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The Ultimate Bearing Capacity is defined as the minimum gross pressure intensity at the base of the foundation at which the soil fails in shear. Check FAQs
qf=((CsNc)+(σsNq))
qf - Ultimate Bearing Capacity?Cs - Cohesion of Soil?Nc - Bearing Capacity Factor dependent on Cohesion?σs - Effective Surcharge in KiloPascal?Nq - Bearing Capacity Factor dependent on Surcharge?

Bearing Capacity for Purely Cohesive Soil Example

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With units
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Here is how the Bearing Capacity for Purely Cohesive Soil equation looks like with Values.

Here is how the Bearing Capacity for Purely Cohesive Soil equation looks like with Units.

Here is how the Bearing Capacity for Purely Cohesive Soil equation looks like.

137.259Edit=((5Edit9Edit)+(45.9Edit2.01Edit))
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Bearing Capacity for Purely Cohesive Soil Solution

Follow our step by step solution on how to calculate Bearing Capacity for Purely Cohesive Soil?

FIRST Step Consider the formula
qf=((CsNc)+(σsNq))
Next Step Substitute values of Variables
qf=((5kPa9)+(45.9kN/m²2.01))
Next Step Convert Units
qf=((5000Pa9)+(45900Pa2.01))
Next Step Prepare to Evaluate
qf=((50009)+(459002.01))
Next Step Evaluate
qf=137259Pa
LAST Step Convert to Output's Unit
qf=137.259kPa

Bearing Capacity for Purely Cohesive Soil Formula Elements

Variables
Ultimate Bearing Capacity
The Ultimate Bearing Capacity is defined as the minimum gross pressure intensity at the base of the foundation at which the soil fails in shear.
Symbol: qf
Measurement: PressureUnit: kPa
Note: Value should be greater than 0.
Cohesion of Soil
Cohesion of Soil is the ability of like particles within soil to hold onto each other. It is the shear strength or force that binds together like particles in the structure of a soil.
Symbol: Cs
Measurement: PressureUnit: kPa
Note: Value should be greater than 0.
Bearing Capacity Factor dependent on Cohesion
Bearing Capacity Factor dependent on Cohesion is a constant whose value depends upon the cohesion of soil.
Symbol: Nc
Measurement: NAUnit: Unitless
Note: Value should be greater than 0.
Effective Surcharge in KiloPascal
Effective Surcharge in KiloPascal also called as surcharge load refers to the vertical pressure or any load that acts over the ground surface additional to basic earth pressure.
Symbol: σs
Measurement: PressureUnit: kN/m²
Note: Value should be greater than 0.
Bearing Capacity Factor dependent on Surcharge
Bearing Capacity Factor dependent on Surcharge is a constant whose value depends upon surcharge.
Symbol: Nq
Measurement: NAUnit: Unitless
Note: Value should be greater than 0.

Other Formulas to find Ultimate Bearing Capacity

​Go Bearing Capacity for Purely Cohesive Soil given Value of Bearing Capacity Factor
qf=((Cs5.7)+(σs))
​Go Bearing Capacity for Purely Cohesive Soil given Depth of Footing
qf=((CsNc)+((γD)Nq))
​Go Bearing Capacity for Purely Cohesive Soil given Unit Weight of Soil
qf=(5.7Cs)+σs

Other formulas in Terzaghi's Analysis Purely Cohesive Soil category

​Go Cohesion of Soil given Bearing Capacity for Purely Cohesive Soil
Cs=qfc-(σsNq)Nc
​Go Bearing Capacity Factor Dependent on cohesion for Purely Cohesive Soil
Nc=qfc-((σs)Nq)Cs
​Go Effective Surcharge given Bearing Capacity for Purely Cohesive Soil
σs=qf-(CsNc)Nq
​Go Bearing Capacity Factor Dependent on Surcharge for Purely Cohesive Soil
Nq=qf-(CsNc)σs

How to Evaluate Bearing Capacity for Purely Cohesive Soil?

Bearing Capacity for Purely Cohesive Soil evaluator uses Ultimate Bearing Capacity = ((Cohesion of Soil*Bearing Capacity Factor dependent on Cohesion)+(Effective Surcharge in KiloPascal*Bearing Capacity Factor dependent on Surcharge)) to evaluate the Ultimate Bearing Capacity, The Bearing Capacity for Purely Cohesive Soil is defined as maximum load a purely cohesive soil can support without undergoing shear failure; cohesion is the controlling factor in bearing capacity. Ultimate Bearing Capacity is denoted by qf symbol.

How to evaluate Bearing Capacity for Purely Cohesive Soil using this online evaluator? To use this online evaluator for Bearing Capacity for Purely Cohesive Soil, enter Cohesion of Soil (Cs), Bearing Capacity Factor dependent on Cohesion (Nc), Effective Surcharge in KiloPascal s) & Bearing Capacity Factor dependent on Surcharge (Nq) and hit the calculate button.

FAQs on Bearing Capacity for Purely Cohesive Soil

What is the formula to find Bearing Capacity for Purely Cohesive Soil?
The formula of Bearing Capacity for Purely Cohesive Soil is expressed as Ultimate Bearing Capacity = ((Cohesion of Soil*Bearing Capacity Factor dependent on Cohesion)+(Effective Surcharge in KiloPascal*Bearing Capacity Factor dependent on Surcharge)). Here is an example- 0.1368 = ((5000*9)+(45900*2.01)).
How to calculate Bearing Capacity for Purely Cohesive Soil?
With Cohesion of Soil (Cs), Bearing Capacity Factor dependent on Cohesion (Nc), Effective Surcharge in KiloPascal s) & Bearing Capacity Factor dependent on Surcharge (Nq) we can find Bearing Capacity for Purely Cohesive Soil using the formula - Ultimate Bearing Capacity = ((Cohesion of Soil*Bearing Capacity Factor dependent on Cohesion)+(Effective Surcharge in KiloPascal*Bearing Capacity Factor dependent on Surcharge)).
What are the other ways to Calculate Ultimate Bearing Capacity?
Here are the different ways to Calculate Ultimate Bearing Capacity-
  • Ultimate Bearing Capacity=((Cohesion of Soil*5.7)+(Effective Surcharge in KiloPascal))OpenImg
  • Ultimate Bearing Capacity=((Cohesion of Soil*Bearing Capacity Factor dependent on Cohesion)+((Unit Weight of Soil*Depth of Footing)*Bearing Capacity Factor dependent on Surcharge))OpenImg
  • Ultimate Bearing Capacity=(5.7*Cohesion of Soil)+Effective Surcharge in KiloPascalOpenImg
Can the Bearing Capacity for Purely Cohesive Soil be negative?
No, the Bearing Capacity for Purely Cohesive Soil, measured in Pressure cannot be negative.
Which unit is used to measure Bearing Capacity for Purely Cohesive Soil?
Bearing Capacity for Purely Cohesive Soil is usually measured using the Kilopascal[kPa] for Pressure. Pascal[kPa], Bar[kPa], Pound Per Square Inch[kPa] are the few other units in which Bearing Capacity for Purely Cohesive Soil can be measured.
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