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Geotechnical Engineeringโ€“II [CE-321]
BSc Civil Engineering โ€“ 5th Semester
by
Dr. Muhammad Irfan
Assistant Professor
Civil Engg. Dept. โ€“ UET Lahore
Email: mirfan1@msn.com
Lecture Handouts: https://groups.google.com/d/forum/geotech-ii_2015session
Lecture # 15
25-Oct-2017
2
SCHMERTMANN (1978) METHOD
From elasticity theory;
๐œ€ ๐‘ฃ =
โˆ†๐‘ž
๐ธ๐‘ 
๐ผ๐‘ฃ
Where,
eV = vertical strain
Dq = net foundation contact pressure (kN/m2)
ES = Modulus of elasticity of sand (Youngโ€™s Modulus) (kN/m2)
IV = Strain influence factor for soil beneath foundation
Settlement
Where,
Dz = Thickness of compressible layer
Semi-empirical approach ๏ƒ  theory + model studies for vertical
strain in sands below foundation as function of depth
Semi-empirical approach
๐‘† ๐‘’ = ๐œ€ ๐‘ฃ โˆ™ โˆ†๐‘ง
3
SCHMERTMANN (1978) METHOD
C1 = Correction factor to compensate for the effects of foundation depth
(or embedment)
C2 = Correction factor for creep and other time dependent deformations
๐‘† ๐‘’ =
โˆ†๐‘ž
๐ธ๐‘ 
๐ผ๐‘ฃ โˆ™ โˆ†๐‘ง๐‘† ๐‘’ = ๐œ€ ๐‘ฃ โˆ™ โˆ†๐‘ง
Correction Factors
๐ถ1 = 1 โˆ’ 0.5
๐‘ž ๐‘ฃ๐‘œ
โˆ†๐‘ž ๐ถ2 = 1 + 0.2 log 10๐‘ก
Where,
qVO = soil overburden pressure at base of foundation (kN/m2)
t = Elapsed time (years)
๐‘† ๐‘’ =
โˆ†๐‘ž
๐ธ๐‘ 
๐ผ๐‘ฃ โˆ™ โˆ†๐‘ง โˆ™ ๐ถ1 ๐ถ2
?Next slide
4
SCHMERTMANN (1978) METHOD
Strain Influence Factor (IV)
Square foundations
(L/B = 1)
Strip foundations
(L/B > 10)
Max. Stress below footing (IVP)
Square (Axisymmetric) ๏ƒ  at depth B/2
Strip (Plain Strain) ๏ƒ  at depth B
q = foundation contact pressure
qโ€™vo = overburden pressure at foundation level
Dq = net foundation pressure
sโ€™vp = soil overburden pressure at depth for Ivp
(B or B/2)
5
Practice Problem #5
A square footing 3 m by 3 m is resting on a sand deposit shown
in the figure. Assuming the modulus of elasticity of the sand to
be equal to 2.5qc, determine the elastic settlement of foundation
5 years after construction using Schmertmann method.
9
Practice Problem #6
The results of a CPT sounding
performed at a site are shown in
figure. The soils consist of young
normally consolidated sands with
interbedded silts. The groundwater
table is at a depth of 2.0 m below the
ground surface.
A 375 kN/m load is to be supported
on a 2.5 m x 30 m footing to be
founded at a depth of 2.0 m in this
soil. Use Schmertmannโ€™s method to
compute the settlement of this footing
soon after construction and the
settlement 50 years after construction.
Use Es = 2.5 qc; g = 17 kN/m3 (above
WT), and g = 20 kN/m3 (below WT)
10
Practice Problem #6
B = 2.5 m
D = 2.0 m
Strip Foundation
Influence zone ๏ƒ  Down to 4B
12
CONCLUDED
REFERENCE MATERIAL
Foundation Analysis and Design (5th Ed.)
Joseph E. Bowles
Chapter #5
Principles of Geotechnical Engineering (7th Ed.)
Braja M. Das
Chapter #11
Essentials of Soil Mechanics and Foundations (7th Ed.)
