We study VLF/LF propagation over short path as a superposition of different number of discrete modes which depends on the variations of the path parameters.
An electrical connection mode between a power system and a traction substation is called external power supply mode, which depends on the topology of a power system and its relative position to the traction substation.
The first is the lineage-based mode, which depends on factors transmitted from progenitor to daughter cells.
For a rod of length L, diameter d, and bending stiffness κ f, its slowest relaxation time τ in a solution of viscosity η is given by τ = (c⊥/κ f )(L/ω1), where c⊥ = 4πη/[ln(L/ d) + 0.84] is the transverse drag coefficient per unit length of the rod, and ω1 is a constant of order 1 for the slowest vibrational mode, which depends on the boundary condition of motion.
The asymptotic stress fields near the edge root can be described by mixed-mode singularities, which depend on the dihedral angle and material properties, and a transverse T-stress, which depends on how residual stress is realized in the interconnects.
Not only is the different number and behaviour of surface modes important for frequency-domain mode-matching techniques, which depend on having found all relevant modes during matching, but the thin boundary layer is also shown to lead to different convective and absolute stability than for uniform slipping flow.
The mechanisms are presented for a general understanding of glass corrosion and may help to select appropriate substrate glasses and their modes of storage and cleaning, which depend on the requirements of the coatings.
Several researchers investigated trivalent diamagnetic ions such as Al3+ and In3+ ions, but mixed results were obtained, which depend on mode of preparation.
The mode switching scheme combined with adaptive modulation was proposed in[9, 10], but the analysis was focused on the static mode switching which depends only on the average SNR.
where Ω l = (ϑ l, φ l ), N is the maximum spherical harmonics order, b n (kR) is the far-field mode strength, which depends on the array properties.
