Nuclidic Masses and Binding Energies of Nuclei from Samarium to Lutetium

Equilibrium and stability of MHD-fluids by dynamic techniques

“…This is characteristic for a system with many degrees of freedom, which therefore can support many modes of motion at the same time. Another feature peculiar to this problem is that when the densities of the two fluids approach each other (f2-> 0), it becomes more difficult to fulfil condition (6). This is similar to what happens to the inverted pendulum when the length S. of the pendulum increases.…”

“…There exists a considerable literature dealing with oscillating electric fields, in particular potential oscillations [1][2][3][4][5][6]. "Potential oscillations" means that the oscillatory electric fields are derived from a potential, thus there is no associated oscillatory magnetic field in this case.…”

Reduction of Electron Heating in the Low-Frequency Anomalous-Skin-Effect Regime

“…and substituting v th = results in a qualitatively correct expression for the anomalous skin depth c 2 v th =! 2 pe ! 1=3 .…”

“…It should be noted that in order to correctly estimate the collisional part of the heating in , the same value of en should be used in calculating the collisional heating (3) as that used in calculating the total nonlocal heating (2). In our calculations we use the experimental values of en from [10].…”

“…The ratio of the total to the collisional absorbed power calculated from the approximate model [Eqs. (2) and 3] and the self-consistent model, for two different sets of plasma parameters corresponding to experimental conditions in Ref. [10]: (i) discharge power 100 W, p 0:3 mTorr, en 1:5 10 6 s ÿ1 , T e 10 eV, n 0 2:7 10 10 cm ÿ3 (solid curve: the approximate analytic model; circles: the selfconsistent model); (ii) discharge power 100 W, p 1:0 mTorr, en 4:6 10 6 s ÿ1 , T e 5:8 eV, n 0 3:9 10 10 cm ÿ3 (dashed curve: the approximate analytic model; squares: the self-consistent model).…”