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1.
Bronisław Kuchowicz 《General Relativity and Gravitation》1974,5(2):201-234
The three subsequent levels of approach to the problem of the neutrino in general relativity which have been exploited till now, are:
- ‘classical particle’ approach, i.e. a study on the neutrino as a classical particle in a classical, given gravitational field;
- ‘quantum particle’ approach, i.e. considering the Dirac equation for the neutrino in a given gravitational field;
- ‘classical field’ approach comprising the study of combined neutrino-gravitational fields.
2.
Coherent neutron scattering lengths and total cross sections have been measured for barium compounds and on isotopically enriched samples for neutron energies from 0.5 meV up to 132 eV using different techniques. From the experimental data the following quantities were obtained: the coherent scattering lengths (in fm) of Ba (5.07±0.03) and of the isotopes with mass numbers 130 (?3.6±0.6); 132 (7.8±0.3); 134 (5.7±0.1); 135 (4.66±0.10); 136 (4.90 ±0.08); 137 (6.82±0.10); and 138 (4.83±0.08). the absorption cross sections σγ (at 0.025 eV in barn): of Ba (1.1±0.1) and of the isotopes: 130 (30±5); 136 (0.68±0.17); 137 (3.6±0.2); and 138 (0.27±0.14). zero-energy scattering cross sections for Ba and the isotopes 136, 137 and 138. On the basis of these data, the isotopic- and spin-incoherent cross sections and the (s)-resonance contributions to the coherent scattering lengths have been determined and discussed. 相似文献
3.
Jerrold Franklin 《Foundations of Physics》2013,43(12):1489-1501
We study the acceleration and collisions of rigid bodies in special relativity. After a brief historical review, we give a physical definition of the term ‘rigid body’ in relativistic straight line motion. We show that the definition of ‘rigid body’ in relativity differs from the usual classical definition, so there is no difficulty in dealing with rigid bodies in relativistic motion. We then describe
- The motion of a rigid body undergoing constant acceleration to a given velocity.
- The acceleration of a rigid body due to an applied impulse.
- Collisions between rigid bodies.
4.
5.
N. Barakat F. F. A. El-Shazly H. T. El-Shair 《Applied Physics A: Materials Science & Processing》1977,14(3):319-323
A new interferometric method is proposed, using white light fringes of equal chromatic order to determine simultaneously the following paramcters:
- The refractive index of a thin dielectric film, and hence its dispersion.
- The film thickness.
- The correct value of the order of interference.
- The phase shift occuring due to reflection at the dielectric/metal interface. In the present work, doubly silvered zinc sulphide (ZnS) thin dielectric film was used as an example in applying the proposed method.
6.
J. Halbritter 《Applied Physics A: Materials Science & Processing》1986,39(1):49-57
Broad-area electrodes show electron emission already at electric field strengthsF≈107 V/m. This enhanced field emission (EFE) occurs only for contaminated surfaces. EFE is accompanied by photon emission and gas desorption yielding finally discharges. EFE is caused by dust and contaminants initiating the following effects: an electron is stochastically emitted in a trigger zone the electron gains energyΔE?eΔxF * which excites electronic states which relax by the emission of electrons, photons, and atoms where the positive charges left behind enhanceF *=βF (β?1) initiating so an electron avalanche, i.e., a high conductivity channel. Because of charge migration and neutralization, this avalanche has a life time. This pulsating EFE is accompanied by light emission and gas desorption yielding finally a gas cloud and a discharge. The pulsating, self-sustained EFE has the same root as: the enhanced secondary emission found first by Malter the conductivity switching exhibited by thin (≈ 1 μm) layers of semiconductors or insulators the normal cathode fall and the firing-wave instability in neurodynamics. 相似文献
7.
J. Ginibre 《Communications in Mathematical Physics》1969,14(3):205-234
We prove that the following lattice systems:
- anisotropic Heisenberg model,
- Ising model with transverse magnetic field,
- quantum lattice gas with hard cores extending over nearest neighbours,
8.
A. Jánosi 《Zeitschrift für Physik B Condensed Matter》1990,80(3):393-400
We study the effects of some of the most important and typical structural changes in two-phase systems on selected structural parameters obtained from small-angle x-ray scattering (SAXS) measurements. To limit the present study, it was assumed that the Phase, 1, embedded in the matrix
- is monodispersed and homogeneous,
- possesses one of the three most extreme shapes (spherical, fibrillar or lamellar) and
- changes its behaviour
- through type change (spinodal or nucleotic or coarsening), without changing the shape,
- through a change of the shape only, or
- through a) (type change) and b) (shape change) simultaneously.
