Psychrometric Calculator: Free Online Tool for HVAC Engineers

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Psychrometric Calculator: Free Online Tool for HVAC Engineers
HVAC design depends on air property data -- yet most engineers still read psychrometric charts manually when a free online psychrometric calculator can compute all properties from two inputs in under a second. This guide gives you a working interactive tool, the equations behind it, and the conceptual foundation to apply psychrometrics confidently on real AHU, DOAS, and ERV projects.

🌡
Wet-Bulb Temp
WBT (°C)
💧
Dew Point
Tdp (°C)
Enthalpy
h (kJ/kg)
📊
Humidity Ratio
W (g/kg)
📐
Specific Volume
v (m³/kg)

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TL;DR

Key takeaways

  • A psychrometric calculator computes all thermodynamic properties of moist air -- wet-bulb temperature, dew point, enthalpy (kJ/kg), humidity ratio (g/kg dry air), and specific volume (m³/kg) -- from just two inputs: dry-bulb temperature and relative humidity (or wet-bulb).
  • Enthalpy is the critical output for HVAC load calculation: Total cooling load (kW) = Mass flow rate (kg/s) × (h_outdoor − h_supply). The psychrometric chart plots the process from outdoor condition to supply air condition, defining the AHU coil duty.
  • India's climate diversity -- from humid coastal cities like Mumbai (38°C DBT, 28°C WBT summer design) to hot-dry inland cities like Delhi (43°C DBT, 25°C WBT) and Ahmedabad (44°C DBT, 24°C WBT) -- makes psychrometric chart analysis essential, not optional. The same AHU specification performs very differently across these climates.
  • DOAS (Dedicated Outdoor Air Systems) and ERV (Energy Recovery Ventilators) require more demanding psychrometric analysis than conventional mixed-air AHU systems because 100% outdoor air must be conditioned -- not blended with return air to moderate the load.
  • For psychrometric chart analysis for beginners: start with the interactive tool below. Enter the outdoor design condition for your project city, note the enthalpy and humidity ratio. Then enter your indoor comfort target (24°C, 50% RH). The enthalpy difference is the total cooling load per kg of air that needs to be processed.

What Is a Psychrometric Calculator and Why Is It Essential?

A psychrometric calculator is a digital tool that computes the thermodynamic properties of moist air from two known inputs. Air is a mixture of dry air and water vapour, and its physical state is not fully defined by temperature alone -- the moisture content critically affects how much energy is required to cool, heat, dehumidify, or humidify it. The psychrometric calculator makes these properties instantly available without manual chart interpolation.

The six properties that the psychrometric chart and calculator define are: dry-bulb temperature (the actual air temperature, °C), wet-bulb temperature (the adiabatic saturation temperature, °C), dew point (the temperature at which water vapour begins to condense, °C), relative humidity (the ratio of actual vapour pressure to saturation vapour pressure, %), humidity ratio or specific humidity (the mass of water vapour per kg of dry air, g/kg), and enthalpy (the total heat content per kg of dry air, kJ/kg).

For MEP and HVAC engineers, accurate psychrometric data is not a convenience -- it is the engineering foundation for every sizing decision. The HVAC load calculation for an AHU starts with the psychrometric state of outdoor air and the target indoor condition, and the enthalpy difference between those two points determines the total cooling load the system must handle. An error in psychrometric reading leads directly to an undersized chiller, an oversized cooling coil, or an AHU that cannot maintain indoor comfort during peak summer.

India and GCC climate context

India's climate diversity makes psychrometric chart calculator proficiency particularly critical. Mumbai (hot-humid): 38°C DBT / 28°C WBT summer design -- very high latent load. Delhi (hot-dry): 43°C DBT / 25°C WBT -- dominant sensible load. Ahmedabad (very hot-dry): 44°C DBT / 24°C WBT -- extreme sensible, low latent. Bengaluru (composite): 33°C DBT / 23°C WBT -- moderate conditions. In the GCC: Dubai summer (45°C DBT / 29°C WBT) presents the highest combined load of any major market. An engineer who can plot and interpret these conditions on the psychrometric chart -- understanding why Mumbai needs aggressive dehumidification while Ahmedabad benefits from evaporative cooling -- is far more effective than one who can only read the output of sizing software.