David F. McCarthy
Chapter #10
(Schmertmann Method)
(Timoshenko & Goodier Method)
(Modified Mayerhof Method)

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Geotechnical Engineering-II [Lec #15 & 16: Schmertmann Method]

  • 1. 1 Geotechnical Engineeringโ€“II [CE-321] BSc Civil Engineering โ€“ 5th Semester by Dr. Muhammad Irfan Assistant Professor Civil Engg. Dept. โ€“ UET Lahore Email: mirfan1@msn.com Lecture Handouts: https://groups.google.com/d/forum/geotech-ii_2015session Lecture # 15 25-Oct-2017
  • 2. 2 SCHMERTMANN (1978) METHOD From elasticity theory; ๐œ€ ๐‘ฃ = โˆ†๐‘ž ๐ธ๐‘  ๐ผ๐‘ฃ Where, eV = vertical strain Dq = net foundation contact pressure (kN/m2) ES = Modulus of elasticity of sand (Youngโ€™s Modulus) (kN/m2) IV = Strain influence factor for soil beneath foundation Settlement Where, Dz = Thickness of compressible layer Semi-empirical approach ๏ƒ  theory + model studies for vertical strain in sands below foundation as function of depth Semi-empirical approach ๐‘† ๐‘’ = ๐œ€ ๐‘ฃ โˆ™ โˆ†๐‘ง
  • 3. 3 SCHMERTMANN (1978) METHOD C1 = Correction factor to compensate for the effects of foundation depth (or embedment) C2 = Correction factor for creep and other time dependent deformations ๐‘† ๐‘’ = โˆ†๐‘ž ๐ธ๐‘  ๐ผ๐‘ฃ โˆ™ โˆ†๐‘ง๐‘† ๐‘’ = ๐œ€ ๐‘ฃ โˆ™ โˆ†๐‘ง Correction Factors ๐ถ1 = 1 โˆ’ 0.5 ๐‘ž ๐‘ฃ๐‘œ โˆ†๐‘ž ๐ถ2 = 1 + 0.2 log 10๐‘ก Where, qVO = soil overburden pressure at base of foundation (kN/m2) t = Elapsed time (years) ๐‘† ๐‘’ = โˆ†๐‘ž ๐ธ๐‘  ๐ผ๐‘ฃ โˆ™ โˆ†๐‘ง โˆ™ ๐ถ1 ๐ถ2 ?Next slide
  • 4. 4 SCHMERTMANN (1978) METHOD Strain Influence Factor (IV) Square foundations (L/B = 1) Strip foundations (L/B > 10) Max. Stress below footing (IVP) Square (Axisymmetric) ๏ƒ  at depth B/2 Strip (Plain Strain) ๏ƒ  at depth B q = foundation contact pressure qโ€™vo = overburden pressure at foundation level Dq = net foundation pressure sโ€™vp = soil overburden pressure at depth for Ivp (B or B/2)
  • 5. 5 Practice Problem #5 A square footing 3 m by 3 m is resting on a sand deposit shown in the figure. Assuming the modulus of elasticity of the sand to be equal to 2.5qc, determine the elastic settlement of foundation 5 years after construction using Schmertmann method.
  • 6. 9 Practice Problem #6 The results of a CPT sounding performed at a site are shown in figure. The soils consist of young normally consolidated sands with interbedded silts. The groundwater table is at a depth of 2.0 m below the ground surface. A 375 kN/m load is to be supported on a 2.5 m x 30 m footing to be founded at a depth of 2.0 m in this soil. Use Schmertmannโ€™s method to compute the settlement of this footing soon after construction and the settlement 50 years after construction. Use Es = 2.5 qc; g = 17 kN/m3 (above WT), and g = 20 kN/m3 (below WT)
  • 7. 10 Practice Problem #6 B = 2.5 m D = 2.0 m Strip Foundation Influence zone ๏ƒ  Down to 4B
  • 8. 12 CONCLUDED REFERENCE MATERIAL Foundation Analysis and Design (5th Ed.) Joseph E. Bowles Chapter #5 Principles of Geotechnical Engineering (7th Ed.) Braja M. Das Chapter #11 Essentials of Soil Mechanics and Foundations (7th Ed.) David F. McCarthy Chapter #10 (Schmertmann Method) (Timoshenko & Goodier Method) (Modified Mayerhof Method)