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Theoretical Stress Concentration Factor is defined as the ratio of the highest value of actual stress near discontinuity to nominal stress obtained by elementary equations for minimum cross-section. Check FAQs
kt=σamaxσo
kt - Theoretical Stress Concentration Factor?σamax - Highest Value of Actual Stress near Discontinuity?σo - Nominal Stress?

Theoretical Stress Concentration Factor Example

With values
With units
Only example

Here is how the Theoretical Stress Concentration Factor equation looks like with Values.

Here is how the Theoretical Stress Concentration Factor equation looks like with Units.

Here is how the Theoretical Stress Concentration Factor equation looks like.

2.48Edit=62Edit25Edit
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Theoretical Stress Concentration Factor Solution

Follow our step by step solution on how to calculate Theoretical Stress Concentration Factor?

FIRST Step Consider the formula
kt=σamaxσo
Next Step Substitute values of Variables
kt=62N/mm²25N/mm²
Next Step Convert Units
kt=6.2E+7Pa2.5E+7Pa
Next Step Prepare to Evaluate
kt=6.2E+72.5E+7
LAST Step Evaluate
kt=2.48

Theoretical Stress Concentration Factor Formula Elements

Variables
Theoretical Stress Concentration Factor
Theoretical Stress Concentration Factor is defined as the ratio of the highest value of actual stress near discontinuity to nominal stress obtained by elementary equations for minimum cross-section.
Symbol: kt
Measurement: NAUnit: Unitless
Note: Value should be greater than 1.
Highest Value of Actual Stress near Discontinuity
The Highest Value of Actual Stress near Discontinuity is the maximum value of stress in the specimen and is near discontinuity.
Symbol: σamax
Measurement: StressUnit: N/mm²
Note: Value should be greater than 0.
Nominal Stress
Nominal Stress is the value of the stress at the minimum cross-section.
Symbol: σo
Measurement: StressUnit: N/mm²
Note: Value should be greater than 0.

Other Formulas to find Theoretical Stress Concentration Factor

​Go Theoretical Stress Concentration Factor for Elliptical Crack
kt=1+aebe

Other formulas in Flat Plate against Fluctuating Loads category

​Go Mean Stress for Fluctuating Load
σm=σmax+σmin2
​Go Nominal Tensile Stress in Flat Plate with Shoulder Fillet
σo=Pdot
​Go Load on Flat Plate with Shoulder Fillet given Nominal Stress
P=σodot
​Go Smaller Width of Flat Plate with Shoulder Fillet given Nominal stress
do=Pσot

How to Evaluate Theoretical Stress Concentration Factor?

Theoretical Stress Concentration Factor evaluator uses Theoretical Stress Concentration Factor = Highest Value of Actual Stress near Discontinuity/Nominal Stress to evaluate the Theoretical Stress Concentration Factor, The Theoretical stress concentration factor formula is defined as the ratio of the highest value of actual stress near discontinuity to nominal stress obtained by elementary equations for minimum cross-section. Theoretical Stress Concentration Factor is denoted by kt symbol.

How to evaluate Theoretical Stress Concentration Factor using this online evaluator? To use this online evaluator for Theoretical Stress Concentration Factor, enter Highest Value of Actual Stress near Discontinuity (σamax) & Nominal Stress o) and hit the calculate button.

FAQs on Theoretical Stress Concentration Factor

What is the formula to find Theoretical Stress Concentration Factor?
The formula of Theoretical Stress Concentration Factor is expressed as Theoretical Stress Concentration Factor = Highest Value of Actual Stress near Discontinuity/Nominal Stress. Here is an example- 2.48 = 62000000/25000000.
How to calculate Theoretical Stress Concentration Factor?
With Highest Value of Actual Stress near Discontinuity (σamax) & Nominal Stress o) we can find Theoretical Stress Concentration Factor using the formula - Theoretical Stress Concentration Factor = Highest Value of Actual Stress near Discontinuity/Nominal Stress.
What are the other ways to Calculate Theoretical Stress Concentration Factor?
Here are the different ways to Calculate Theoretical Stress Concentration Factor-
  • Theoretical Stress Concentration Factor=1+Major Axis of Elliptical Crack/Minor Axis of Elliptical CrackOpenImg
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