๐Ÿง Thermal Comfort (PMV & PPD)

Evaluate indoor thermal comfort based on Fanger's 6-parameter model (ISO 7730 / ASHRAE 55), computing Predicted Mean Vote and Predicted Percentage Dissatisfied.

โšก Fortran 90 Engine Double Precision (IEEE 754) โœ“ ISO / ASME Validated
Thermal Comfort (PMV & PPD) Hvac
๐Ÿ“Š Solver Telemetry โ— ACTIVE
๐Ÿ‘๏ธ Views 23
โšก Solves 21
๐Ÿ’พ Downloads 233 ๐Ÿ“ฆ Fortran Code 4.4 KB
๐Ÿ“… Released Jun 2026
โฑ๏ธ Latency < 1 ms
โšก TOOLS & REPORTS:
๐Ÿ’พ Download Fortran 90

๐Ÿง Fanger Thermal Comfort Mannequin & 7-Point PMV Gauge

Real-time thermal radiation exchange, convective heat loss & ISO 7730 comfort zones

๐Ÿ“ Configuration & Presets

โ˜€๏ธ Summer Office (24.5ยฐC / 0.5 clo) โ„๏ธ Winter Office (21ยฐC / 1.0 clo) ๐Ÿ›๏ธ Retail Active (1.7 met) ๐ŸŒ€ Ceiling Fan (0.8 m/s)
๐ŸŒก๏ธ Thermal Environmental Parameters
Surrounding surface temperatures
Still indoor air: 0.10 to 0.20 m/s
๐Ÿƒ Occupant Activity & Clothing Insulation
Seated office: 1.0-1.2, Standing: 1.4-1.8
Summer: 0.5 clo, Winter: 1.0 clo
Fanger ISO 7730 Formulations:
โ€ข PMV = [0.303 ยท eโˆ’0.036 M + 0.028] ยท L [โˆ’3 to +3]
โ€ข PPD = 100 โˆ’ 95 ยท exp(โˆ’0.03353 PMVโด โˆ’ 0.2179 PMVยฒ) [%]
โ€ข Cat A: |PMV| โ‰ค 0.2 (PPD โ‰ค 6%)
โ€ข Cat B: |PMV| โ‰ค 0.5 (PPD โ‰ค 10%)

๐Ÿ“Š Thermal Comfort Results

Configure inputs and click Compute to view results.

๐Ÿ“˜ Calculation Methodology & ISO 7730 Standards

The Fanger 6-Parameter Model

Combines physiological skin heat loss, dry/latent respiration, radiative exchange with walls, and convective heat transfer to compute the net thermal load $L$:

PMV = [0.303 ยท eโˆ’0.036 M + 0.028] ยท L

ISO 7730 Comfort Categories

  • Category A: $-0.2 \le PMV \le +0.2$ ($PPD \le 6\%$) โ€” Premium spaces.
  • Category B: $-0.5 \le PMV \le +0.5$ ($PPD \le 10\%$) โ€” New commercial buildings.
  • Category C: $-0.7 \le PMV \le +0.7$ ($PPD \le 15\%$) โ€” Existing buildings.

Key Engineering Assumptions

  • Steady-state human body thermal equilibrium.
  • External mechanical work $W = 0\,\text{W/m}^2$.
  • Uniform clothing distribution across body surface.