Tensile Force in Round Shaft with Shoulder Fillet given Nominal Stress Calculator

✖Nominal Stress is the value of the stress at the minimum cross-section.ⓘ Nominal Stress [σ_o]			+10% -10%
✖Smaller Diameter of Shaft with Fillet is the diameter of the smaller round cross-section of a round shaft which has a fillet.ⓘ Smaller Diameter of Shaft with Fillet [d_small]			+10% -10%

✖Load on Flat Plate is defined as the force exerted on the surface or body of a flat plate.ⓘ Tensile Force in Round Shaft with Shoulder Fillet given Nominal Stress [P]

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Tensile Force in Round Shaft with Shoulder Fillet given Nominal Stress Solution

STEP 0: Pre-Calculation Summary

Formula Used

Load on Flat Plate = (Nominal Stress*pi*Smaller Diameter of Shaft with Fillet^2)/4
P = (σ_o*pi*d_small^2)/4
This formula uses 1 Constants, 3 Variables

Constants Used

pi - Archimedes' constant Value Taken As 3.14159265358979323846264338327950288

Variables Used

Load on Flat Plate - (Measured in Newton) - Load on Flat Plate is defined as the force exerted on the surface or body of a flat plate.
Nominal Stress - (Measured in Pascal) - Nominal Stress is the value of the stress at the minimum cross-section.
Smaller Diameter of Shaft with Fillet - (Measured in Meter) - Smaller Diameter of Shaft with Fillet is the diameter of the smaller round cross-section of a round shaft which has a fillet.

STEP 1: Convert Input(s) to Base Unit

Nominal Stress: 25 Newton per Square Millimeter --> 25000000 Pascal (Check conversion here)
Smaller Diameter of Shaft with Fillet: 18 Millimeter --> 0.018 Meter (Check conversion here)

STEP 2: Evaluate Formula

Substituting Input Values in Formula

P = (σ_o*pi*d_small^2)/4 --> (25000000*pi*0.018^2)/4

Evaluating ... ...

P = 6361.72512351933

STEP 3: Convert Result to Output's Unit

6361.72512351933 Newton --> No Conversion Required

FINAL ANSWER

6361.72512351933 ≈ 6361.725 Newton <-- Load on Flat Plate

(Calculation completed in 00.007 seconds)

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< Round Shaft against Fluctuating Loads Calculators

Nominal Torsional Stress in Round Shaft with Shoulder Fillet

LaTeX Go Nominal Stress = (16*Torsional moment on Round Shaft)/(pi*Smaller Diameter of Shaft with Fillet^3)

Nominal Bending Stress in Round Shaft with Shoulder Fillet

LaTeX Go Nominal Stress = (32*Bending Moment on Round Shaft)/(pi*Smaller Diameter of Shaft with Fillet^3)

Bending Moment in Round Shaft with Shoulder Fillet given Nominal Stress

LaTeX Go Bending Moment on Round Shaft = (Nominal Stress*pi*Smaller Diameter of Shaft with Fillet^3)/32

Nominal Tensile Stress in Round Shaft with Shoulder Fillet

LaTeX Go Nominal Stress = (4*Load on Flat Plate)/(pi*Smaller Diameter of Shaft with Fillet^2)

Tensile Force in Round Shaft with Shoulder Fillet given Nominal Stress Formula

LaTeX Go

Load on Flat Plate = (Nominal Stress*pi*Smaller Diameter of Shaft with Fillet^2)/4
P = (σ_o*pi*d_small^2)/4

Why is theoretical stress concentration factor so called?

The stress concentration charts are based on either the photo-elastic analysis of the epoxy models using a circular polariscope or theoretical or finite element analysis of the mathematical model. That is why the factor is called the theoretical stress concentration factor. The model is made of a different material than the actual material of the component. The ductility or brittleness of the material has a pronounced effect on its response to stress concentration. Also, the type of load— whether static or cyclic—affects the severity of stress concentration. Therefore, there is a difference between the stress concentration indicated by the theoretical stress concentration factor and the actual stress concentration in the component.

How to Calculate Tensile Force in Round Shaft with Shoulder Fillet given Nominal Stress?

Tensile Force in Round Shaft with Shoulder Fillet given Nominal Stress calculator uses Load on Flat Plate = (Nominal Stress*pi*Smaller Diameter of Shaft with Fillet^2)/4 to calculate the Load on Flat Plate, Tensile Force in Round Shaft with Shoulder fillet given Nominal stress is the amount of tensile force acting onto a round shaft with shoulder fillet with stress concentration and acts parallel to the shaft axis. Load on Flat Plate is denoted by P symbol.

How to calculate Tensile Force in Round Shaft with Shoulder Fillet given Nominal Stress using this online calculator? To use this online calculator for Tensile Force in Round Shaft with Shoulder Fillet given Nominal Stress, enter Nominal Stress (σ_o) & Smaller Diameter of Shaft with Fillet (d_small) and hit the calculate button. Here is how the Tensile Force in Round Shaft with Shoulder Fillet given Nominal Stress calculation can be explained with given input values -> 6361.725 = (25000000*pi*0.018^2)/4.

FAQ

What is Tensile Force in Round Shaft with Shoulder Fillet given Nominal Stress?

Tensile Force in Round Shaft with Shoulder fillet given Nominal stress is the amount of tensile force acting onto a round shaft with shoulder fillet with stress concentration and acts parallel to the shaft axis and is represented as P = (σ_o*pi*d_small^2)/4 or Load on Flat Plate = (Nominal Stress*pi*Smaller Diameter of Shaft with Fillet^2)/4. Nominal Stress is the value of the stress at the minimum cross-section & Smaller Diameter of Shaft with Fillet is the diameter of the smaller round cross-section of a round shaft which has a fillet.

How to calculate Tensile Force in Round Shaft with Shoulder Fillet given Nominal Stress?

Tensile Force in Round Shaft with Shoulder fillet given Nominal stress is the amount of tensile force acting onto a round shaft with shoulder fillet with stress concentration and acts parallel to the shaft axis is calculated using Load on Flat Plate = (Nominal Stress*pi*Smaller Diameter of Shaft with Fillet^2)/4. To calculate Tensile Force in Round Shaft with Shoulder Fillet given Nominal Stress, you need Nominal Stress (σ_o) & Smaller Diameter of Shaft with Fillet (d_small). With our tool, you need to enter the respective value for Nominal Stress & Smaller Diameter of Shaft with Fillet and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.

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