Interactive calculator

Cable Tray Fill

Single-row width check from cable outside diameters.

Before you calculate

Will the cables fit side by side?

A geometric single-row check from cable outside diameters, gaps and reserves. It is not an ampacity, support-load or installation approval.

Learn more — complete guide →
Step 1

Tray and cables

Use the cable OUTSIDE diameter from the datasheet, not the conductor size in mm².

The real inside width, after sidewalls and dividers.
Your chosen edge-to-edge clearance; 0 = touching.
Advanced: more cable groups, reserves, depth, candidate widths, mass (optional)
Your supplier's real inside widths; there is no universal list.
Step 2

Results

Check before relying on this result
  • Gap 0 mm is a close-packed row. It says nothing about thermal grouping or the spacing the cable manufacturer or the installation rules require.
Required single-row width264.0 mm12 cables
Width margin36.0 mmGeometric fit (single row)
Circular cable area4562 mm²
Geometric screening only. A fit says the cables can lie side by side in one row. It does not check the current-carrying capacity and grouping, bending radius, support span and load, segregation, bonding or corrosion. IEC 61537 is a standard for tray systems, not a universal fill percentage.

1. Required single-row width

Sum of the cable outside diameters, plus a gap between each pair of neighbouring cables (N − 1 gaps across the whole row), plus the edge reserves.

Wreq=∑di+(N−1) g+cL+cRW_{req}=\sum d_i+(N-1)\,g+c_L+c_R
Wreq=264+0+0+0=264 mmW_{req}=264+0+0+0=264\ \text{mm}

2. Width margin

Usable width minus required width. A negative margin means the cables do not fit side by side.

ΔW=Wusable−Wreq\Delta W=W_{usable}-W_{req}
ΔW=300−264=36 mm\Delta W=300-264=36\ \text{mm}

3. Circular cable area

Informational: the sum of the circular outer cross-sections.

A=∑nj πdj24A=\sum n_j\,\frac{\pi d_j^2}{4}
A=4561.6 mm2A=4561.6\ \text{mm}^2

Calculations use full precision internally; the displayed numbers are rounded for readability.