINGS FREE ACCESS
  • Kazumasa Moriwaki, Yoshitsugu Nakagawa
    Pages 50
    Published: 2003
    Released on J-STAGE: June 02, 2004
    CONFERENCE PROCEEDINGS FREE ACCESS
  • Takanori SASAKI, Yutaka Abe
    Pages 51
    Published: 2003
    Released on J-STAGE: June 02, 2004
    CONFERENCE PROCEEDINGS FREE ACCESS
    Hafnium and tungsten are both highly refractory elements, and hafnium is a lithophile element whereas tungsten is a moderately siderophile element that should strongly partitioned into metal phases during metal/silicate segregation. The Moon may have formed from debris created by a giant impactor that hit the Earth with a glancing blow, after terrestrial core formation. The decay of now extinct 182Hf (half-life, 9Myr) to 182W is an ideal chronometer for tracing this process, because Hf is retained in the silicate mantle while W is largely partitioned into the core during core segregation (Halliday et al. 1996; Lee et al. 1997).It has been argued that the age of terrestrial core formation was limited by accretion time, that it started very early, and that it was largely completed within the first 10-20 Myr or less of Earth history (Jacobsen & Harper 1996; Lee & Halliday 1995, 1996). And recently, according to the new results of measurements of W isotope compositions and Hf/W ratios of several meteorites, it shows that the main growth stage for the Earth is largely completed in 10 Myr, and the Moon-forming giant impact is dated at 29 Myr (Kleine et al. 2002; Yin et al. 2002). However, they applied only magma ocean model and two-stage model. Magma ocean model considers exponentially decreasing rates of accretion and the rate of core formation limited by the accretion rate, and two-stage model has strict time significance only in the case where there is complete equilibration between the core and the silicate mantle at a single point in time, with no subsequent additions of material to the Earth (Harper & Jacobsen 1996; Jacobsen 1998). They assumed that a single giant impact could give rise to this perfect resetting on Hf-W chronometer.In this study, we consider the effect of partial resetting on Hf-W system by multiple giant impacts. We show limit of the age estimation by Hf-W chronometry, and on the other hand, possibility to constrain the required resetting ratio by giant impacts or other equilibrating events.Recent works on planetary formation show that several tens of Mars-sized protoplanets are formed through a successive accretion of planetesimals in the terrestrial planet region (Kokubo & Ida 1998; Wetherill & Stewart 1989). Then we consider two different stages: (1) protoplanets formation stage and (2) giant impacts stage. Primarily, in the stage of planetary accretion, metal of impactor and silicate of target are equilibrated each other, then Hf-W chronometer of this equilibrated region is reset. This resetting continues during the metal sink in the silicate to reach the core of target body. We assume metal of impactor split into lots of metal sphere grains sinking in a silicate melt at a velocity following from Stokes sedimentation equation and reset its chronometer. Achieved resetting ratio is estimated through the volume of target add the volume of impactor divided by the volume reset its chronometer.As the result of these considerations, we show this chronometer cannot determine the age of melt-silicate separation precisely and achieving large resetting ratio is not so easy by giant impact or other. To determine the age of core formation of Earth by Hf-W chronometry, we should determine the number and the resetting ratio of each giant impacts, and to achieve the high resetting ratio of Mars (= 0.6), we should reexamine the theory of planetary formation or introduce certain drastic events for Mars.
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