Radiation damage of polymers in the million volt electron microscope
- 1 January 1970
- journal article
- research article
- Published by Taylor & Francis in Radiation Effects
- Vol. 3 (1) , 89-91
- https://doi.org/10.1080/00337577008235620
Abstract
The degradation of polyethylene and polyoxymethylene crystals in the high voltage electron microscope was determined from 100–1000 kV. As in previous work at lower electron energies, the dose needed to change the initial crystalline diffraction patterns into amorphous ring patterns was measured. It was found that the dose required to destroy the crystal order increases by a factor of about three in going from 100 to 1000 kV. The result agrees roughly with the theoretically predicted ionization rate, assuming that the damage rate is proportional to the ionization rate.Keywords
This publication has 26 references indexed in Scilit:
- On the mechanisms of diffusion in inert-gas bombarded solids. Diffusion theory for discrete media, part VJournal of Nuclear Materials, 1969
- Interstitial diffusion of emanation in uranium monocarbide single crystals at and below room temperatureSolid State Communications, 1969
- Thermal release of inert gases from tungsten: Dependence on the crystal face bombardedCanadian Journal of Physics, 1968
- Relativistic Dynamical Theory of Electron DiffractionJournal of the Physics Society Japan, 1966
- ANOMALOUS PENETRATION OF XENON IN TUNGSTEN CRYSTALS—A DIFFUSION EFFECTCanadian Journal of Physics, 1966
- A new self‐nucleation phenomenon and its application to the growing of polymer crystals from solutionJournal of Polymer Science Part B: Polymer Letters, 1966
- Release of Xenon from Uranium Carbide at Low TemperaturesJournal of the American Ceramic Society, 1964
- THE IONIC ENTRAPMENT AND THERMAL DESORPTION OF INERT GASES IN TUNGSTEN FOR KINETIC ENERGIES OF 40 EV TO 5 KEVCanadian Journal of Physics, 1964
- THE DIFFUSION OF "ATTACHED" INERT-GAS ACTIVITYCanadian Journal of Chemistry, 1961
- A study of the mechanism of ion pumping for the noble gasesProceedings of the Royal Society of London. Series A. Mathematical and Physical Sciences, 1961