Making Psychrometrics Simple

Psychrometrics is the study of air-water mixtures and their properties. Understanding these relationships is crucial for designing efficient HVAC systems, controlling indoor comfort, and solving various engineering challenges related to humidity and temperature control.

What You'll Discover

This tool isn't just another calculator—it's your visual playground for exploring how air behaves under different conditions. Whether you're designing HVAC systems, studying building science, or just learning about psychrometrics, our interactive chart helps you visualize and understand complex air property relationships.

  • Evaluate air state and specify the following parameters:
  • Parameter Symbol SI Unit IP Unit
    Dry Bulb Temperature Tdb °C °F
    Wet Bulb Temperature Twb °C °F
    Dew Point Temperature Tdew °C °F
    Humidity Ratio W kg/kgda lb/lbda
    Relative Humidity RH % %
    Specific Enthalpy h kJ/kgda Btu/lbda
    Density ρ kg/m3 lb/ft3
    Dry Air Mass Flow Rate da kg/s lb/h
    Volumetric Flow Rate m3/s cfm
  • Multi-step air process calculation including Heating, Cooling, Humidification and Mixing
  • Air state and process visualization on the psychrometric chart
  • Support for both SI (metric) and IP (imperial) unit systems

Quick Start Guide

Follow these simple steps to solve your first psychrometric problems.

Sensible Heating of Moist Air

Scenario: Moist air, saturated at 2°C, enters a heating coil at a rate of 10 m³/s. Air leaves the coil at 40°C. Find the required rate of heat addition.

In sensible heating, the air temperature increases while the humidity ratio remains constant. This process moves horizontally from left to right on the psychrometric chart.

  1. Set Initial State:
    • Pressure [Pa]: 101325.0
    • Dry-bulb Temperature [°C]: 2
    • Relative Humidity [%]: 100.0
    • Volumetric Flow Rate [m³/h]: 36000.0
    • Press "Set Initial State" Button
  2. Set Process 0→1:
    • Process Type: Heating
    • Input Type: ΔT
    • ΔT [°C]: 38
    • Press "Apply Process" Button
  3. The required heating capacity is presented in the results table

Solution: The required heating capacity is approximately 491 kW.

Psychrometric Process Visualization

Sensible heating process on psychrometric chart

Point 0: Initial air state (2°C, 100% RH)
Point 1: Final air state (40°C, 9.6% RH)
The horizontal line represents constant humidity ratio during heating.

Cooling and Dehumidification of Moist Air

Scenario: Moist air at 30°C dry-bulb temperature and 50% rh enters a cooling coil at 5 m³/s and is processed to a final saturation condition at 10°C. Find the kW of refrigeration required.

In this process, the air is cooled below its dew point temperature, causing moisture to condense out. The resulting air has both a lower temperature and lower humidity ratio.

  1. Set Initial State:
    • Pressure [Pa]: 101325.0
    • Dry-bulb Temperature [°C]: 30
    • Relative Humidity [%]: 50.0
    • Volumetric Flow Rate [m³/h]: 18000.0
    • Press "Set Initial State" Button
  2. Set Process 0→1:
    • Process Type: Cooling
    • Input Type: ΔT
    • ΔT [°C]: 20
    • Press "Apply Process" Button
  3. The required cooling capacity is presented in the results table

Solution: The refrigeration required is approximately 199 kW.

Psychrometric Process Visualization

Cooling and dehumidification process on psychrometric chart

Point 0: Initial air state (30°C, 50% RH)
Point 1: Final air state (10°C, 100% RH)

Adiabatic Mixing of Two Moist Airstreams

Scenario: A stream of 2 m³/s of outdoor air at 4°C dry-bulb temperature and 2°C thermodynamic wet-bulb temperature is adiabatically mixed with 6.25 m³/s of recirculated air at 25°C dry-bulb temperature and 50% rh. Find the dry-bulb temperature and thermodynamic wet-bulb temperature of the resulting mixture.

In this process, two airstreams with different properties are mixed, resulting in a new air state with intermediate properties. The final state is determined by an energy and mass balance between the two streams, with the mixing point lying on a straight line connecting the two initial states on the psychrometric chart. The position of the mixing point on this line depends on the mass flow rates of the two streams.

  1. Set Initial State:
    • Pressure [Pa]: 101325.0
    • Dry-bulb Temperature [°C]: 4.0
    • Wet-bulb Temperature [°C]: 2.0
    • Volumetric Flow Rate [m³/h]: 7200
    • Press "Set Initial State" Button
  2. Set Process 0→1:
    • Process Type: Mixing
    • Dry-bulb Temperature [°C]: 25.0
    • Volumetric Flow Rate [m³/h]: 22500
    • Relative Humidity [%]: 50.0
    • Press "Apply Process" Button
  3. The resulting dry-bulb temperature and wet-bulb temperature of the mixed air are presented in the state table.

Solution: The dry-bulb temperature is approximately 19.6 °C, and the wet-bulb temperature is approximately 14.6 °C.

Psychrometric Process Visualization

Mixing process on psychrometric chart

Point 0: Initial air state (4.0°C, 70.7% RH)
Point 1: Final air state (19.6°C, 58.0% RH)

Implementation Standards

The psychrometric calculations in this tool follow the standards established by ASHRAE [1], [2]. The calculation library is open source and available on GitHub: https://github.com/kanamesasaki/psychroid. Contributions are welcome! Please open an issue or submit a pull request if you have suggestions for improvements, bug fixes, or additional features.

References

[1]
ASHRAE (2017). "ASHRAE Handbook—Fundamentals (SI Edition)". American Society of Heating, Refrigerating and Air-Conditioning Engineers.
[2]
ASHRAE (2017). "ASHRAE Handbook—Fundamentals (IP Edition)". American Society of Heating, Refrigerating and Air-Conditioning Engineers.