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Geotechnical information and
application to electrical
grounding resistivity calculations
D. Nowicki 12/17
Agenda
• Basic reasons
• Definitions and concepts
• Resistivity of soils
• Measurement techniques
• Conical curves
• Examples
• Example calculations
• Quiz and review
Important point
• They’ll be times when we discuss detail – this is for future reference.
The important concepts are on the light blue slides.
References
[1] Parker, M. E.; Peattie E. G. (1995) Pipe Line Corrosion and Cathodic
Protection. Houston, TX: Gulf Publishing Company
[2] Wright, H.B. AIEE Vol 55 (1936) Formulas for Calculation of Resistance to
Ground Pages 1319 – 1328
[3] Boys, P. (2016) Resistivity Testing for Earthing Safety. IEEE
[4] Sen, P.K.; Mudarres, N.K. (1990) Corrosion and Steel Grounding.
Princeton, NJ; IEEE
[5] IEEE 80 Guide for Safety in AC substation Grounding
[6] IEEE 81
[7] Dr. John Louie, University of Reno, Department of Geophysics Lecture
Series
[8]NOAA National Weather Center Climate Predication Center
[9] Sen, P.K.; Nelson, John, (2002) Steel Grounding Design Guide and
Application Notes
Typical areas of where soil characteristics play
a role
• Electrical design and soils
• Resistance to ground – code compliance and personnel safety
• Step potential – personnel safety
• Touch Potential – personnel safety
• Thermal conductivity – duct bank design and heat derating
• Cathodic protection – pipe and underground corrosion
• Soil profiles – resistivity layers, moisture content, prediction
Soil resistivity – why does it matter
• Over designed /under designed - cost and safety
• Resistivity is tied to corrosiveness of the soil
• Needed for location of ground beds
• Accuracy of soil resistivity is wide ranging – worse case designs not based on direct
measurement.
• Single point averages, predication models based on generalized data is pretty much
useless
• Models fall apart very quickly given the range of published data
• Using measured values will produce results which are accurate to a design degree.
• Fairly consistent readings versus the models for a given system
• Code compliance
• Ground rods
• Substation, alternative energy and professional distinction.
Definitions
• Resistance Ω Ohms opposition to current flow
• Resistivity ρ (ohms per meter, ohms per centimeter ) intrinsic value of all
materials resistance per unit of material
• Apparent resistivity ρ (ohms per meter, ohms per centimeter ) resistivity
estimate of a material given a ½ space geometry. Spheres of radius r.
• Conductivity σ mhos/meter or Siemens equal to 1/ ρ degree of a material
to allow for current flow.
Definition
• E=IR or E=I(R+jX)
Grounding
Grounding
Resistance of any material per unit
Simple case - one rod
Ground rods resistances don’t exactly add as
if in parallel
•
1
𝑅𝑡𝑜𝑡𝑎𝑙
=
1
𝑅1
+
1
𝑅2
+ ⋯
• Reduction of the same resistance rod
• 2 rods 60 % reduction
• 3 rods 40 % reduction
• 4 rods 33 % reduction
Grounding
• Substations – 1 Ω or less IEEE 80
• Most others – 25 Ω or less NEC
• Step and touch potential – generally applies to substations, high
energy services pose a risk, however it’s not mandated except in a
OSHA general clause.
• Fence and other structures likely to become energized.
Ground rods and soil
Some important factors
• There is a minimum resistance to ground achievable based on the soil
resistivity where it is unproductive to add rods to reduce resistance.
(overlapping spears)
• Frozen soil has some of the highest resistivity and should be subtracted.
• If you get the ρ right, these formulas are fairly accurate.
• After a certain distance the connecting cable becomes the major
contributor to reducing the resistance to ground.
• The surface layer and the first 10 to 20 feet of soil - exception – cathodic
protection and anode beds when the soil resistivity trends downward with
depth.
Effectiveness of
additional rods
Simple case - one rod
The resistivity of soils, Archie's Law
• The effective resistivity of a soil is
ρ e =a s-n Φ-m ρw
• Φ fraction pore volume (porosity)
• s is fraction of pores containing water
• ρw resistivity of the water
• A,n, and m are somewhat of a constant (material structures)
• Notice the type of material resistivity is not in this equation. Quartz,
clay, limestone, granite, etc.
