Bearing Capacity depending on Shape Factors Formula

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Bearing Capacity is the pressure exerted on the soil by a foundation or structural load, taking into account the soil's bearing capacity factors. Check FAQs
qs=(scCNc)+(σsNq)+(0.5γBNγsγ)
qs - Bearing Capacity?sc - Shape Factor dependent on Cohesion?C - Cohesion?Nc - Bearing Capacity Factor dependent on Cohesion?σs - Effective Surcharge (KN/m2)?Nq - Bearing Capacity Factor dependent on Surcharge?γ - Unit Weight of Soil?B - Width of Footing?Nγ - Bearing Capacity Factor dependent on Unit Weight?sγ - Shape Factor Dependent on Unit Weight?

Bearing Capacity depending on Shape Factors Example

With values
With units
Only example

Here is how the Bearing Capacity depending on Shape Factors equation looks like with Values.

Here is how the Bearing Capacity depending on Shape Factors equation looks like with Units.

Here is how the Bearing Capacity depending on Shape Factors equation looks like.

152.2176Edit=(1.7Edit4.23Edit1.93Edit)+(45.9Edit2.01Edit)+(0.518Edit2Edit1.6Edit1.6Edit)
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Bearing Capacity depending on Shape Factors Solution

Follow our step by step solution on how to calculate Bearing Capacity depending on Shape Factors?

FIRST Step Consider the formula
qs=(scCNc)+(σsNq)+(0.5γBNγsγ)
Next Step Substitute values of Variables
qs=(1.74.23kPa1.93)+(45.9kN/m²2.01)+(0.518kN/m³2m1.61.6)
Next Step Convert Units
qs=(1.74230Pa1.93)+(45900Pa2.01)+(0.518000N/m³2m1.61.6)
Next Step Prepare to Evaluate
qs=(1.742301.93)+(459002.01)+(0.51800021.61.6)
Next Step Evaluate
qs=152217.63Pa
Next Step Convert to Output's Unit
qs=152.21763kPa
LAST Step Rounding Answer
qs=152.2176kPa

Bearing Capacity depending on Shape Factors Formula Elements

Variables
Bearing Capacity
Bearing Capacity is the pressure exerted on the soil by a foundation or structural load, taking into account the soil's bearing capacity factors.
Symbol: qs
Measurement: PressureUnit: kPa
Note: Value should be greater than 0.
Shape Factor dependent on Cohesion
Shape Factor dependent on Cohesion is defined as ratio of the limit unit base resistance of a footing of any shape bearing on the soil surface to that of a strip footing on the soil surface.
Symbol: sc
Measurement: NAUnit: Unitless
Note: Value should be greater than 0.
Cohesion
Cohesion 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: C
Measurement: PressureUnit: kPa
Note: Value should be between 0 to 50.
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 (KN/m2)
Effective Surcharge (KN/m2) 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.
Unit Weight of Soil
Unit Weight of Soil mass is the ratio of the total weight of soil to the total volume of soil.
Symbol: γ
Measurement: Specific WeightUnit: kN/m³
Note: Value should be greater than 0.
Width of Footing
Width of Footing is the shorter dimension of the footing.
Symbol: B
Measurement: LengthUnit: m
Note: Value should be greater than 0.
Bearing Capacity Factor dependent on Unit Weight
Bearing Capacity Factor dependent on Unit Weight is a constant whose value depends upon unit weight of soil.
Symbol: Nγ
Measurement: NAUnit: Unitless
Note: Value should be greater than 0.
Shape Factor Dependent on Unit Weight
Shape Factor dependent on Unit Weight is the factor in soil mechanics used in calculating bearing capacity.
Symbol: sγ
Measurement: NAUnit: Unitless
Note: Value should be greater than 0.

Other formulas in Specialization of Terzaghi's Equations category

​Go Cohesion of Soil depending on Shape Factors
C=qf-((σ'Nq)+(0.5γBNγsγ))scNc
​Go Bearing Capacity Factor Dependent on Cohesion
Nc=qf-((σ'Nq)+(0.5γBNγsγ))scC

How to Evaluate Bearing Capacity depending on Shape Factors?

Bearing Capacity depending on Shape Factors evaluator uses Bearing Capacity = (Shape Factor dependent on Cohesion*Cohesion*Bearing Capacity Factor dependent on Cohesion)+(Effective Surcharge (KN/m2)*Bearing Capacity Factor dependent on Surcharge)+(0.5*Unit Weight of Soil*Width of Footing*Bearing Capacity Factor dependent on Unit Weight*Shape Factor Dependent on Unit Weight) to evaluate the Bearing Capacity, The Bearing Capacity depending on Shape Factors formula is defined as the measure of the ability to support the load from a structure without experiencing a shear failure, considering shape factors which plays a crucial role in determining this capacity because they affect how stress distributes within the soil mass beneath the foundation. Bearing Capacity is denoted by qs symbol.

How to evaluate Bearing Capacity depending on Shape Factors using this online evaluator? To use this online evaluator for Bearing Capacity depending on Shape Factors, enter Shape Factor dependent on Cohesion (sc), Cohesion (C), Bearing Capacity Factor dependent on Cohesion (Nc), Effective Surcharge (KN/m2) s), Bearing Capacity Factor dependent on Surcharge (Nq), Unit Weight of Soil (γ), Width of Footing (B), Bearing Capacity Factor dependent on Unit Weight (Nγ) & Shape Factor Dependent on Unit Weight (sγ) and hit the calculate button.

FAQs on Bearing Capacity depending on Shape Factors

What is the formula to find Bearing Capacity depending on Shape Factors?
The formula of Bearing Capacity depending on Shape Factors is expressed as Bearing Capacity = (Shape Factor dependent on Cohesion*Cohesion*Bearing Capacity Factor dependent on Cohesion)+(Effective Surcharge (KN/m2)*Bearing Capacity Factor dependent on Surcharge)+(0.5*Unit Weight of Soil*Width of Footing*Bearing Capacity Factor dependent on Unit Weight*Shape Factor Dependent on Unit Weight). Here is an example- 0.152218 = (1.7*4230*1.93)+(45900*2.01)+(0.5*18000*2*1.6*1.6).
How to calculate Bearing Capacity depending on Shape Factors?
With Shape Factor dependent on Cohesion (sc), Cohesion (C), Bearing Capacity Factor dependent on Cohesion (Nc), Effective Surcharge (KN/m2) s), Bearing Capacity Factor dependent on Surcharge (Nq), Unit Weight of Soil (γ), Width of Footing (B), Bearing Capacity Factor dependent on Unit Weight (Nγ) & Shape Factor Dependent on Unit Weight (sγ) we can find Bearing Capacity depending on Shape Factors using the formula - Bearing Capacity = (Shape Factor dependent on Cohesion*Cohesion*Bearing Capacity Factor dependent on Cohesion)+(Effective Surcharge (KN/m2)*Bearing Capacity Factor dependent on Surcharge)+(0.5*Unit Weight of Soil*Width of Footing*Bearing Capacity Factor dependent on Unit Weight*Shape Factor Dependent on Unit Weight).
Can the Bearing Capacity depending on Shape Factors be negative?
No, the Bearing Capacity depending on Shape Factors, measured in Pressure cannot be negative.
Which unit is used to measure Bearing Capacity depending on Shape Factors?
Bearing Capacity depending on Shape Factors 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 depending on Shape Factors can be measured.
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