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Aerogel blanket vs Microporous

The two λ champions. Aerogel: flexible, hydrophobic, 650 °C. Microporous: rigid panels, 1000 °C, even lower λ hot. Wrap with aerogel, panel with microporous.

Specification

Side by side

Aerogel blanketMicroporous (fumed-silica) panels
Max service650 °C1000 °C
Density160–200220–320
StandardsASTM C1728ASTM C1676
Forms5/10 mm flexible blankets (Pyrogel-type)rigid panels, flexible quilted forms (Promalight/WDS-type)
Computed equivalence · DN100

Thickness for the SAME heat loss

Dutyλ Aerogel blanketλ MicroporousAerogel blanket thickness for EQUAL loss to 50 mm of Microporous
100 °C0.0230.02253 mm vs 50 mm
250 °C0.0270.02365 mm vs 50 mm
400 °C0.0330.02478 mm vs 50 mm

Bisection on the cylindrical conduction equation; λ at mean temperature per each material's published curve. Full per-material tables: Aerogel blanket · Microporous.

The whole field at this duty

All materials, DN100 at 100 °C

Materialλ W/m·KLoss W/mSurfaceSaving €/m·yrt CO2/m·yr
Stone wool (mineral wool)0.0413125 °C€1250.5
Glass wool0.0382924 °C€1260.5
Ceramic fibre (RCF / AES blanket)0.0604427 °C€1190.4
Aerogel blanket0.0231823 °C€1310.5
Calcium silicate0.0564226 °C€1200.4
Expanded perlite0.0614527 °C€1180.4
Cellular glass0.0473525 °C€1230.4
Microporous (fumed-silica) panels0.0221723 °C€1320.5
Elastomeric foam (FEF)0.0403024 °C€1250.5
PIR / PUR rigid foam0.0282123 °C€1300.5
E-glass needle mat0.0453425 °C€1240.5
Silica needle mat / fabric0.0554126 °C€1200.4

DN100 pipe at 100 °C, 50 mm insulation, per metre of pipe; bare loss 287 W/m. λ at mean temperature; € and CO2 per metre·year at €0.05/kWh, 8000 h, 82% efficiency. Method: ASTM C680 simplified (h=10).

FAQ

Questions on this topic

Is aerogel blanket better than microporous?
The two λ champions. Aerogel: flexible, hydrophobic, 650 °C. Microporous: rigid panels, 1000 °C, even lower λ hot. Wrap with aerogel, panel with microporous.
How much thinner can aerogel blanket be than microporous?
At 100 °C duty, 53 mm of aerogel blanket matches 50 mm of microporous (computed for a DN100 pipe, ASTM C680 simplified). The ratio shifts with temperature because both λ curves rise at different rates.