full-wave vlf modes in a cylindrically symmetric enhancement of
... outside the duct. One can no longer distinguish between principal and escaping waves. Both waves propagate in the core; for one wave t?is greater than COS-~(2/Y), and for the other it is less. (If the inequalities (19) hold, for some value of r in the duct wall the density is such that 0 = co@ (2/Y) ...
... outside the duct. One can no longer distinguish between principal and escaping waves. Both waves propagate in the core; for one wave t?is greater than COS-~(2/Y), and for the other it is less. (If the inequalities (19) hold, for some value of r in the duct wall the density is such that 0 = co@ (2/Y) ...
Chapter 16
... A capacitor is a device used in a variety of electric circuits used to store electric charge (and therefore energy) The capacitance, C, of a capacitor is defined as the ratio of the magnitude of the charge on either conductor (plate) to the magnitude of the potential difference between the conductor ...
... A capacitor is a device used in a variety of electric circuits used to store electric charge (and therefore energy) The capacitance, C, of a capacitor is defined as the ratio of the magnitude of the charge on either conductor (plate) to the magnitude of the potential difference between the conductor ...
A dipole in an external electric field.
... magnitude but opposite in sign, separated by a fixed distance d. q is the “charge on the dipole.” Earlier, I calculated the electric field along the perpendicular bisector of a dipole (this equation gives the magnitude only). ...
... magnitude but opposite in sign, separated by a fixed distance d. q is the “charge on the dipole.” Earlier, I calculated the electric field along the perpendicular bisector of a dipole (this equation gives the magnitude only). ...
PowerPoint
... magnitude but opposite in sign, separated by a fixed distance d. q is the “charge on the dipole.” Earlier, I calculated the electric field along the perpendicular bisector of a dipole (this equation gives the magnitude only). ...
... magnitude but opposite in sign, separated by a fixed distance d. q is the “charge on the dipole.” Earlier, I calculated the electric field along the perpendicular bisector of a dipole (this equation gives the magnitude only). ...
Time-Dependent Meson Melting in External Magnetic Field
... time-dependent and time as the intersection locus approaches the pole where the S wrapped by the D7-brane Let/r us.start with the AdS-Vaidya metric thatcoordinates 2 L ...
... time-dependent and time as the intersection locus approaches the pole where the S wrapped by the D7-brane Let/r us.start with the AdS-Vaidya metric thatcoordinates 2 L ...
Effect of Poloidal Density Variation of Neutral
... the normalized toroidal flow velocity at the outer midplane, defined by Vi’ I 2 T 0 FV =eRhB2 i, as a function of the poloidal angle of the gas puff. Here we use typical magnetic equilibria from Alcator C-Mod and MAST. Note that the rotation speed is much larger if the puff is applied on the inboa ...
... the normalized toroidal flow velocity at the outer midplane, defined by Vi’ I 2 T 0 FV =eRhB2 i, as a function of the poloidal angle of the gas puff. Here we use typical magnetic equilibria from Alcator C-Mod and MAST. Note that the rotation speed is much larger if the puff is applied on the inboa ...
An equal area law for holographic entanglement entropy of the AdS
... inflection point. It was subsequently pointed out in [14] that the same qualitative behavior can be observed if we study the isocharges in the entanglement entropy-temperature plane (for spherical entangling regions), and that moreover the inflection point occurs at the same critical temperature as ...
... inflection point. It was subsequently pointed out in [14] that the same qualitative behavior can be observed if we study the isocharges in the entanglement entropy-temperature plane (for spherical entangling regions), and that moreover the inflection point occurs at the same critical temperature as ...
Optics beyond the diffraction limit
... These relations are a consequence of the Fourier transform relationship between E(R, z = 0) and Ẽ(K, z = 0). We will refer to these relations as uncertainty relations in the following. Let us consider a typical diffraction geometry, namely, a slit in an opaque screen corresponding to the plane z = ...
... These relations are a consequence of the Fourier transform relationship between E(R, z = 0) and Ẽ(K, z = 0). We will refer to these relations as uncertainty relations in the following. Let us consider a typical diffraction geometry, namely, a slit in an opaque screen corresponding to the plane z = ...
A new instrument for the study of wave-particle interactions in... One-chip Wave-Particle Interaction Analyzer
... sensors. Since the WPIA system calculates Ew · v on-board scribes the necessary functions to be implemented in the a spacecraft, it requires input of data from plasma sen- WPIA. As already mentioned, knowing the precise phase sors and fluxgate magnetometers as well as plasma wave relation between th ...
... sensors. Since the WPIA system calculates Ew · v on-board scribes the necessary functions to be implemented in the a spacecraft, it requires input of data from plasma sen- WPIA. As already mentioned, knowing the precise phase sors and fluxgate magnetometers as well as plasma wave relation between th ...
You are conducting an experiment to measure the
... These materials were produced by Educational Testing Service® (ETS®), which develops and administers the examinations of the Advanced Placement Program for the College Board. The College Board and Educational Testing Service (ETS) are dedicated to the principle of equal opportunity, and their progra ...
... These materials were produced by Educational Testing Service® (ETS®), which develops and administers the examinations of the Advanced Placement Program for the College Board. The College Board and Educational Testing Service (ETS) are dedicated to the principle of equal opportunity, and their progra ...
Time in physics
Time in physics is defined by its measurement: time is what a clock reads. In classical, non-relativistic physics it is a scalar quantity and, like length, mass, and charge, is usually described as a fundamental quantity. Time can be combined mathematically with other physical quantities to derive other concepts such as motion, kinetic energy and time-dependent fields. Timekeeping is a complex of technological and scientific issues, and part of the foundation of recordkeeping.