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Rebar Calculator for Wall

A wall is not a flat slab — count verticals along its length, horizontals up its height, then split the takeoff from the order

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24 ft × 8 ft wall, #4 bar at 16 in o.c. both ways, 1.5 in cover → 18 verticals and 6 horizontals, 282 ft of steel, 188.4 lb as a takeoff. The order is 17 bars of 20 ft = 340 ft, because a wall's bars do not come out even.

Verticals are counted along the wall's 24 ft length: clear 285 in ÷ 16 in = 17 spaces + 1 = 18 bars, each 7.75 ft tall. Horizontals are counted up the wall's 8 ft height: clear 93 in ÷ 16 in = 5 spaces + 1 = 6 bars, each 23.75 ft long. Takeoff = 18 × 7.75 + 6 × 23.75 = 282 ft.

Open the calculator for the bar counts and weight, or read the four steps below for a wall.

18Verticals
6Horizontals
282 ftTakeoff

What makes a wall different

Search for a rebar calculator for a wall and almost everything that comes back is a slab calculator with the words changed: it asks for a length and a width and treats the wall as a flat panel. A wall is not flat. It is a standing panel with two bar directions that come off two different dimensions — and the bars in one of those directions are longer than a stock bar, so they lap.

The two directions are not interchangeable. The vertical bars are the ones standing up, and there are as many of them as the wall's length allows. The horizontal bars run along the wall, and there are as many of them as the wall's height allows. Swap the two dimensions and you get a plausible-looking number that is simply wrong, which is the first mistake to rule out.

The second thing a wall does that a slab does not is separate the takeoff from the order. A wall is normally longer than one stock bar, so its horizontals lap; the verticals, being about as tall as the wall, usually do not. That means the steel you count on the drawing and the steel you buy are two different figures, and the gap between them is what this page is about. Everything below runs on a 24 ft × 8 ft wall in #4 bar at 16 in on centre with 1.5 in cover.

Step 1 — verticals, counted along the length

The vertical bars are spaced along the wall, so their count comes from the wall's length, and each one is as tall as the wall. Measure the clear length — the wall length minus a cover at each end — and apply the same rule every other rebar count uses:

verticals = floor( clear length (in) ÷ spacing (in) ) + 1 24 ft wall, 1.5 in cover, 16 in spacing: clear = 288 − 2 × 1.5 = 285 in bars = floor( 285 ÷ 16 ) + 1 = 17 + 1 = 18 verticals each = 96 − 2 × 1.5 = 93 in = 7.75 ft tall total = 18 × 7.75 ft = 139.5 ft

The + 1 is a bar at the start of the run, exactly as it is a bar at the start of a row on the spacing page. The vertical's length is the wall height less the top and bottom cover — the bar does not run the full 8 ft, it runs the 8 ft minus the 1.5 in it is held off the top and the 1.5 in off the bottom.

1.5 in to the first bar centre is cover plus half a bar diameter: 1.5 in cover + 0.25 in for a #4 bar ≈ 1.75 in. The concrete rebar page derives the cover-to-chair chain if the drawing carries a different cover.

Step 2 — horizontals, counted up the height

The horizontal bars are spaced up the wall, so their count comes from the wall's height, and each one is as long as the wall. Same rule, different dimension:

horizontals = floor( clear height (in) ÷ spacing (in) ) + 1 8 ft wall, 1.5 in cover, 16 in spacing: clear = 96 − 2 × 1.5 = 93 in bars = floor( 93 ÷ 16 ) + 1 = 5 + 1 = 6 horizontals each = 288 − 2 × 1.5 = 285 in = 23.75 ft long total = 6 × 23.75 ft = 142.5 ft

Notice how the two dimensions cross over: the vertical count used the 24 ft length and the horizontal count used the 8 ft height, and the two bar lengths are the opposite way round again — the vertical is 7.75 ft (the height) and the horizontal is 23.75 ft (the length). This crossing is the whole wall takeoff, and it is the step a slab-shaped calculator cannot do, because a slab has no up.