IEEE 80 – Guide for grounding in AC
substations
• Typical soil resistivities
IEEE 80 Tables
Apparent soil resistivity of 10 ohms per meter
to 10,000 ohms per meter (wet/dry)
Low High
Soil resistivity p 1000 1000000 Ω cm
Ground rod length driven L 297cm 10' = 297 cm (9.5ft), effective lengths used - subtracts frost depth
Ground rod radius a 0.793cm 5/8"=1.59 cm radius =0.793cm, 3/4" = 1.9 cm, rad =0.95
Frost Depth Fd 0cm 4' = 121 cm, 2' = 61 cm
Two rod separation s 0cm Needs to be greater than length
Wire size raduis a 0cm #4/0 = 1.34 cm radius =0.67cm, #2/0= 1.05 cm, rad of 0.525 cm
Length of buried wire L 0cm 1foot = 30.48 cm
Depth of Buried wire s 0cm Needs to be greater than Frost depth 2' 6" 76.2
Low High
Single R R
3.38 3384.14Ω
IEEE 80 Based on a 2 layer model, ½ sphere
geometry, uniform horizontal layer
Factors that effect soil resistivity - Top to
bottom
• Porosity (Fractures and pores)
• Pore saturation (% air % gas)
• Hydrocarbon fluid saturation
• Water Salinity
• Clay Content
• Metallic sulfides
• Fluid Temperature - Freezing
• Rock Matrix – clay, swelling clays, volcanic glass, solid granite, metallic
sulfides, vermiculate)
Models and predicting soil resistivity
• Measurement of ρ, depth of boundary (vertical and horizontal plane)
• Averages, tables, predication models based general classification of
soil types typically have values so wide as to render them useless
Measurement of soil resistivity methods
Measurement of soil resistivity methods
• Pole –pole
• Dipole – dipole
• Pole - dipole
Measurement of soil resistivity methods
• Wenner
• Schlumberger
• Variations (3 wire, 2 wire)
Determining ρ and apparent resistivity
• Wenner Method
• Ρa = 2 π 𝑎
𝑉
𝐼
• V/I is the resistance
Apparent resistivity 2 layer model
• Wenner
• As you go wider you go deeper
Typical curves (conical model A) increasing
soil resistivity 2 layer
• ρ1 = 10 Ω m
• ρ2 = 100 Ω m
• Z = 10 m (depth interface)
Typical curves decreasing soil resistivity
(conical model Q) 2 layer
• ρ1 = 100 Ω m
• ρ2 = 10 Ω m
• Z = 10 m (depth interface)
Typical soil curves resistivity (conical model H)
• ρ1 > ρ2 < ρ3
Typical soil curves resistivity (conical model K)
• ρ1 < ρ2 > ρ3
Typical soil curves resistivity Faults
• ρ1 > ρ2
Typical soil curves resistivity Faults
• ρ1 > ρ2
Typical soil curves resistivity Faults
• ρ1 > ρ2
Graphing, layers
• Put it on log – log paper
• Look for discontinuations, steep versus steady
• Look for high readings
• Resistivity goes up slow and comes down slightly faster.
• Transition points (depths) are near the beginning of curve
• Estimate layers, multilayer of large depths are somewhat rare, it’s not
the material it’s the porosity.
• Use software to verify.
Ground modeling software
Actual readings
• Approximately all sites within 100 miles of each other
0
200
400
600
800
1,000
1,200
1,400
1,600
1,800
0 5 10 15 20 25 30 35
1
10
100
1,000
10,000
0.1 1 10 100
Raw Values for
Apparent
Resistivity
Apparent
Resistivity in Log-
Log graph format
0
500
1,000
1,500
2,000
2,500
0 5 10 15 20 25 30 35
1
10
100
1,000
10,000
0.1 1 10 100
0
50
100
150
200
250
300
1 2 3 6 12 15 18 24 31
Series2 Series3
1
10
100
1000
0.1 1 10 100
Series2 Series3
Practices
• Wenner method is by far the most accurate and common place. Specify NS,
EW spacing distances and center GPS coordinate. Stick with the same units.
• Determine number of layers and apparent resistivity. Error check EW, NS,
and data. Identify faults, vertical transitions, dips. Check data points.
