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Free Engineering Tool #054

Bearing Thermal Expansion Calculator

Calculate separate uniform axial thermal changes of shaft and housing and their signed difference. Enter actual lengths, mean CTE values and temperature changes.

δ = L × α × ΔTSigned Heating/CoolingNo Automatic Bearing Selection

Uniform-temperature estimate: use mean CTE over each actual temperature interval. For temperature gradients or constrained structures, integrate thermal strain or use a thermo-mechanical model.

Results

Shaft Axial Expansion δ_shaft
—
Housing Axial Expansion δ_housing
—
Differential Expansion
—

Thermal Expansion Formula

  • L — effective initial span (mm)
  • α — mean linear CTE over the stated interval (μm/(m·K), numerically ×10⁻⁶/K)
  • ΔT — signed temperature change from the reference state (K or °C difference)

CTE input

CTE is material-grade and temperature dependent. Obtain a mean value over the actual interval from controlled material data rather than choosing a broad material-family label.

Locating / Non-Locating Arrangement

ℹ️ A locating/non-locating support can accommodate axial displacement from relative shaft/housing thermal growth, but required travel and bearing type must be selected from the complete arrangement loads, fits, tolerances and manufacturer data.

The non-locating support must accommodate relative axial change, so lengths, temperatures and CTEs may differ.

Use mean linear CTE for the exact grade over the actual temperature interval; CTE varies with temperature and composition.

Yes. Negative ΔT represents cooling and produces contraction.

No. It reports signed axial growth only. Arrangement selection requires loads, fits, tolerances, available travel and manufacturer data.

No. Radial fit and internal clearance require local diameters, ring/seat temperatures and exact bearing geometry.

The procedures described on this page were developed and field-tested by the Vibromera team using the Balanset-1A, a portable dual-channel balancer and vibration analyzer for on-site rotor balancing.

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