DirectionCounted fromClearBarsEach isTotal
Verticalwall length (24 ft)285 in187.75 ft (the height)139.5 ft
Horizontalwall height (8 ft)93 in623.75 ft (the length)142.5 ft
Takeoff——24 bars—282.0 ft

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A wall elevation showing vertical bars counted along the wall length and horizontal bars counted up the wall height Two directions, two dimensions 24 ft × 8 ft wall, #4 bar at 16 in o.c. — 18 verticals, 6 horizontals 24 ft length — sets the vertical count (18) 8 ft height — sets the horizontal count (6)
The wall elevation. The blue verticals are spaced along the 24 ft run, so their count comes from the length; the darker horizontals are spaced up the 8 ft height, so their count comes from the height. The bar lengths are the opposite way round again — the vertical is the short one (7.75 ft), the horizontal is the long one (23.75 ft) and is the bar that laps.

Watch: verticals and horizontals

16-second walkthrough: why a wall is two directions rather than one grid, how the vertical and horizontal counts come from opposite dimensions, and why the takeoff (282 ft) and the order (17 bars of 20 ft stock) are two different numbers. From the rebarcount channel.

Step 3 — the takeoff and the order are two numbers

282 ft is the takeoff: the net steel the drawing needs. It is the right number for pricing the job, and the wrong number to hand a supplier, because bar is sold in whole stock lengths. The order rounds every bar mark up to whole bars, and adds a lap wherever a bar is longer than the stock.

FigureBarsStockLength boughtWeightLaps
Takeoff (net)24 pieces—282.0 ft188.4 lb0
Order, 20 ft stock17 bars20 ft340 ft227.1 lb6
Order, 40 ft stock10 bars40 ft400 ft267.2 lb0

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The takeoff says 282 ft and 188.4 lb; the order on 20 ft stock says 340 ft and 227.1 lb. That is a 20.6% gap, and it is not waste you can wish away — it is the price of buying steel in fixed lengths for a wall whose bars are 7.75 ft and 23.75 ft. When someone asks you to "just give them a number for the wall", this is the fork: the takeoff for the quote, the order for the steel, and they are 58 ft apart on a wall this size.

How much rebar a 24 by 8 foot wall needs: 18 verticals plus 6 horizontals is 24 pieces, 282 feet and 188.4 pounds as a takeoff, but 340 feet and 227.1 pounds to order on 20 foot stock How much rebar a wall needs: three units, two numbers 24 ft × 8 ft wall · #4 bar @ 16 in o.c. both ways · 1.5 in cover 14 verticals shown of 18 · 3 horizontals of 6 (partly drawn) The same wall, in units 18 verticals + 6 horizontals = 24 pieces 282 ft · 188.4 lb — the takeoff 340 ft · 227.1 lb — the order, 20 ft stock The 20.6% gap is the horizontal bars lapping at a Class B 25 in — 6 laps on a wall this long. Quantities for a slab or a pad, by project type, are on the how much rebar do I need page.
A 24 ft × 8 ft wall in #4 bar at 16 in o.c. both ways. The takeoff — the steel the drawing needs — is 24 pieces, 282 ft and 188.4 lb. The order, because the 23.75 ft horizontals lap on 20 ft stock, is 17 bars, 340 ft and 227.1 lb. The quantity question has a different answer depending on which one you are being asked for.

