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Soderberg Line Tensile Yield Strength Formula

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Tensile Yield Strength for Fluctuating load is the stress a material can withstand without permanent deformation or a point at which it will no longer return to its original dimensions. Check FAQs

σ yt = \frac{σ m}{1 - \frac{σ a}{S e}}

σ_yt - Tensile Yield Strength for Fluctuating load?σ_m - Mean Stress for Fluctuating Load?σ_a - Stress Amplitude for Fluctuating Load?S_e - Endurance Limit?

Soderberg Line Tensile Yield Strength Example

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Here is how the Soderberg Line Tensile Yield Strength equation looks like with Values.

Here is how the Soderberg Line Tensile Yield Strength equation looks like with Units.

Here is how the Soderberg Line Tensile Yield Strength equation looks like.

440.0004 = \frac{50}{1 - \frac{30}{33.8462}}

440.0004N/mm² = \frac{50N/mm²}{1 - \frac{30N/mm²}{33.8462N/mm²}}

440.0004 = \frac{50}{1 - \frac{30}{33.8462}}

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Soderberg Line Tensile Yield Strength Solution

Follow our step by step solution on how to calculate Soderberg Line Tensile Yield Strength?

FIRST Step Consider the formula

σ yt = \frac{σ m}{1 - \frac{σ a}{S e}}

Next Step Substitute values of Variables

∴

σ yt = \frac{50N/mm²}{1 - \frac{30N/mm²}{33.8462N/mm²}}

Next Step Convert Units

∴

σ yt = \frac{5E+7Pa}{1 - \frac{3E+7Pa}{3.4E+7Pa}}

Next Step Prepare to Evaluate

∴

σ yt = \frac{5E+7}{1 - \frac{3E+7}{3.4E+7}}

Next Step Evaluate

∴

σ yt = 440000390.00039Pa

Next Step Convert to Output's Unit

∴

σ yt = 440.00039000039N/mm²

LAST Step Rounding Answer

∴

σ yt = 440.0004N/mm²

Soderberg Line Tensile Yield Strength Formula Elements

Variables

Tensile Yield Strength for Fluctuating load

Tensile Yield Strength for Fluctuating load is the stress a material can withstand without permanent deformation or a point at which it will no longer return to its original dimensions.

Symbol: σ_yt

Measurement: StressUnit: N/mm²

Note: Value should be greater than 0.

Formulas to find Tensile Yield Strength for Fluctuating load

Mean Stress for Fluctuating Load

Mean Stress for Fluctuating Load is defined as the amount of mean stress acting when a material or component is subjected to fluctuating stress.

Symbol: σ_m

Measurement: StressUnit: N/mm²

Note: Value should be greater than 0.

Formulas to find Mean Stress for Fluctuating Load

Stress Amplitude for Fluctuating Load

Stress amplitude for fluctuating load is defined as the amount of stress deviation from the mean stress and is also called the alternating component of stress in fluctuating loads.

Symbol: σ_a

Measurement: StressUnit: N/mm²

Note: Value should be greater than 0.

Formulas to find Stress Amplitude for Fluctuating Load

Endurance Limit

The Endurance Limit of a material is defined as the stress below which a material can endure an infinite number of repeated load cycles without exhibiting failure.

Symbol: S_e

Measurement: StressUnit: N/mm²

Note: Value should be greater than 0.

Formulas to find Endurance Limit

Other formulas in Soderberg and Goodman Lines category

Go Soderberg Line Mean stress

σ m = σ yt \cdot (1 - \frac{σ a}{S e})

Go Soderberg Line Amplitude Stress

σ a = S e \cdot (1 - \frac{σ m}{σ yt})

Go Soderberg Line Endurance Limit

S e = \frac{σ a}{1 - \frac{σ m}{σ yt}}

Go Goodman Line Mean Stress

σ m = σ ut \cdot (1 - \frac{σ a}{S e})

How to Evaluate Soderberg Line Tensile Yield Strength?

Soderberg Line Tensile Yield Strength evaluator uses Tensile Yield Strength for Fluctuating load = Mean Stress for Fluctuating Load/(1-Stress Amplitude for Fluctuating Load/Endurance Limit) to evaluate the Tensile Yield Strength for Fluctuating load, Soderberg Line Tensile Yield Strength formula is defined as the tensile yield strength (the maximum stress a material can endure beyond which it begins to permanently deform, not able to return to its original dimensions under tensile loading) of the specimen calculated from the Soderberg line diagram. Tensile Yield Strength for Fluctuating load is denoted by σ_yt symbol.

How to evaluate Soderberg Line Tensile Yield Strength using this online evaluator? To use this online evaluator for Soderberg Line Tensile Yield Strength, enter Mean Stress for Fluctuating Load (σ_m), Stress Amplitude for Fluctuating Load (σ_a) & Endurance Limit (S_e) and hit the calculate button.

FAQs on Soderberg Line Tensile Yield Strength

What is the formula to find Soderberg Line Tensile Yield Strength?

The formula of Soderberg Line Tensile Yield Strength is expressed as Tensile Yield Strength for Fluctuating load = Mean Stress for Fluctuating Load/(1-Stress Amplitude for Fluctuating Load/Endurance Limit). Here is an example- 0.00044 = 50000000/(1-30000000/33846150).

How to calculate Soderberg Line Tensile Yield Strength?

With Mean Stress for Fluctuating Load (σ_m), Stress Amplitude for Fluctuating Load (σ_a) & Endurance Limit (S_e) we can find Soderberg Line Tensile Yield Strength using the formula - Tensile Yield Strength for Fluctuating load = Mean Stress for Fluctuating Load/(1-Stress Amplitude for Fluctuating Load/Endurance Limit).

Can the Soderberg Line Tensile Yield Strength be negative?

No, the Soderberg Line Tensile Yield Strength, measured in Stress cannot be negative.

Which unit is used to measure Soderberg Line Tensile Yield Strength?

Soderberg Line Tensile Yield Strength is usually measured using the Newton per Square Millimeter[N/mm²] for Stress. Pascal[N/mm²], Newton per Square Meter[N/mm²], Kilonewton per Square Meter[N/mm²] are the few other units in which Soderberg Line Tensile Yield Strength can be measured.

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Soderberg Line Tensile Yield Strength Formula

Soderberg Line Tensile Yield Strength Example

Soderberg Line Tensile Yield Strength Solution

Soderberg Line Tensile Yield Strength Formula Elements

Other formulas in Soderberg and Goodman Lines category

How to Evaluate Soderberg Line Tensile Yield Strength?

FAQs on Soderberg Line Tensile Yield Strength

Variable Name