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Steps of grounding mat design

Short answer

Measure soil resistivity and area; determine grid current from fault current with split and decrement factors; size conductor via IEEE 80 formula; compute tolerable step and touch voltages; design initial grid with conductor spacing and rods; calculate grid resistance and GPR; compute mesh and step voltages; ensure below tolerable limits, else refine; connect all equipment, target resistance below 1 Ω.

Describe the major steps that to be followed for design of earthing (grounding) mat in power station and its switchyard.

A grounding (earthing) mat is a buried grid of horizontal conductors with vertical rods under a powerhouse and switchyard. It must carry fault current to earth safely and keep step and touch voltages within tolerable limits. Design normally follows IEEE Std 80.

Layout

  +----+----+----+----+   Horizontal grid
  |    |    |    |    |   (Cu or GI conductor
  +----+----+----+----+    at 0.5-0.8 m depth)
  |    |    |    |    |
  +----+----+----+----+   o = earth rods
  o    |    |    |    o
  +----+----+----+----+

Steps

  1. Site data: area of switchyard/powerhouse; measure soil resistivity ρ\rho by the Wenner four-pin method; resistivity of surface layer (crushed rock) ρs\rho_s.
  2. Fault current and time: find maximum earth fault current 3I03I_0, split factor SfS_f and decrement factor DfD_f:
IG=Df Sf 3I0I_G = D_f\, S_f\, 3I_0

Fault clearing time tft_f and shock duration tst_s (e.g. 0.5–1 s). 3. Conductor size: from IEEE 80 (Onderdonk-type) formula, with II in kA

Amm2=ITCAP×10−4tc αr ρrln⁡K0+TmK0+TaA_{mm^2} = \frac{I}{\sqrt{\dfrac{TCAP\times 10^{-4}}{t_c\,\alpha_r\,\rho_r}\ln\dfrac{K_0+T_m}{K_0+T_a}}}

then add corrosion allowance and mechanical minimum. 4. Tolerable step and touch voltages (50 kg body):

Estep=(1000+6Csρs)0.116tsEtouch=(1000+1.5Csρs)0.116ts\begin{aligned} E_{step} &= (1000 + 6C_s\rho_s)\frac{0.116}{\sqrt{t_s}} \\ E_{touch} &= (1000 + 1.5C_s\rho_s)\frac{0.116}{\sqrt{t_s}} \end{aligned}
  1. Initial design: choose grid spacing DD, depth hh, total conductor length LTL_T and number of rods, covering the whole area plus about 1 m beyond the fence.
  2. Grid resistance (Sverak):
Rg=ρ[1LT+120A(1+11+h20/A)]R_g = \rho\left[\frac{1}{L_T} + \frac{1}{\sqrt{20A}}\left(1 + \frac{1}{1 + h\sqrt{20/A}}\right)\right]
  1. Ground potential rise: GPR=IGRgGPR = I_G R_g. If GPR<EtouchGPR < E_{touch}, the design is safe; go to step 10.
  2. Mesh and step voltages:
Em=ρKmKiIGLM,Es=ρKsKiIGLSE_m = \frac{\rho K_m K_i I_G}{L_M},\qquad E_s = \frac{\rho K_s K_i I_G}{L_S}
  1. Check and modify: require Em<EtouchE_m < E_{touch} and Es<EstepE_s < E_{step}. If not, reduce spacing, add conductors or rods, add crushed rock, or extend the grid, and repeat.
  2. Detailed design: connect all equipment frames, neutrals, fences, lightning arresters and cable sheaths; check transferred potentials; target resistance typically below 1 Ω for large stations.

✓ Answer checked by Claude Opus 5.5 (high effort)

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