• Estimate single rod to ground resistance based on an assumed high and
low apparent soil resistivity.
• The longer it goes the less the ground rods matter.
• What I’ve done for spacing between rods- any one segment is less than 25
ohms or a recommended value.
• Larger diameter ground rods usually have a bigger effect on lowering the
resistance than driving them deeper depending on the soil layers and
moisture.
Predication of steel helical pier resistance
Soil resistivity p 8427 11491 Ω cm
Ground rod length driven L 152cm 10' = 297 cm (9.5ft), effective lengths used - subtracts frost depth
Ground rod radius a 7.62 cm 5/8"=1.59 cm radius =0.793cm, 3/4" = 1.9 cm, rad =0.95
Frost Depth Fd 0cm 4' = 121 cm, 2' = 61 cm
Two rod separation s 0cm Needs to be greater than length
Wire size raduis a 0cm #4/0 = 1.34 cm radius =0.67cm, #2/0= 1.05 cm, rad of 0.525 cm
Length of buried wire L 0cm 1foot = 30.48 cm
Depth of Buried wire s 0cm Needs to be greater than Frost depth 2' 6" 76.2
Low High
Single R R
29.83 40.68
Predication and actual measured results
• Grounding report came up with two values – based on a high and low
soil resistivity for both a pier and a ground rod.
• Values for apparent resistivity came from a soils report.
Predication and actual measured results
• For a triad (3 rods connected equidistance) model predicted 4.48 to
5.59 ohms
• Measured 4.9 ohms
• For a helical pier predicted 29.6 to 40.68 ohms
• Measured 36 to 40 ohms
• Based on published data values ranged from 2 ohms to 200 ohms.
Geotechnical reports
• Don’t get a single point resistivity number or an average.
• Asked for soil resistivity.
• Look at moisture, depth, compaction and porosity.
• Brief check of materials for special cases– swelling clay’s, metal
sulfides, bedrock.
• Determine a high and low value for soil resistivity.
• Check with software.
• Do a single rod calculation
• Check step and touch potential in ETAP.
• Spend most of the time estimating in the upper levels

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Geotechnical information and its application to ground resistance calculations

  • 1. Geotechnical information and application to electrical grounding resistivity calculations D. Nowicki 12/17
  • 2. Agenda • Basic reasons • Definitions and concepts • Resistivity of soils • Measurement techniques • Conical curves • Examples • Example calculations • Quiz and review
  • 3. Important point • They’ll be times when we discuss detail – this is for future reference. The important concepts are on the light blue slides.
  • 4. References [1] Parker, M. E.; Peattie E. G. (1995) Pipe Line Corrosion and Cathodic Protection. Houston, TX: Gulf Publishing Company [2] Wright, H.B. AIEE Vol 55 (1936) Formulas for Calculation of Resistance to Ground Pages 1319 – 1328 [3] Boys, P. (2016) Resistivity Testing for Earthing Safety. IEEE [4] Sen, P.K.; Mudarres, N.K. (1990) Corrosion and Steel Grounding. Princeton, NJ; IEEE [5] IEEE 80 Guide for Safety in AC substation Grounding [6] IEEE 81 [7] Dr. John Louie, University of Reno, Department of Geophysics Lecture Series [8]NOAA National Weather Center Climate Predication Center [9] Sen, P.K.; Nelson, John, (2002) Steel Grounding Design Guide and Application Notes
  • 5. Typical areas of where soil characteristics play a role • Electrical design and soils • Resistance to ground – code compliance and personnel safety • Step potential – personnel safety • Touch Potential – personnel safety • Thermal conductivity – duct bank design and heat derating • Cathodic protection – pipe and underground corrosion • Soil profiles – resistivity layers, moisture content, prediction
  • 6. Soil resistivity – why does it matter • Over designed /under designed - cost and safety • Resistivity is tied to corrosiveness of the soil • Needed for location of ground beds • Accuracy of soil resistivity is wide ranging – worse case designs not based on direct measurement. • Single point averages, predication models based on generalized data is pretty much useless • Models fall apart very quickly given the range of published data • Using measured values will produce results which are accurate to a design degree. • Fairly consistent readings versus the models for a given system • Code compliance • Ground rods • Substation, alternative energy and professional distinction.
