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# Online Calculator: Bending Stress

{CalQlata © 01/01/20}

## Help

### Stress

### Elastic Calculator

### Plastic Calculator

## Downloadable Version

These **Bending Stress** calculators are accessible from anywhere in the website using the shortcut key; "Alt" + "n".

The "**Reset**" button clears all calculations on the page and reinstalls default values (this button may not respond in the FireFox browser).

Reset can also be achieved by pressing the "F5" key.

The **Calculate** button calculates the associated option only.

Hover your cursor over the symbols for an associated description.

A straight beam (or plate) that has been bent as described in the above images will develop a neutral axis at its centre of [cross-sectional] area.

Stress along this neutral axis is [in theory] zero if no coincident axial tension or compression is applied to the beam.

Stress outside the neutral axis is tensile, and stress inside the neutral axis is compressive.

This calculation method assumes that the entire thickness of the material deforms elastically and that the greatest stress occurs in the material plane furthest from the neutral axis; 'y'.

The elastic calculation comprises three property groups according to colour: stress, **section**, & shape.

You need both properties of one group and one of any other to calculate the unknown group property.

You will be notified if you have provided insufficient data for a calculation.

The plastic calculation identifies the yield stress plane ('y') through a beam when loaded at the middle of its length.

The bending moment (M), which occurs as a result of load (F) and distance (x), comprises an elastic component (Mₑ) and a plastic component (Mₚ) that together make the total moment (M).

If the [tensile and compressive] plastic stress zones touch (y=0) you will have created a plastic hinge, and if they overlap (y<0), you risk breaking your beam.

If 'y' is greater than 't/2', the entire beam section has been deformed elastically; no plastic deformation has occurred in your beam.

Full downloadable versions of these calculators are available from this website at; Engineering Basics & Plastic Stress.

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