Step 4 — the lap lands on the horizontals

Which direction laps falls straight out of the bar lengths. The verticals are 7.75 ft, comfortably inside a 20 ft bar, so each one is a single piece — the verticals never lap on a normal wall. The horizontals are 23.75 ft, longer than the 20 ft bar, so every horizontal needs one lap, cut as 20 ft plus a 3.75 ft tail:

verticals: 18 × 7.75 ft → floor( 20 ÷ 7.75 ) = 2 per bar → ceil( 18 ÷ 2 ) = 9 bars horizontals: 6 × 23.75 ft → 20 ft + 3.75 ft tail (1 lap each) 6 pieces of 20 ft → 6 bars 6 pieces of 3.75 ft → floor( 20 ÷ 3.75 ) = 5 per bar → ceil( 6 ÷ 5 ) = 2 bars → 8 bars, 6 laps order = 9 + 8 = 17 bars of 20 ft = 340 ft

Then the twist that makes the wall its own case. Going to 40 ft stock removes all six laps, because 23.75 ft fits inside 40 ft — but each 40 ft bar carries only one 23.75 ft horizontal and throws away 16.25 ft, so the order jumps to 400 ft and the allowance to 41.8%. On this wall the lapped 20 ft stock wastes less than the lap-free 40 ft stock: 20.6% against 41.8%. Laps are not the enemy; the offcut is.

It is the same trade the footing page runs the other way round, where 40 ft stock wins because the bars there are long. The rule is not "always 40 ft" or "always 20 ft"; it is to count the pieces, not the feet, which is what the estimator page is about. And the horizontal count itself comes from the wall height, the point the spacing page makes for a slab.

CMU walls: the verticals are the count that matters

A concrete block wall carries its steel the other way round from a poured wall. The horizontals are usually joint reinforcement laid in the bed joints; the load path is the verticals, cast into the grouted cores. The count runs along the length exactly like the verticals in step 1 — what changes is where the spacing comes from. It comes off the block module and the grout schedule, not from 12 to 16 in.

The rule estimators post for a quick takeoff is one vertical every 40 in:

vertical bars = wall length (ft) ÷ 3.33 (3.33 ft = 40 in) = 100 ÷ 3.33 = 30.03 → 30 verticals

Each vertical is a single piece, and it is as tall as the wall less top and bottom cover — the same convention step 1 used, so an 8 ft wall takes a 7.75 ft bar. The whole wall is therefore one mark, cut out of stock, and the stock length you choose decides how much of every bar is left over:

Wall heightBar lengthStockPieces per barOffcut per barBars to orderOrder lengthAllowance vs net
8 ft7.75 ft10 ft12.25 ft30300 ft29.0%
8 ft7.75 ft20 ft24.50 ft15300 ft29.0%
8 ft7.75 ft30 ft36.75 ft10300 ft29.0%
8 ft7.75 ft40 ft51.25 ft6240 ft3.2%
9 ft8.75 ft10 ft11.25 ft30300 ft14.3%
9 ft8.75 ft20 ft22.50 ft15300 ft14.3%
9 ft8.75 ft30 ft33.75 ft10300 ft14.3%
9 ft8.75 ft40 ft45.00 ft8320 ft21.9%
10 ft9.75 ft10 ft10.25 ft30300 ft2.6%
10 ft9.75 ft20 ft20.50 ft15300 ft2.6%
10 ft9.75 ft30 ft30.75 ft10300 ft2.6%
10 ft9.75 ft40 ft41.00 ft8320 ft9.4%

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Bar length is wall height less top and bottom cover, from ACI 318-19; pieces per bar is floor(20 ft ÷ bar length); offcut is what is left on the stick.

Read the first four rows and the middle four rows together, because they say opposite things. At an 8 ft wall, 40 ft stock is the clean cut: 5 pieces per bar, only 1.25 ft left on each, so 30 verticals come off 6 bars and the allowance is 3.2% — against 29.0% on 10, 20 and 30 ft stock. At a 9 ft wall the same 40 ft stock is the worst of the four: 8.75 ft bars give 4 per bar with 5 ft cut off each one, an 8-bar order of 320 ft and a 21.9% allowance, while every other length holds 14.3%. A block wall has no stock length that is right in general. It has one that is right for its height, and it is a different one at 8 ft and at 9 ft. Stock lengths themselves are on the bar length page, and why the offcut is a remainder rather than a percentage is on the estimator page.

