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Shear Stress Calculator — Average Direct Shear

Calculate average direct shear stress from a force and shear-plane area, with an explicit equal-load-sharing assumption and SI or US units.

Signed force parallel to the shear planes.
Use 2 only when two equal planes actually share the entered total force equally.

Calculate average direct shear stress when a force acts parallel to one or more resisting planes. The multiple-plane option assumes identical areas and equal force sharing. It is useful for checking the arithmetic of a simple direct-shear model without implying a detailed stress distribution or connection design.

How to use this tool

  1. Enter the total signed force transmitted across the selected planes.
  2. Select newtons, kilonewtons, pound-force or kips.
  3. Enter the area of one plane and the number of equally loaded planes.
  4. Choose the stress output unit and inspect force per plane and total resisting area.

Formula

τavg = V / (nA); force per plane = V / n

V is total shear force, A is the area of one plane, and n is the number of equal planes sharing that force. Area is converted using squared length factors. The sign follows the force direction; the magnitude describes the average direct shear stress.

Example

A 10,000 N force acting on one 100 mm² plane gives 100 MPa average shear stress. If two identical planes share the same total force equally, each carries 5,000 N and the average stress on each is 50 MPa.

Frequently asked questions

When can I choose two shear planes?

Only when the actual load path provides two equal resisting planes that share the total load equally. Two components or two fasteners do not automatically establish that condition.

Is this the maximum shear stress in a beam?

No. Beam transverse shear varies over the section and is commonly evaluated with VQ/(It). Torsional shear uses another model involving torque and section properties.

Does using more planes always increase capacity proportionally?

The arithmetic assumes equal sharing. Real joints may have uneven loads, bearing stresses, bending, tear-out or other governing failure modes. This calculation does not assess those mechanisms.

Can I compare the answer directly with a strength value?

Any comparison needs a compatible stress definition, material condition, failure criterion and applicable design procedure. The calculator does not select allowable stresses or certify a connection. Zero area and fractional plane counts are rejected.

Sources

Last updated: 2026-10-30

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