2011 EMC Directory & Design Guide - Interference Technology
2011 EMC Directory & Design Guide - Interference Technology
2011 EMC Directory & Design Guide - Interference Technology
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shielding / cables & connectors<br />
Figure 8. Combination of a transmission line (TL) and method of<br />
moments (MoM) code for solving the irradiation problem.<br />
Num e ric a l S o l u t i o n of C o mpl e x <strong>EMC</strong> Probl e m s<br />
where D=[I 1<br />
(γb) K 1<br />
(γa)-I 1<br />
(γa) K 1<br />
(γb)] and γ=√jωμ(σ+jωε),<br />
while a and b are the inner and outer radius of the shield<br />
respectively. The electrostatic shielding is much greater than<br />
the magnetostatic shielding, and as a result, the transfer<br />
impedance term dominates at low frequencies. This fact has<br />
led many investigators to neglect the transfer admittance<br />
term in <strong>EMC</strong> coupling problems.<br />
For braided shields as in Figure 7, the model proposed<br />
by Kley [14] is very popular. The coupling mechanism<br />
giving rise to the transfer impedance and admittance are<br />
enhanced, due to the field penetration through the shield<br />
apertures. At low frequencies, the electrostatic shielding of<br />
the braid is much better than the magnetic field shielding<br />
(Y T<br />