- chord lengthl 1 (and/or radius of gyrationR),
- volume partw 1 of the Phase 1, and
- relative inner surfaceS v of the system.
- spinodal change, all three SAXRS parameters are increasing or decreasing simultaneously and proportional to a power of the intensity of the change,
- nucleotic change,l 1 (and/orR) is unchanged, the other two (w 1 andS v ) are increasing or decreasing simultaneously and directly proportional to the intensity,
- coarsening change,w 1 is unchanged and anincreasing ofl 1 is always accompanied by adecreasing ofS v and vice versa.
9.
Dipl.-Phys. E. Heidbreder Dr. K. Pinkau 《Zeitschrift für Physik A Hadrons and Nuclei》1968,211(1):51-67
An extended array of emulsion and lead plates has been exposed at Zugspitze for 6 months. The results of the measurements carried out on individual high energy cascades, and families of cascades allow the following conclusions to be drawn:
- The vertical intensity of electrons andγ-quanta with energy > 1000 GeV on Zugspitze (2900 m) is 4.5/8.8 × 10?10 cm?2sec?1ster?1.
- The energy spectrum of these particles has the shape of a power law with exponent — 1.85.
- The production spectrum of secondary particles in individual interactions is derived, and it steepens with increasing primary energy. Using other evidence one may then conclude that this is due to an increase of multiplicity with primary energy.
10.
E. Mourre 《Communications in Mathematical Physics》1981,78(3):391-408
We give a sufficient condition for a self-adjoint operator to have the following properties in a neighborhood of a pointE of its spectrum:
- its point spectrum is finite;
- its singular continuous spectrum is empty;
- its resolvent satisfies a class of a priori estimates.
11.
Prof. Dr. Fritz Bopp 《Zeitschrift für Physik A Hadrons and Nuclei》1969,224(1-3):209-221
Starting from the four component Dirac equation for free particles without mass W.Heisenberg und W.Pauli have shown that the interaction term is uniquely defined, if one requires that all symmetries of free particles are preserved. Here we obtain similar results if we start from the eight component Dirac equation for free particles without mass:
- The symmetry group of the eight component Dirac equation for free particles without mass has 16 parameters. It is isomorph to the direct product of the SU 4 and a one-parametric group: SU 4× (1).
- The interaction operator is uniquely defined if one requires to preserve as many symmetries as possible of those given in (1).
- But some of the symmetries in (1) are necessarily broken, in particular that of SU 3. The symmetry of the interaction operator is given by SO 4× (1)× (1).
- The Heisenberg theory is uniquely defined, only if one assumes that the free particle part of the equation is well known.
- The theory can be changed without modifying the fundamental idea ofHeisenberg andPauli to deduce an uniquely defined interaction operator if one starts with a modified free particle part.
- A special kind of modification of the free particle part leads essentially to the SU 4-symmetry including that of SU 3, which is necessarily broken by the interaction term.
- The question arises if this break of the SU 3-symmetry has something to do with the real break. This question is not yet touched in this paper.
12.
C. v. Westenholz 《International Journal of Theoretical Physics》1971,4(4):305-320
Wheeler's conjecture that there might exist a ‘principle’ which rules out parity-non-conserving spaces is analysed. The following result has been obtained: A local relativistic quantum field theory is parity-conserving if the following conditions hold:
- The fields are derived from geometry, i.e. they are represented by quantised currents (in the sense of de Rham); and
- The theory may be defined on a connected and, under certain restrictions, on a disconnected orientable space-time continuumM 4.
13.
Noboru Nakanishi 《Letters in Mathematical Physics》1977,1(5):361-366
The following new findings are briefly reported:
- A consistent quantum theory can be formulated for a free massless scalar field in two-dimensional spacetime.
- Satisfactory operator solutions in terms of asymptotic fields can be constructed in the Thirring and Schwinger models.
- Gauge invariance is spontaneously broken in the Thirring model as well as in the Schwinger model.
14.
