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11. |
Carbide Structures in Carburized Thoriated‐Tungsten Filaments |
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Journal of Applied Physics,
Volume 18,
Issue 1,
1947,
Page 95-102
C. W. Horsting,
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摘要:
A wide variety of carbide structures is described, as found in the surface layer of carburized thoriated‐tungsten filaments. Their origin is traced back to carburizing conditions and subsequent processing during tube making. A frequently occurring laminated carbide structure is found to contain less carbon than W2C. The thyratron relay method of carburizing control is critically reviewed. Abnormal filament current in manufactured tubes is explained as due to surface conditions which cause changes in thermal emissivity.
ISSN:0021-8979
DOI:10.1063/1.1697558
出版商:AIP
年代:1947
数据来源: AIP
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12. |
Creep Deflections in Columns |
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Journal of Applied Physics,
Volume 18,
Issue 1,
1947,
Page 103-109
Joseph Marin,
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摘要:
The determination of column deflections and column buckling loads has been considered for many years. The available theories, however, do not provide for materials which creep with time under constant loads. For the design of structural members made of these materials, a consideration of creep may be of practical importance. Plastics, concrete, and some metals creep at normal temperatures while other metals creep only at high temperatures and at stress values beyond the yield point. A consideration of creep in the design of some structures appears appropriate in view of the modern developments in plastics and the presence of high stress values which are sometimes beyond the yield stress. This paper gives a rational theory for predicting creep deflections in columns. A special case using this theory is applied to the interpretation of some preliminary tests of an aluminum alloy.
ISSN:0021-8979
DOI:10.1063/1.1697543
出版商:AIP
年代:1947
数据来源: AIP
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13. |
Effects of Magnetic Field on Oscillations and Noise in Hot‐Cathode Arcs |
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Journal of Applied Physics,
Volume 18,
Issue 1,
1947,
Page 110-116
J. D. Cobine,
C. J. Gallagher,
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摘要:
The voltage disturbances in hot‐cathode arcs are markedly affected by a magnetic field transverse to the normal flow of current. The normal plasma oscillations can be suppressed and the noise level above 1 Mc/sec. greatly increased. The oscillations appear to be transmitted to the electrodes by electrons whose velocity is modulated by the plasma ion oscillations as they travel directly from cathode to anode. The effect of the magnetic field is to remove these electrons from the current reaching the anode. A critical value of magnetic field will suppress the oscillations and reduce the noise to a minimum. As the magnetic field is further increased the high frequency noise level increases. The high frequency noise level also increases if the pressure decreases, or if a lighter gas is used. The noise level is independent of the plasma volume. The effect of the magnetic field is to build up a region of high ion density in a narrow region near the electron source. Plasma oscillations with continuous spectrum are generated in this region of high density and high density gradient.
ISSN:0021-8979
DOI:10.1063/1.1697544
出版商:AIP
年代:1947
数据来源: AIP
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14. |
Numerical Solution of Axisymmetrical Problems, with Applications to Electrostatics and Torsion |
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Journal of Applied Physics,
Volume 18,
Issue 1,
1947,
Page 116-129
George Shortley,
Royal Weller,
Paul Darby,
Edward H. Gamble,
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摘要:
Numerical methods are given for solution of axisymmetrical problems involving the partial differential equation∂2&psgr;∂z2+∂2&psgr;∂&rgr;2+K&rgr;∂&psgr;∂&rgr;=0,where &rgr; is the radial coordinate andzthe coordinate parallel to the axis. The various values ofKwhich occur in physical situations are discussed, and common iteration methods for handling these problems are given. For Laplace's equation,K= 1. For the Stoke's stream function,K= − 1, but it is pointed out that for numerical work a new function, called theflow‐disturbance function, havingK= 3, is more tractable. Similarly a new function withK= 5, thestress‐concentration function, is much easier to compute than the usual stress function (K= − 3) for the case of the torsion of a circular shaft of varying diameter. The methods are illustrated by computation of the equipotentials for an electron lens, and by a complete computation of the stresses and strains in a particular grooved circular shaft under torsion.
ISSN:0021-8979
DOI:10.1063/1.1697545
出版商:AIP
年代:1947
数据来源: AIP
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15. |
Note on a Boundary Value Problem of Reissner and Sagoci |
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Journal of Applied Physics,
Volume 18,
Issue 1,
1947,
Page 130-132
Ian N. Sneddon,
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ISSN:0021-8979
DOI:10.1063/1.1697546
出版商:AIP
年代:1947
数据来源: AIP
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16. |
Erratum: Theory of Filler Reinforcement |
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Journal of Applied Physics,
Volume 18,
Issue 1,
1947,
Page 132-132
Jane M. Dewey,
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ISSN:0021-8979
DOI:10.1063/1.1697547
出版商:AIP
年代:1947
数据来源: AIP
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