HEAT-LOSS WORKSPACE
Pipe Heat-Loss Interactive Model
Explore insulated pipe heat loss with live physical feedback and reference comparison.
INPUT CONDITIONS
Configure the pipe system
Pipe geometry
Insulation
Thermal boundary conditions
CALCULATION RESULT
Review calculated heat loss
Thermal response
The core, insulation barrier, surface resistance and escaping heat respond to each input.
Physical model calculation
SI calculation basis · linked to the cross-sectionThermal interpretation
Reference comparison
Edit the benchmark when checking a different reference case.
Insulation response
Heat loss by thicknessMaterial curve and calculation basis
Mathematical model
Physical model: Pipe Heat-Loss Physical Model
This tool treats insulation as cylindrical conduction. Its outer surface loses heat to ambient by convection and radiation. Since k varies with mean temperature and surface temperature is unknown, the program solves surface temperature in up to 90 iterations.
k = k(Tmean) Tmean = (Tpipe + Tsurface) / 2
Rins = ln(r₂ / r₁) / (2πk)
hconv = 8.30 + 4.08V × (0.1048 / (2r₂))⁰·²²
hrad = εσ(Tsurface,K² + Tambient,K²)(Tsurface,K + Tambient,K)
h_eff = hconv + hrad Rsurface = 1 / (h_eff × 2πr₂)
qraw = ΔT / (Rins + Rsurface)
Tsurface,next = Tambient + qraw × Rsurface
qdesign = qraw × (1 + SF) × Findoor
Current defaults: SF = 5%, Findoor = 0.90 in indoor mode, and ε is user adjustable.