A. Benninghoven K. H. Müller M. Schemmer P. Beckmann 《Applied Physics A: Materials Science & Processing》1978,16(4):367-373
O2 exposure of polycrystalline nickel at 300 K results in characteristics changes of secondary ion emission. These can be described by a model which is in good agreement with corresponding LEED, AES, XPS, and ΔΦ results of other authors. According to this model, oxygen can be bonded on Ni in at least five different phases:
- chemisorption, indicated by a rapid increase of Ni+, Ni 2 + , and Ni2O+ (≦5 L);
- a rearranged chemisorption layer, characterized by a drastic decrease of Ni+, Ni 2 + , and Ni2O+ (5–15 L);
- nickel oxide (NiO) responsible for a strong NiO?- and NiO 2 ? -emission (≦40 L);
- oxygen on top of this NiO layer, producing a final increase of Ni+ and NiO+ and a O2-flash signal at 400 K (>40 L);
- bulk dissolved oxygen in thermal equilibrium with a chemisorption layer (after several exposure/heating cycles).
15.
In ferrites a large number of after-effects are found, with time constants between nano-seconds and years. In this review the after-effects due to ion-and electron motion will be treated. One finds:
- single-ion effects in combination with lattice deformations, e.g. Mn3+;
- ion effects caused by mobile vacancies, e.g. Co2+;
- effects due to electron transfer:
- Co2+?Co3+
- Me2+?Fe3+, in combination with Me4+ and vacancies.
- Me4+?Fe2+, with Me=Si, Ti (photomagnetic effect).
16.
Conclusions
- The temperature profile of an absorbing film for a given microwave power flux distribution has been considered.
- The conditions under which agreement is found between the temperature relief and the flux distribution has been clarified.
- An experimental investigation has been carried out of the temperature profile in a matched film for the TE10 mode.
- The possibility of using a semiconductor thermal probe to investigate the microwave power flux distribution has been demonstrated.
17.
J. C. M. Henning J. H. den Boef 《Applied Physics A: Materials Science & Processing》1978,16(4):353-357
A novel method for measuring magnetostriction constants is presented. A strain, periodic in time, applied to the sample, causes a modulation of the ferromagnetic resonance line position. The height of the signal obtained after phase-sensitive detection is proportional to the strain modulation depth. The appropriate magnetostriction constant λ is obtained by comparing the height of the SMFMR signal with that of the FMR line, as recorded by means of magnetic field modulation. Features of the new technique are:
- high sensitivity: λmin? 10?9 forM=100 Oe and linewidth ΔH d=1 Oe;
- λ's belonging to distinct precession modes are separately determined;
- applicable to thin layers for which strain gauge techniques cannot be used;
- wide temperature range: 1.2 K<T<300 K;
- uniform stress.
18.
Poly(methylmetacrylate)/poly(ethylene oxide) (PMMA/PEO) based polymer electrolytes were synthesized using the solution cast technique. Four systems of PMMA/PEO blends based polymer electrolytes films were investigated:
- PMMA/PEO system,
- PMMA/PEO + ethylene carbonate (EC) system,
- PMMA/PEO + lithium hexafluorophosphate (LiPF6) system and
- PMMA/PEO + EC + LiPF6 system.
19.
E. Boos I. Ginzburg K. Melnikov T. Sack S. Shichanin 《Zeitschrift fur Physik C Particles and Fields》1992,56(3):487-491
Three possibilities to observe the Higgs-top interation at future γγ-colliders are discussed:
- associated Higgs production via the \(\gamma \gamma \to t\bar tH\) reaction,
- Higgs obliged radiative correction to the \(\gamma \gamma \to t\bar t\) channel,
- Higgs resonance production via γγ→H→ZZ.
20.
V. Yu. Klepikov 《Radiophysics and Quantum Electronics》1996,39(10):857-861
Analyzing statistically the magnetic and Doppler velocity data for 85 quiescent prominences observed in 1983–1987 by Nikolsky's magnetograph, we came to the following preliminary conclusions: The average longitudinal magnetic field of the prominence determines the dynamic velocity of the latter: the stronger magnetic fields correspond to the higher Doppler velocities. A longitudinal magnetic field less than 25 G allows the material to move with arbitrary velocity within the limits of several kilometers per second. A magnetic field higher than 25 G suppresses such movements. The horizontal length of the flux tube exceeds its vertical part by 1.5 orders of magnitude (the upper limit). There is an angle of 10°between the horizontal component of the velocity vector in quiescent prominences and the long axis of the filament. The maximum velocity in quiescent prominences is about 7 km/s. 相似文献