  • 7. Definitions • Resistance Ω Ohms opposition to current flow • Resistivity ρ (ohms per meter, ohms per centimeter ) intrinsic value of all materials resistance per unit of material • Apparent resistivity ρ (ohms per meter, ohms per centimeter ) resistivity estimate of a material given a ½ space geometry. Spheres of radius r. • Conductivity σ mhos/meter or Siemens equal to 1/ ρ degree of a material to allow for current flow.
  • 11. Resistance of any material per unit
  • 12. Simple case - one rod
  • 13. Ground rods resistances don’t exactly add as if in parallel • 1 𝑅𝑡𝑜𝑡𝑎𝑙 = 1 𝑅1 + 1 𝑅2 + ⋯ • Reduction of the same resistance rod • 2 rods 60 % reduction • 3 rods 40 % reduction • 4 rods 33 % reduction
  • 14. Grounding • Substations – 1 Ω or less IEEE 80 • Most others – 25 Ω or less NEC • Step and touch potential – generally applies to substations, high energy services pose a risk, however it’s not mandated except in a OSHA general clause. • Fence and other structures likely to become energized.
  • 16.
  • 17. Some important factors • There is a minimum resistance to ground achievable based on the soil resistivity where it is unproductive to add rods to reduce resistance. (overlapping spears) • Frozen soil has some of the highest resistivity and should be subtracted. • If you get the ρ right, these formulas are fairly accurate. • After a certain distance the connecting cable becomes the major contributor to reducing the resistance to ground. • The surface layer and the first 10 to 20 feet of soil - exception – cathodic protection and anode beds when the soil resistivity trends downward with depth.
  • 19. Simple case - one rod
  • 20. The resistivity of soils, Archie's Law • The effective resistivity of a soil is ρ e =a s-n Φ-m ρw • Φ fraction pore volume (porosity) • s is fraction of pores containing water • ρw resistivity of the water • A,n, and m are somewhat of a constant (material structures) • Notice the type of material resistivity is not in this equation. Quartz, clay, limestone, granite, etc.
  • 21. IEEE 80 – Guide for grounding in AC substations • Typical soil resistivities
  • 23. Apparent soil resistivity of 10 ohms per meter to 10,000 ohms per meter (wet/dry) Low High Soil resistivity p 1000 1000000 Ω cm Ground rod length driven L 297cm 10' = 297 cm (9.5ft), effective lengths used - subtracts frost depth Ground rod radius a 0.793cm 5/8"=1.59 cm radius =0.793cm, 3/4" = 1.9 cm, rad =0.95 Frost Depth Fd 0cm 4' = 121 cm, 2' = 61 cm Two rod separation s 0cm Needs to be greater than length Wire size raduis a 0cm #4/0 = 1.34 cm radius =0.67cm, #2/0= 1.05 cm, rad of 0.525 cm Length of buried wire L 0cm 1foot = 30.48 cm Depth of Buried wire s 0cm Needs to be greater than Frost depth 2' 6" 76.2 Low High Single R R 3.38 3384.14Ω
  • 24. IEEE 80 Based on a 2 layer model, ½ sphere geometry, uniform horizontal layer
  • 25. Factors that effect soil resistivity - Top to bottom • Porosity (Fractures and pores) • Pore saturation (% air % gas) • Hydrocarbon fluid saturation • Water Salinity • Clay Content • Metallic sulfides • Fluid Temperature - Freezing • Rock Matrix – clay, swelling clays, volcanic glass, solid granite, metallic sulfides, vermiculate)
  • 26. Models and predicting soil resistivity • Measurement of ρ, depth of boundary (vertical and horizontal plane) • Averages, tables, predication models based general classification of soil types typically have values so wide as to render them useless
  • 27. Measurement of soil resistivity methods
  • 28. Measurement of soil resistivity methods • Pole –pole • Dipole – dipole • Pole - dipole
  • 29. Measurement of soil resistivity methods • Wenner • Schlumberger • Variations (3 wire, 2 wire)
  • 30. Determining ρ and apparent resistivity • Wenner Method • Ρa = 2 π 𝑎 𝑉 𝐼 • V/I is the resistance
  • 31. Apparent resistivity 2 layer model • Wenner • As you go wider you go deeper
  • 32. Typical curves (conical model A) increasing soil resistivity 2 layer • ρ1 = 10 Ω m • ρ2 = 100 Ω m • Z = 10 m (depth interface)
  • 33. Typical curves decreasing soil resistivity (conical model Q) 2 layer • ρ1 = 100 Ω m • ρ2 = 10 Ω m • Z = 10 m (depth interface)
  • 34. Typical soil curves resistivity (conical model H) • ρ1 > ρ2 < ρ3
  • 35. Typical soil curves resistivity (conical model K) • ρ1 < ρ2 > ρ3
  • 36. Typical soil curves resistivity Faults • ρ1 > ρ2
  • 37. Typical soil curves resistivity Faults • ρ1 > ρ2
  • 38. Typical soil curves resistivity Faults • ρ1 > ρ2
  • 39. Graphing, layers • Put it on log – log paper • Look for discontinuations, steep versus steady • Look for high readings • Resistivity goes up slow and comes down slightly faster. • Transition points (depths) are near the beginning of curve • Estimate layers, multilayer of large depths are somewhat rare, it’s not the material it’s the porosity. • Use software to verify.
