Electromagnetic (EM) environment is an
integral part of the world in which we live. Many systems (radio, TV
broadcasting stations, radars…) radiate EM energy during their common
operation modes. The EM environment created by these intentional and
unintentional sources, when sufficiently strong, interferes with the
operation of many electrical and electronics equipment. During the past
few decades electrical and electronics engineering have rapidly advanced
so EM noise has increased but the techniques to solve the problems
caused by EM noise have improved.
EMC is a very important area of electromagnetics and EM measurements are
used extensively. Behavior of every new product in EM field must be
thoroughly checked using measurement equipment before being released to
public. That’s why majority of EMC engineers and specialists rely only
on measurements. However, accurate EM simulation software can help early
on in the design cycle in order to predict EMC problems and prevent
them. The aim of this document is to demonstrate the application of
WIPL-D software to many EMC issues.
EM Field In the Vicinity of a
Transmission Line
Great variety of transmission lines are used today. They are used in
high-power voltage transmission as well as in low-power – high-frequency
devices. Transmission lines are sources of electric and magnetic fields
in their vicinity. Some power transmission lines usually carry voltages
higher than 100 kV and currents higher than 100 A. High electric field,
occurring in that case, is specially investigated in terms of its
influence on humans.
Transmission line, shown in Fig. 1, is modeled using several wires and
analyzed in WIPL-D Pro. The line is fed by an ideal voltage generator
and it’s terminated with a 50 Ohms resistor. Obtained results are
electric and magnetic fields in the vicinity of the transmission line
(Fig. 2).
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Figure 1. Transmission line
model |
 
Figure 2. Electric and
magnetic fields |
Waveguide Resonator
Rectangular waveguides were one of the earliest types of structures used
to transport microwave signals and still are used for many applications
usually when high microwave power is needed.
Waveguide resonators are usually short circuited at both ends, forming a
closed box cavity. Here, electric and magnetic field are stored within
the cavity. In practice, EM energy is, then, dissipated in the metallic
walls of the cavity, or (and) dielectric filled cavity.
Rectangular waveguide is modeled and simulated in WIPL-D Pro (Fig 3).
Excitation is point source generator, that practically excites only a
TE10 wave. The observed results are current distribution on waveguide
walls (Fig. 4) and electric and magnetic fields in the waveguide (Fig.
5). Metallic walls forming the cavity are made of ideal perfectly
conducting plates.
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Figure 3. Waveguide resonator |

Figure 4. Current
distribution on walls of the waveguide resonator |
 
Figure 5. Electric and magnetic field in
waveguide resonator
Wire in Cavity
Undesired coupling of EM energy from one system (emitter) to another
(receptor) is EM interference. Let’s consider a specific case of
coupling – radiation coupling. Radiation coupling between an emitter and
receptor results from a transfer of EM energy through the radiation
path.
EM shielding is the technique that reduces coupling of undesired
radiated EM energy into equipment to enable it to operate compatibly in
its EM environment. Shielding problems are difficult to handle when a
perfect shielding integrity is not possible because of presence of
intentional discontinuities in shielding walls, such as shielding panel
joints, ventilation holes, visual access windows or switches.
A wire with 50 Ohms resistor and a finite ground plane are placed in a
cavity with a hole at one of the walls. A simple model of the system is
modeled in WIPL-D Pro (Fig. 6). Results of interests are current on the
wire and the electric field in the cavity. We can see peaks at cavity
resonant frequencies on the current vs. frequency and field vs.
frequency graphs (Figs 7-8).
 
Figure 6. Cavity; outer and inner view
|

Figure 7. Current on wire vs.
frequency |

Figure 8. Electric field vs.
frequency |
Microstrip Line with Finite
Ground
Microstrip line is one of the most popular types of planar transmission
lines, primarily because it can be fabricated by the inexpensive
photolithographic process. Also, it can be easily integrated with other
passive and active microwave devices. The exact fields in vicinity of a
microstrip line constitute a hybrid TM-TE wave and can be computed by
numerical analysis techniques. Modeling of any part of a printed circuit
or a passive electronic components printed on a dielectric is similar to
modeling of microstrip lines, so this simple example is an illustration
of how WIPL-D Pro could be used for more complex structures as well.
Microstrip with a finite ground plane and a slot in the ground which is
parallel to microstrip transmission line is modeled in WIPL-D Pro (Fig.
9). Results of interest are S-parameters (Fig. 10).
 
Figure 9. Microstrip line; top and bottom
view

Figure 10. S parameters of microstrip
transmission line
Microstrip with finite ground plane and
slot into the ground which is perpendicular to microstrip transmission
line, is modeled in WIPL-D (Fig. 11). Results of interest are s
parameters (Fig. 12).
 
Figure 11.
Microstrip line; top and bottom view

Figure 12.
S parameters of microstrip transmission line
Printed Circuit
Printed circuits are used to mechanically support and electrically
connect electronic components. They are usually multilayered structures
where spaces between traces and ground planes are filled with
dielectric. In the past few decades, printed circuits have become an
important part of almost every electronic system.
A printed circuit with a generator at one side and a load on the other
side is modeled and simulated in WIPL-D Pro (Fig. 13). Two ground planes
are under printed trace (one is standard ground plane while another is
placed for DC (Fig. 14). Traces are very thin (Fig. 14). Near field is
calculated and shown for 8.035 GHz frequency (Fig. 15).
 
Figure 13. Printed circuit; top and
bottom view
 
Figure 14. Printed circuit–line and 2nd
metallic layer

Figure 15. Electric field near printed
circuit
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