30 verticals on a 100 ft wall · one vertical every 40 in · bar length = wall height − 3 in cover · allowance = (order − net) ÷ net

Common questions

How do I calculate rebar for a wall?

Count the two directions from two different dimensions. Verticals come from the wall's length: clear length ÷ vertical spacing, plus one. Horizontals come from the wall's height: clear height ÷ horizontal spacing, plus one. On this 24 ft × 8 ft wall in #4 bar at 16 in o.c. with 1.5 in cover that is 18 verticals of 7.75 ft and 6 horizontals of 23.75 ft, 282 ft as a takeoff.

How many vertical bars does a wall need?

One more than the number of spaces along the clear length. Clear length is 288 in minus 2 × 1.5 in = 285 in; floor(285 ÷ 16) = 17 spaces, plus a start bar = 18 verticals. Each vertical is as tall as the wall less top and bottom cover: 96 − 3 = 93 in = 7.75 ft.

How do I count the horizontal bars in a wall?

Count them up the height, not along the length. Clear height is 96 in minus 2 × 1.5 in = 93 in; floor(93 ÷ 16) = 5 spaces, plus one = 6 horizontals. Each is as long as the wall less two side covers: 288 − 3 = 285 in = 23.75 ft. Getting the two dimensions the right way round is the step people get backwards.

Why is the takeoff different from the order?

The takeoff is net steel, the order is whole bars. The wall needs 282 ft in the ground, but bar comes in stock lengths, so the order rounds each mark up to whole bars and adds the lap where a bar is longer than stock. Here the takeoff is 282 ft and 188.4 lb; the order on 20 ft stock is 17 bars, 340 ft, 227.1 lb.

Do the vertical bars in a wall lap?

Usually not. A normal 8 or 10 ft wall gives verticals of 7.75 to 9.75 ft, well inside a 20 ft bar, so each vertical is one piece. The bars that lap in a wall are the horizontals, because a wall is normally longer than one stock bar. Only a wall taller than the stock length laps its verticals, and then one lap per vertical.

Do I count both faces of a wall?

Only if the drawing calls for two mats. A single mat is centred in the wall and the counts above stand. A doubly reinforced wall carries a mat near each face, so you double both counts and add the ties or chairs that hold the two mats apart. This page works the single-mat case.

What spacing should wall rebar be?

The drawing sets it; common practice is 12 to 16 in on centre both ways in a reinforced concrete wall, tightening where the wall is loaded or exposed. In a concrete block wall the verticals sit in the cores on the block module, commonly about 16 in. The spacing changes the count, not the method — the two directions are still counted from the length and the height.

How do I estimate vertical bars for a CMU wall?

Count them along the length, exactly like the verticals of a poured wall, and take the spacing off the grout schedule. The shortcut estimators post is one vertical every 40 in, or wall length (ft) ÷ 3.33 — a 100 ft block wall is 100 ÷ 3.33 = 30.03, so 30 verticals. Each one is a single piece as tall as the wall less cover, so an 8 ft wall takes a 7.75 ft bar and the whole job is one mark cut out of stock. That is where the stock length bites: on that 100 ft wall, 10, 20 and 30 ft stock all come to a 29.0% allowance for offcut while 40 ft stock comes to 3.2%, and on a 9 ft wall the same 40 ft stock is the worst of the four at 21.9%.

What this page does not do

It does not design the wall or place the bars. Whether the wall is singly or doubly reinforced, what the spacing is, where openings and laps sit and how the bars are detailed at corners all come from the structural drawing and the engineer. This page takes the wall size, the spacing and the cover you give it and finishes the count: verticals from the length, horizontals from the height, the lap on the horizontals, and the split between the net takeoff and the whole-bar order. Bar weights are nominal, and the cover is the one used on the worked example — where the drawing carries a different cover or a coated bar, use the project value.
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Published 8 October 2026 · Last reviewed 1 November 2026