  • 41. Actual readings • Approximately all sites within 100 miles of each other
  • 42. 0 200 400 600 800 1,000 1,200 1,400 1,600 1,800 0 5 10 15 20 25 30 35 1 10 100 1,000 10,000 0.1 1 10 100 Raw Values for Apparent Resistivity Apparent Resistivity in Log- Log graph format
  • 43. 0 500 1,000 1,500 2,000 2,500 0 5 10 15 20 25 30 35 1 10 100 1,000 10,000 0.1 1 10 100
  • 44. 0 50 100 150 200 250 300 1 2 3 6 12 15 18 24 31 Series2 Series3 1 10 100 1000 0.1 1 10 100 Series2 Series3
  • 45. Practices • Wenner method is by far the most accurate and common place. Specify NS, EW spacing distances and center GPS coordinate. Stick with the same units. • Determine number of layers and apparent resistivity. Error check EW, NS, and data. Identify faults, vertical transitions, dips. Check data points. • Estimate single rod to ground resistance based on an assumed high and low apparent soil resistivity. • The longer it goes the less the ground rods matter. • What I’ve done for spacing between rods- any one segment is less than 25 ohms or a recommended value. • Larger diameter ground rods usually have a bigger effect on lowering the resistance than driving them deeper depending on the soil layers and moisture.
  • 46.
  • 47. Predication of steel helical pier resistance Soil resistivity p 8427 11491 Ω cm Ground rod length driven L 152cm 10' = 297 cm (9.5ft), effective lengths used - subtracts frost depth Ground rod radius a 7.62 cm 5/8"=1.59 cm radius =0.793cm, 3/4" = 1.9 cm, rad =0.95 Frost Depth Fd 0cm 4' = 121 cm, 2' = 61 cm Two rod separation s 0cm Needs to be greater than length Wire size raduis a 0cm #4/0 = 1.34 cm radius =0.67cm, #2/0= 1.05 cm, rad of 0.525 cm Length of buried wire L 0cm 1foot = 30.48 cm Depth of Buried wire s 0cm Needs to be greater than Frost depth 2' 6" 76.2 Low High Single R R 29.83 40.68
  • 48. Predication and actual measured results • Grounding report came up with two values – based on a high and low soil resistivity for both a pier and a ground rod. • Values for apparent resistivity came from a soils report.
  • 49. Predication and actual measured results • For a triad (3 rods connected equidistance) model predicted 4.48 to 5.59 ohms • Measured 4.9 ohms • For a helical pier predicted 29.6 to 40.68 ohms • Measured 36 to 40 ohms • Based on published data values ranged from 2 ohms to 200 ohms.
  • 50. Geotechnical reports • Don’t get a single point resistivity number or an average. • Asked for soil resistivity. • Look at moisture, depth, compaction and porosity. • Brief check of materials for special cases– swelling clay’s, metal sulfides, bedrock. • Determine a high and low value for soil resistivity. • Check with software. • Do a single rod calculation • Check step and touch potential in ETAP. • Spend most of the time estimating in the upper levels