Three de novo Lamiaceae genomes
10X de novo sequencing of Prunella vulgaris, Leonotis leonurus, and Plectranthus barbatus.
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10X de novo sequencing of Prunella vulgaris, Leonotis leonurus, and Plectranthus barbatus.
Rate and radiative heat transfer processes during flow in de laval nozzles
Dynamic tests of stretch yo-yo de-spin system
Rotational de-excitation of deuterium observed, using two beam collision of potassium and deuterium-2 atoms at right angles
Use of Rio de Janeiro ground station for conducting Relay I transoceanic communication experiments
Excited nuclei electromagnetic de-excitation rate by inelastic scattering in stellar particles calculated as function of temperature, density, transition energy and multipole functions
Anomalously large amplitudes observed in Shubnikov-De Haas effect and in thermoelectric EMF oscillations in white metallic tin
Ferromagnetic Ni band structure and magnetic breakdown between opposite spin bands, noting de Hass-van Alphen effect, exchange splitting and spin-orbit interaction
Organic analysis of Pueblito de Allende meteorite using thin layer chromatography or combined gas chromatography and mass spectrometry
AC technique using lock-in power amplifier SNR for measuring galvanomagnetic and Shubnikov-de Haas effects, noting error reduction
Lorentz absorption line shape computations in radiation scattered by homogeneous planetary atmosphere compared with results for isotropic scattering by van de Hulst similarity relations
Pueblo de Allemande chondrite unexctractable carbon content using meteorite pyrolysis, obtaining aromatic hydrocarbons
Chromatographic analysis of organic matter in Pueblito de Allende meteorite
Compressive square-wave pulses are launched in a double-plasma device. Their evolution is interpreted according to the Korteweg-de Vries description of Washimi and Taniuti. Square-wave pulses are an excitation for which an explicit solution of the Schrodinger equation permits an analytical prediction of the number and amplitude of emergent solitons. Bursts of energetic particles (pseudowaves) appear above excitation voltages greater than an electron thermal energy, and may be mistaken for solitons.
Results of a previous metric analysis and an electronic simulation of acceleratory nystagmus are given. On this basis, a tentative mathematical model for describing acceleratory nystagmus is reported. The essential content of the model is Lorente de No's neuron circuit, to which the two-factor theory of excitation has been applied.
The flux of 15.11 MeV gamma rays relative to the flux 4.44 MeV gamma rays was calculated from measured cross sections for excitation of the corresponding states of C-12 and from experimental determinations of the branching ratios for direct de-excitation of these states to the ground state. Because of the difference in threshold energies for excitation of these two levels, the relative intensities in the two lines are particularly sensitive to the spectral distribution of energetic particles which excite the corresponding nuclear levels. For both solar and cosmic emission, the observability of the 15.11 MeV line is expected to be enhances by low source-background continuum in this energy range.
The flux of 15.11 MeV gamma-rays relative to the flux 4.44 MeV gamma-rays was calculated from measured cross sections for excitation of the corresponding states of 12C and from experimental determinations of the branching ratios for direct de-excitation of these states to the ground state. Because of the difference in threshold energies for excitation of these two levels, the relative intensities in the two lines are particularly sensitive to the spectral distribution of energetic particles which excite the corresponding nuclear levels. For both solar and cosmic emission, the observability of the 15.11 MeV line is expected to be enhanced by low-source background continuum in this energy range.
Elliptic orbits are substituted for circular orbits in the first approximation, in an analysis of the common retrograde motion of Jupiter's satellites. A modification of the de Sitter theory, made possible by extended observations of the satellites, is presented with attention to that aspect of the theory which eliminates small divisors at all stages of the solution. The convergence problem is circumvented by use of Poincare's canonical relative coordinates. In addition, modified Delaunay variables and their associated Poincare variables are applied to the disturbing function, which is expanded by means of generalized Newcomb operators.