The Ones That Got Away: Neutron Leakage Spectra

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The Ones That Got Away: Neutron Leakage Spectra Some neutrons are able to exit the surface before being captured The energies of these neutrons depend on their scattering history Fast neutrons that scatter in surfaces with a substantial abundance of low-mass nuclei (comparable in mass to the neutron) lose their energy ( moderate ) to these nuclei in successive scattering events Fast neutrons that have mostly scattered off high-mass (more massive than the neutron) nuclei lose much less of their energy

Neutron detection of H By far the most efficient moderator of fast neutrons is H because the next lightest nucleus is 4x heavier. 1.E+00 FLUX (NEUTRONS/(CM^2*S*P) 1.E-01 1.E-02 1.E-03 1.E-04 1.E-08 1.E-06 1.E-04 1.E-02 1.E+00 DRY WET NEUTRON ENERGY (MEV)

Detection and Mapping of Gamma Rays and Neutrons Two types of gamma ray detectors: Scintillation detectors: Gamma ray excites electrons, which de-excite by emitting visible wavelength photons (scintillation). The number of photons produced is proportional to the energy deposited by the gamma ray. Relatively poor energy resolution. Solid state detectors: Gamma ray excites electrons, which produces electron-hole pair (like in a semiconductor). A field applied to the crystal sweeps the charge to an electrical pulse detector. Good energy resolution, but crystal becomes damaged over time must anneal periodically.

Detector Complications Three ways a gamma ray can interact with solid state detector: Photoelectric absorption: Gamma ray energy is completely absorbed in the detector (desirable). Compton scattering: Gamma ray only partially loses energy through interactions with electrons. Can produce a range of energies less than the original gamma ray energy (undesirable). Pair production: Gamma ray interaction with detector produces an electron-positron pair. Pair subsequently annihilates, producing two 0.511 MeV gammas. None, one, or both of these can leak out of detector. Total energy deposited is initial gamma energy, initial gamma energy minus 0.511 MeV, or initial gamma energy minus 2 x 0.511 MeV (gives three lines).

Neutron Detection As part of a gamma ray instrument: Some gamma ray instruments cannot tell difference between energy deposited by gamma ray vs. particles. Many use an anti-coincidence shield around the detector that is sensitive only to particles, not photons. Can act as a neutron detector. As a stand-alone: Neutrons may also be detected by themselves. Example is 3 He tube detector. With two tubes one bare, the other wrapped in Cd one can distinguish fast neutrons from slow ones.

Mapping Considerations All detectors discussed are 4π steradian detectors (they see gamma rays or particles from all directions) can t point them. For an orbiter-based platform, instrument sees all the way to the local horizon. The ground footprint has a diameter comparable to the orbital altitude. Gamma rays and neutrons are counted one at a time. Derivation of abundances depends on the statistical significance of the number counted at a particular energy (proportional to square root of number of counts). Getting good statistics on weak gamma ray lines from particular elements can take many, many orbits

Mapping of natural terrestrial radioisotopes Airborne gamma-ray spectrometry surveys can assist explora6on for many commodi6es, most obviously for U and Th, but commonly also for Sn, W, REE, Nb and Zr. Less oeen, but of importance in specific circumstances, radiometric anomalies can point to Au, Ag, Hg, Co, Ni, Bi, Cu, Mo, Pb, and Zn mineraliza6on, either because one or more of the radioelements is an associated trace cons6tuent or because the mineralizing process has changed the radioelement ra6os in the surrounding environment.

Major Elements Also have fairly good maps of Ca, Al Boynton et al. (2007)

Volatile Elements Have a fairly good S map now too Boynton et al. (2007)

Radioactive Elements Boynton et al. (2007)

Get most insight from regions with correlated elemental anomalies Karuna3llake et al. (2009)

Chemically striking regions defined by correlated elemental anomalies Karuna3llake et al. (2009)