May 1973
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5 Reads
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33 Citations
Surface Science
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May 1973
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5 Reads
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33 Citations
Surface Science
August 1972
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6 Reads
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33 Citations
Surface Science
A field emission technique is described to measure the influence of a definite adsorption layer on surface self-diffusion. The rate determining activation energy for this diffusion is determined in a field electron microscope by measuring time and temperature of the transformation of a build-up form into an annealed form of an emitter crystal.If a clean tungsten surface is covered with one tenth or less of a monolayer of carbon, the surface self-diffusion remains unchanged. However, coverage of one half to one monolayer of carbon leads to an increase of the surface self-diffusion energy from 3.1 to 8.7 eV. If oxygen is adsorbed on clean tungsten an increase of the surface self-diffusion energy from 3.1 to 4.2 eV is found. These results imply some earlier self-diffusion data on other metals may be influenced by undetected adsorption layers.
June 1971
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9 Reads
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33 Citations
Surface Science
To determine the temperature of a heated crystal in a field electron or ion microscope, not only the temperature of the heated loop, but also the temperature gradient along the emitter tip due to heat conduction and radiation must be considered. A method is described to calculate the temperature distribution along the tip. Typical numerical results are given for tips of tungsten and some other metals at temperatures between 1000 and 2900 °K. Considered are conical tips of different length (half cone angle between 0.5° and 6°) and some non-conical tips. The temperature gradient near the apex (which influences the shape change by surface diffusion) has a maximum for a particular angle of the conical tip. Very high gradients occur at tip constrictions.
June 1971
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5 Reads
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7 Citations
Surface Science
January 1971
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6 Reads
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1 Citation
To determine the temperature of a heated crystal in a field electron or ion microscope, not only the temperature of the heated loop, but also the temperature gradient along the emitter tip due to heat conduction and radiation must be considered. A method is described to calculate the temperature distribution along the tip. Typical numerical results are given for tips of tungsten and some other metals at temperatures between 1000 and 2900 °K. Considered are conical tips of different length (half cone angle between 0.5° and 6°) and some non-conical tips. The temperature gradient near the apex (which influences the shape change by surface diffusion) has a maximum for a particular angle of the conical tip. Very high gradients occur at tip constrictions.
... 3-7), namely, ∂T m (r) ∂r = − q 0 r 2 log(r/r 0 ) → 0 as r → r 0 , so as to get a tangible solution near the cone apex. The maximum temperatureT m = T m (r 0 ) ∼ q 0 r 0 occurs near the conical tip (r = r 0 ) and radially decays along the cone axis away from the tip, whereas the maximum heat flux occurs a few radii below the tip (see [60,80,[90][91][92]) as log(r/r 0 ) ∼ 1. Thus, for a conical tip with r 0 ∼ 10 nm and local irradiation power of about 50 μW, the maximum temperature rise at the tip of the cone is approximately 15 • C (gold) and 12 • C (silver). ...
June 1971
Surface Science
... The results show that the nickel interlayers are characterized by highly suitable conditions for the diffusion of both tungsten and phosphorus [5,6]. It is possible that enrichment of the grain boundaries with nickel has the same effect on potassium. ...
May 1973
Surface Science
... In addition to the reduction effect of the hydrogen atmosphere during processing, this oxygen absorption behavior may help to further reduce the oxygen level of the W grains and grain boundaries. Tungsten is known to be sensitive to oxygen contamination, as a minor amount of oxygen can increase the activation energy for surface diffusion during sintering [38], and oxygen segregating to grain boundaries can decrease the grain boundary cohesion [10]. Therefore, this oxygen absorption behavior of Ti may be particularly valuable, as it could improve both the sintering of W and also the strength and toughness of sintered materials. ...
August 1972
Surface Science