PhysSandbox
Classical MechanicsWaves & SoundElectricity & MagnetismOptics & LightGravity & OrbitsLabs
🌙Astronomy & The Sky🌡️Thermodynamics🌍Biophysics, Fluids & Geoscience📐Math Visualization🔧Engineering🧪Chemistry

More from Thermodynamics

Other simulators in this category — or see all 46.

View category →
NewSchool

Brayton Cycle (Gas Turbine)

PV: isentropic compress, isobaric heat in, isentropic expand, isobaric cool — jet/GT core cartoon.

Launch Simulator
NewSchool

Joule–Thomson Throttling

Isenthalpic expansion: ideal gas ΔT = 0; toy μ_JT inversion for real gases.

Launch Simulator
NewUniversity / research

van der Waals Isotherms

Reduced (P_r,V_r,T_r) curves; critical point; subcritical wiggle vs Maxwell plateaus (qualitative).

Launch Simulator
NewSchool

Bénard Convection (Rayleigh)

Heated-from-below layer: Ra vs Ra_c ~1708; schematic hex/roll pattern.

Launch Simulator
NewSchool

Black Body: Planck Spectrum

B_λ(λ,T); Wien λ_max ∝ 1/T; Stefan–Boltzmann M = σT⁴ and numeric ∫πB_λ dλ.

Launch Simulator
NewSchool

Rankine Cycle (Steam)

T–s with vapor dome + schematic P–v: pump, boiler, turbine, condenser; x₄ and pressure sliders.

Launch Simulator
PhysSandbox

Interactive physics, chemistry, and engineering simulators for students, teachers, and curious minds.

Physics

  • Classical Mechanics
  • Waves & Sound
  • Electricity & Magnetism

Science

  • Optics & Light
  • Gravity & Orbits
  • Astronomy & The Sky

More

  • Thermodynamics
  • Biophysics, Fluids & Geoscience
  • Math Visualization
  • Engineering
  • Chemistry

© 2026 PhysSandbox. Free interactive science simulators.

PrivacyTermsContact
Home/Thermodynamics/Psychrometric Chart

Psychrometric Chart

A psychrometric chart organizes moist-air properties used in HVAC and meteorology. This simulator uses sea-level pressure and common engineering formulas to compute saturation pressure, humidity ratio W, dew point, wet-bulb temperature, and moist-air enthalpy from dry-bulb temperature and relative humidity. A second air stream can be mixed with the first; because adiabatic mixing is approximately linear in humidity ratio and enthalpy, the mixed state lies on the straight line connecting the two stream points. The chart is a teaching approximation: pressure altitude, ice-region corrections, coil bypass behavior, fog/supersaturation, and detailed heat-and-mass-transfer equipment are omitted.

Who it's for: HVAC, thermodynamics, building science, meteorology, and heat-and-mass-transfer introductions.

Key terms

  • Psychrometric chart
  • Relative humidity
  • Humidity ratio
  • Dew point
  • Wet-bulb temperature
  • Moist-air enthalpy

This is a sea-level HVAC psychrometric model using common engineering approximations. It omits pressure altitude, ice-region corrections, coil bypass factors, and detailed evaporative-cooling hardware.

Live graphs

Air stream A

26 °C
55 %

Air stream B and mixing

10 °C
85 %
65 %

Measured values

Humidity ratio W(A)11.54g/kg
Dew point A16.3°C
Wet-bulb A19.6°C
Enthalpy A55.6kJ/kg
Mixed dry-bulb20.4°C
Mixed RH65%

How it works

Interactive psychrometric chart for moist air: dry-bulb temperature, relative humidity, dew point, wet-bulb approximation, humidity ratio, enthalpy, and mixing of two air streams.

Key equations

W = 0.62198 pv / (p − pv), pv = RH · pws(Tdb)
h ≈ 1.006 Tdb + W(2501 + 1.86 Tdb); mixing is linear in h and W

Frequently asked questions

Why is air-stream mixing a straight line on the chart?
For adiabatic mixing at the same pressure, dry-air mass balances make both humidity ratio and enthalpy mass-weighted averages. On a W versus dry-bulb chart the mixed point therefore lies between the two streams.
Is wet-bulb temperature exact here?
No. The simulator uses a common approximation suitable for ordinary HVAC ranges. Precise psychrometrics require iterative equations and pressure corrections.