Wood Shear Wall Overturning Moment Calculator

Check wood shear wall overturning with flexible inputs. Compare resisting forces and hold down demand. Download reports, review formulas, and test example cases quickly.

Calculator Inputs

Formula Used

Overturning moment: Mot = LF × RF × Σ(Fi × hi)

Base shear: V = LF × ΣFi

Gravity resisting moment: Mg = resistance factor × Σ(Pj × ej)

Required hold down tension: T = max(0, Mot − Mg) ÷ wall length

Demand ratio: DCR = required hold down tension ÷ available hold down strength

Stability ratio: SR = total resisting moment ÷ factored overturning moment

How to Use This Calculator

  1. Choose the unit system for your project.
  2. Enter the wall height and wall length.
  3. Enter the main lateral force and its height above the base.
  4. Add story forces when the wall has several applied loads.
  5. Enter load factor and any approved moment reduction.
  6. Enter dead load, lever arms, and other resisting vertical loads.
  7. Add hold down capacity and count at the uplift end.
  8. Press Calculate, then review demand ratio and stability ratio.
  9. Use CSV or PDF buttons to save the calculated report.

Example Data Table

Case Wall Height Wall Length Lateral Force Load Height Dead Load Dead Lever Hold Down Capacity Approx. Required Tension
SW-1 10 ft 12 ft 6500 lb 10 ft 8000 lb 6 ft 7000 lb 1417 lb
SW-2 12 ft 10 ft 7200 lb 12 ft 6000 lb 5 ft 6500 lb 5640 lb
SW-3 3 m 4 m 30 kN 3 m 40 kN 2 m 20 kN 2.5 kN

Wood Shear Wall Overturning Moment Guide

What This Calculator Does

Wood shear walls resist wind and seismic loads. They also create overturning at the base. That moment can lift one end of the wall. It can also increase compression at the opposite end. This calculator helps estimate that demand in a clear way. It uses wall height, wall length, lateral forces, gravity loads, and hold down capacity.

Why Overturning Matters

A wall can have enough shear capacity and still fail at its ends. The uplift end may need a hold down. The compression end may need blocking, studs, posts, or bearing support. Overturning checks help connect the wall to the floor, foundation, and roof system. They also help compare different wall lengths. A longer wall usually lowers uplift demand. A taller wall usually raises overturning demand.

Inputs Used in the Check

The main inputs are lateral force and load height. You may enter one roof force or several story forces. Each force is multiplied by its height above the base. The sum gives the raw overturning moment. A load factor can increase the demand. A reduction field can model approved reductions, when your design method allows them. Gravity loads are entered with a lever arm from the compression toe. Their moment reduces uplift demand.

Reading the Results

The calculator reports base shear, overturning moment, resisting moment, required hold down tension, available hold down strength, and demand ratio. A ratio at or below one means the entered hold down capacity is enough for the calculated demand. It does not prove that the full wall design is complete. Sheathing, nailing, chords, anchors, collectors, and load path still need review. The tool also shows unit shear. That value helps compare wall demand with sheathing schedules.

Good Practice Notes

Use consistent units. Do not mix feet with meters or pounds with kilonewtons. Enter service or factored loads based on one design approach. Check local code rules before applying reductions. Use conservative lever arms when load paths are uncertain. Review end post capacity with the uplift value shown. Also review anchor spacing and sill plate bearing. Treat this result as a planning aid. Final wall design should be checked by a qualified professional. Keep assumptions with project notes for later review.

FAQs

1. What is overturning moment in a wood shear wall?

It is the rotating effect caused by lateral force acting above the base. It can lift one end of the wall and compress the other end.

2. What units should I use?

Use one unit system throughout. For US entries, use pounds and feet. For metric entries, use kilonewtons and meters.

3. What is the main formula?

The calculator sums each lateral force times its height. Then it applies the load factor and selected reduction factor.

4. How is hold down tension calculated?

The calculator subtracts gravity resisting moment from overturning moment. The remaining moment is divided by wall length.

5. What does demand ratio mean?

Demand ratio compares required hold down tension with available hold down strength. A value above one means more capacity is needed.

6. Can dead load reduce uplift?

Yes. Dead load can resist overturning when it has a lever arm from the compression toe. Use only loads supported by a clear path.

7. Can I enter multi-story forces?

Yes. Use the additional force rows. Enter each force and its height above the base of the wall line.

8. Is this a final design tool?

No. It supports preliminary checks. Final design must review shear capacity, chords, anchors, collectors, load path, and code rules.

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Important Note: All the Calculators listed in this site are for educational purpose only and we do not guarentee the accuracy of results. Please do consult with other sources as well.