Live Psychrometric Chart and Calculator Tool

Enter any dry-bulb temperature and relative humidity below. The calculator computes all air properties using ASHRAE-standard psychrometric equations and plots the state point live on a rendered psychrometric chart. No download or account required.

Psychrometric Calculator -- Standard Atmosphere 101.325 kPa
Dry-Bulb Temperature (°C)
Relative Humidity (%)
City Preset
Wet-Bulb
--
°C
Dew Point
--
°C
Enthalpy
--
kJ/kg d.a.
Humidity Ratio
--
g/kg d.a.
Specific Volume
--
m³/kg d.a.
Live Psychrometric Chart -- State Point
Sea level (101.325 kPa) • X-axis: Dry-Bulb Temperature (°C) • Y-axis: Humidity Ratio W (g/kg) • Red dot: current state point
Reading the output -- what each property means for HVAC

Enthalpy (kJ/kg): total heat content -- use the difference between outdoor and supply air enthalpy to calculate AHU coil duty. Humidity ratio (g/kg): moisture content -- the latent load is the difference in humidity ratio between outdoor and supply air multiplied by mass flow and the latent heat of vaporisation (2501 kJ/kg). Wet-bulb temperature: critical for cooling tower sizing and evaporative cooling effectiveness. Dew point: the temperature at which condensation begins on chilled surfaces -- chilled water coil surface temperature must be below dew point to dehumidify. Specific volume (m³/kg): inverse of air density -- use to convert volumetric airflow (m³/s) to mass flow (kg/s) for load calculations.

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The Four Core HVAC Processes on the Psychrometric Chart

Every HVAC process can be plotted as a line on the psychrometric chart. Understanding which direction each process travels -- and what happens to enthalpy, humidity ratio, and temperature along the way -- is what separates an engineer who can use a psychrometric chart calculator from one who can design an HVAC system with it. These four processes cover 95% of what real-world AHU, FCU, and DOAS design requires.

Cooling and Dehumidification
The most common AHU process in India. The air state point moves down and to the left on the chart -- temperature drops (sensible cooling) and humidity ratio drops (dehumidification). Requires the coil surface to be below the air's dew point.
Chart movement: Left + Down | Enthalpy: Decreases | W: Decreases
India use: All coastal cities (Mumbai, Chennai) where humidity ratio must be reduced below comfort target.
Sensible Cooling Only
Temperature drops but humidity ratio stays constant -- the state point moves horizontally left on the chart. Occurs when coil surface temperature is above the air's dew point -- moisture is not condensed. Relevant in dry-climate applications.
Chart movement: Left only | Enthalpy: Decreases | W: Constant
India use: Delhi, Ahmedabad winter cooling; server room precision cooling at controlled humidity.
Evaporative Cooling
The state point moves along a constant wet-bulb line toward the saturation curve -- enthalpy stays nearly constant while humidity ratio rises and temperature drops. Effective only in dry climates where there is room to add moisture.
Chart movement: Up-left along WBT line | Enthalpy: Nearly constant | W: Increases
India use: Ahmedabad, Jaipur, Nagpur warehouses. Ineffective in Mumbai or Chennai (already near saturation).
Heating and Humidification
State point moves right and up -- temperature rises (heating coil) and moisture is added (steam or electric humidifier). Critical for data centres, clean rooms, hospitals, and any application in North Indian winter where outdoor air is very cold and dry.
Chart movement: Right + Up | Enthalpy: Increases | W: Increases
India use: Delhi and North India winter; pharmaceutical and data centre humidity control year-round.

How to Use a Psychrometric Calculator for Real-World HVAC Drawings

Knowing how to operate the psychrometric chart calculator is the first layer. Knowing what to do with the output in the context of an actual HVAC design is the professional layer. The following four steps show how the calculator's outputs feed directly into AHU sizing and duct design on an Indian commercial project.

