The phrase "the skin effect" is correct and usable in written English.
You can use it to refer to an electrical phenomenon that occurs when alternating current is applied to a metal conductor and the current tends to concentrate near the surface of the conductor, rather than being distributed evenly throughout the entire conductor. For example, "Due to the skin effect, the impedance of the conductor increases with frequency."
The influence of including/neglecting the skin effect upon the effective elastic properties is presented and discussed.
Additionally, corrosion affects the skin effect and the effective resistance of the corroding inner and outer conductors of the stub resonator.
For films, the sandwich structure is an effective approach to depress the skin effect and improve the MI ratio, but a low MI ratio and high working frequency pose major negative factors for applications.
The frequency dependence of the measured quality factors for CC141Al presented in Figure 4(a) shows the expected (sqrt{nu}) dependence considering an effective conductivity of the outer and center conductor following the skin effect model of normal conductor.
This effect is basically a consequence of the reduction of the material's effective cross-section when an AC current flows due to the skin effect.
The skin effect becomes more pronounced as the frequency is increased.
The skin-effect criterion shows that the values of C0 should be constant when the frequency varies, if the magnetic loss results from Eddy current effect.
Considering the influences of the skin-effect, the 3-dB modulating bandwidth of the microwave signal is up to 94 GHz.
If the magnetic loss from eddy current loss, the C 0 (C 0 = μ" -2 f -1 = 2πμ 0 σd 2/3) values should be constants when the frequency varies, this is called the skin-effect criterion [75].
A novel technique and related formulations are proposed for analyzing the influences of the skin-effect on the performances of a polymer Y-fed coupler electro-optic modulator with shielded push pull micro-strip electrodes.
This paper represents an important further contribution by developing an analytical model that permits the computation of stiffnesses as well as interfacial stresses considering the skin-effect for hexagonal honeycomb sandwich, subjected to in-plane and out-of-plane forces.
