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Formula

Show calculation steps (2)
  1. Area Utilization (%)

    Area Utilization (%): Pallet Calculator

    Share of the pallet deck covered by one layer of boxes; uses boxes per layer x box footprint over pallet area

  2. Total Stack Height (in)

    Total Stack Height (in): Pallet Calculator

    Layers x box height plus the pallet base height

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Results

Total Boxes per Pallet
96
boxes
Boxes per layer 16
Number of layers 6
Deck area utilization 100%
Total stack height (in) 54

What the Pallet Calculator Does

This pallet calculator estimates how many boxes or cases fit onto a single pallet. Enter the pallet footprint, your box dimensions, the maximum allowed stack height and the pallet base height, and it returns the boxes per layer, the number of layers and the total box count, plus how efficiently the deck is used. It is a units-agnostic tool — the example defaults are in inches (a 48 x 40 in GMA pallet), but any consistent unit works.

Top view of a pallet deck with boxes arranged in a grid, showing pallet and box dimensions
Boxes per layer come from how many box footprints fit across the pallet length and width.

How to Use It

1. Enter the pallet deck length and width. 2. Enter the box length, width and height. 3. Set the maximum stack height your warehouse, truck or racking allows. 4. Enter the pallet base (deck board) height that is subtracted from the usable stacking space. The calculator tries the boxes in two flat orientations and keeps whichever packs more per layer.

The Formula

With \(L_p, W_p\) the pallet deck length and width, \(L_b, W_b, H_b\) the box dimensions, \(H_{max}\) the max stack height and \(H_{base}\) the pallet height, boxes per layer is:

$$P = \max\!\left(\left\lfloor\tfrac{L_p}{L_b}\right\rfloor\!\left\lfloor\tfrac{W_p}{W_b}\right\rfloor,\ \left\lfloor\tfrac{L_p}{W_b}\right\rfloor\!\left\lfloor\tfrac{W_p}{L_b}\right\rfloor\right)$$

The number of layers and the total are:

$$N = P \times \left\lfloor\frac{H_{max}-H_{base}}{H_b}\right\rfloor$$
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Side view of stacked box layers on a pallet showing max height, pallet base height and box height
The number of layers is limited by the maximum stack height minus the pallet base height.

Worked Example

Pallet 48 x 40 in, box 12 x 10 x 8 in, max stack 60 in, base 6 in. Straight: \(\lfloor 48/12\rfloor \times \lfloor 40/10\rfloor = 4 \times 4 = 16\). Rotated: \(\lfloor 48/10\rfloor \times \lfloor 40/12\rfloor = 4 \times 3 = 12\). So \(P = 16\). Layers: \(\lfloor (60-6)/8\rfloor = \lfloor 6.75\rfloor = 6\). Total:

$$N = 16 \times 6 = 96 \text{ boxes}$$

FAQ

Does it account for overhang or interlocking? No — it assumes a simple block-stack with no overhang. Treat the result as a clean maximum.

What units should I use? Any single consistent unit for all dimensions; inches and centimeters both work.

Why subtract the pallet base height? Total shipment height usually includes the pallet itself, so the usable cargo height is the max height minus the pallet deck height.

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