  1. Step 1 -- Identify outdoor design conditions from climate data: Source the summer outdoor design conditions for the project city from ASHRAE Fundamentals Table 1 (design conditions, 0.4% annual exceedance) or NBC India 2016 Climate Data Annex. Enter the city's dry-bulb and coincident wet-bulb temperature. For Mumbai: 38°C DBT, 28°C WBT (use the preset in the calculator above). Note the enthalpy value -- this is the total heat content of outdoor air that the system must reduce. For Mumbai summer: approximately 88-90 kJ/kg.
  2. Step 2 -- Enter indoor design conditions: Typical Indian commercial comfort target: 24°C DBT, 50-55% RH. Enter this in the calculator. Note the enthalpy (~47-50 kJ/kg). The enthalpy difference (h_outdoor − h_indoor) is the total heat to be removed per kg of air -- approximately 40-43 kJ/kg for Mumbai. For psychrometric chart analysis for beginners: this enthalpy difference is visually represented as the horizontal distance on the chart between the outdoor and indoor state points.
  3. Step 3 -- Calculate the sensible and latent components: The sensible load uses the dry-bulb temperature difference and the specific heat of moist air (approximately 1.022 kJ/kg°C). The latent load uses the humidity ratio difference and the latent heat of vaporisation (2501 kJ/kg). The ratio of sensible to total load is the Sensible Heat Ratio (SHR) -- a standard AHU selection parameter. The psychrometric calculator provides all numbers needed to compute both components independently.
    // Total cooling load per kg airflow
    Q_total (kJ/kg) = h_outdoor − h_supply

    // Sensible component
    Q_sensible = 1.022 × (T_outdoor − T_supply)

    // Latent component
    Q_latent = 2501 × (W_outdoor − W_supply) // W in kg/kg

    // Sensible Heat Ratio
    SHR = Q_sensible / Q_total
    // SHR > 0.75: sensible-dominant (dry climates)
    // SHR < 0.60: latent-dominant (humid coastal cities)
  4. Step 4 -- Apply specific volume to duct sizing: The specific volume output from the psychrometric calculator (m³/kg) is the inverse of air density. To size the supply air duct, the designer needs the volumetric airflow rate (m³/s), which is derived from the mass flow rate (kg/s) multiplied by the specific volume at supply air conditions (typically 14-15°C DBT for chilled-water AHUs). A standard supply air specific volume at 14°C, 95% RH is approximately 0.826 m³/kg -- use this to size ductwork and fan selection.

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Seasonal Psychrometrics -- Summer, Monsoon, and Winter in India

Most HVAC training and most psychrometric chart calculator guides focus exclusively on summer peak conditions. In India, the monsoon and winter seasons create psychrometric challenges that are equally important for HVAC system design -- and ignoring them leads to systems that work in May but fail in August or December.

Seasonal Design Conditions -- Key Indian Cities (ASHRAE/NBC 2016)

The monsoon design trap

Many HVAC engineers in India size systems for peak summer and neglect the monsoon condition. In coastal cities, the monsoon presents a different challenge: the dry-bulb temperature drops (reducing the sensible load) but the humidity ratio rises dramatically -- often approaching the saturation curve. A system sized for summer sensible cooling may lack sufficient dehumidification capacity for monsoon conditions where the latent load dominates. The psychrometric chart analysis for both summer and monsoon design conditions should be completed before finalising the AHU coil duty. For Mumbai, plot both 38°C / 28°C WBT (summer) and 30°C / 28°C WBT (monsoon) on the chart and compare the enthalpy and humidity ratio values -- the monsoon condition often governs AHU coil selection.

Applying Psychrometrics to Advanced Air Systems -- DOAS and ERVs

Dedicated Outdoor Air Systems (DOAS)

DOAS sits within the broader landscape of types of HVAC systems available to Indian and GCC designers. A DOAS (Dedicated Outdoor Air System) handles 100% outdoor air to meet the ventilation requirement of a building zone -- it does not mix return air with supply air.. This makes the psychrometric analysis significantly more demanding than a conventional AHU. The DOAS coil must cool and dehumidify the full outdoor design condition all the way to the neutral delivery condition -- typically 18-20°C DBT and a dew point of 12-14°C (corresponding to humidity ratios of 8-10 g/kg).

For a Mumbai summer condition (38°C DBT, 28°C WBT, enthalpy ~90 kJ/kg) the DOAS must deliver supply air at a neutral condition of approximately 18°C DBT and 90% RH (~12.9 kJ/kg less enthalpy to remove than the total): enthalpy change = 90 − 51 = 39 kJ/kg -- all of which must be handled by the DOAS coil. The coil selection for this duty requires psychrometric chart analysis to identify the coil apparatus dew point (ADP) and bypass factor.

