Page 227 - Electrical Safety of Low Voltage Systems
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210   Chapter Twelve


                                  FIGURE 12.10
                                  High-frequency
                                  equivalent circuit
                                  of a buried
                                  horizontal wire earth
                                  electrode.











                                     L, r G , and x L are, respectively, the inductance, the earth resistance,
                                  and the inductive reactance per unit of length of the wire. The volt-
                                  age drops across x L due to pulse currents causes nonzero potential
                                  differences along the wire, which becomes no longer equipotential.
                                  This behavior may cause two ECPs connected to the same earthing
                                  electrode, but in two different locations, to be at different potentials
                                  with risk for persons.
                                     High currents in the soil cause its resistivity to decrease, as small
                                  voids in the earth are “shorted” by the intense electrical field. Conse-
                                  quently, during lightning impulse conditions, the earth resistance of
                                  the electrode reduces. On the other hand, the high frequency of the
                                  current causes the reactance to increase. Thus, the earth impedance is
                                  the result of the combination of these two opposite effects.


                                  12.3.2 Induced Overvoltages
                                  The lightning current flows to the earth through the down-conductors
                                  connecting the LPS to the ground electrode of the building. As it
                                  is known, the circulation of currents in conductors creates magnetic
                                  fields. If the field is variable with time, which is our case, overvoltages
                                  will be induced in any metal loops present in the building.
                                     The down-conductor and any linear metal parts with vertical path
                                  within the structure, such as EXCPs, power, and telecommunication
                                  circuits, etc., can form metal loops (Fig. 12.11).
                                     The induced overvoltage can be expressed through Eq. (12.2):

                                                                 di
                                                          V i = L l l                  (12.2)
                                                                 dt

                                     With reference to Fig. 12.11, l is the vertical length of the natural
                                  gas pipe from the main equipotential bonding connection (MEB); i is
                                  the lightning current flowing at the point of strike. L l is the inductance,
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