Energy Recovery Ventilators (ERVs) -- Mixing Line Analysis

An ERV pre-conditions outdoor air using heat and moisture from the exhaust air stream before the outdoor air enters the DOAS or AHU coil. The psychrometric chart is used to evaluate the ERV's effectiveness: the outdoor state point and the exhaust state point are plotted, and the ERV shifts the outdoor condition along a line toward the exhaust condition by a percentage equal to the ERV's sensible and latent effectiveness values.

On the psychrometric chart, the mixing line for blended return and fresh air is a straight line between the two state points. For a 70% fresh air / 30% return air blend, the mixed-air condition lies 70% of the way along the line from the return state point toward the outdoor state point. The calculator provides the enthalpy and humidity ratio of each state point -- the mixed-air condition can be calculated as the weighted average of the two:

// Mixed-air condition (70% outdoor, 30% return)
h_mixed = 0.70 × h_outdoor + 0.30 × h_return
W_mixed = 0.70 × W_outdoor + 0.30 × W_return

// Example: Mumbai summer outdoor (h=90 kJ/kg, W=28 g/kg)
// Indoor return air (h=48 kJ/kg, W=9.5 g/kg)
h_mixed = 0.70 × 90 + 0.30 × 48 = 77.4 kJ/kg
W_mixed = 0.70 × 28 + 0.30 × 9.5 = 22.45 g/kg
Mixed-Air Condition Calculator (Return + Outdoor blend)
Outdoor enthalpy (kJ/kg)
Return enthalpy (kJ/kg)
Fresh air fraction (%)
Outdoor humidity ratio (g/kg)
Return humidity ratio (g/kg)

Apparatus Dew Point and Bypass Factor -- Critical AHU Selection Concepts

Two concepts that flow directly from psychrometric chart analysis are essential for AHU coil selection: the Apparatus Dew Point (ADP) and the Bypass Factor (BF). These are not commonly taught in introductory HVAC guides but they are routine parameters in any AHU specification and are evaluated using the psychrometric calculator outputs.

Apparatus Dew Point (ADP)

The Apparatus Dew Point is the effective surface temperature of the cooling coil -- the temperature at which the coil appears to saturate the air passing over it. On the psychrometric chart, the ADP is found by drawing a straight line from the room condition (supply air return point) through the supply air condition and extending it to the saturation curve. The point where this line touches the saturation curve (100% RH) is the ADP.

// ADP is found graphically on the psychrometric chart
// The supply air condition S lies on the line between room R and ADP

// Bypass Factor definition:
BF = (T_supply − T_ADP) / (T_room − T_ADP)

// Example: Room 24°C, Supply air 14°C, ADP 8°C
BF = (14 − 8) / (24 − 8) = 6/16 = 0.375

// Contact Factor (1 - BF) = fraction of air reaching ADP temperature
CF = 1 − 0.375 = 0.625

The bypass factor represents the fraction of air that passes through the cooling coil without contacting the coil surface -- bypassing the cooling effect. A lower bypass factor (more rows of coil, closer fin spacing) gives a lower ADP and better dehumidification at the expense of higher airside pressure drop and fan energy. Typical bypass factors for Indian commercial AHUs range from 0.10 to 0.20. High latent load applications (hospitals, coastal commercial buildings) use lower bypass factors (0.05-0.10). The ADP must be below the dew point of the supply air condition on the psychrometric chart to achieve dehumidification.

Why ADP matters for Indian projects

In Mumbai monsoon conditions (outdoor air approaching 28°C WBT), the supply air dew point target of 12-13°C requires an ADP well below the supply temperature. If the selected AHU coil has too high an ADP (from too few coil rows or too high a bypass factor), it cannot achieve the required dew point even at design chilled water supply temperature. The result: interior humidity creeps up during monsoon season, causing condensation on walls and ceiling tiles, mould growth, and occupant discomfort -- all traceable to a psychrometric chart analysis that was not completed correctly at the design stage.

Full Worked Example: Mumbai Office Building AHU Design

// Project: 500 m² open-plan office, Mumbai, 3rd floor
// --- Step 1: Design conditions (from ASHRAE / NBC 2016) ---
Outdoor (summer): 38°C DBT / 28°C WBT
Indoor target: 24°C DBT / 50% RH

// --- Step 2: Psychrometric calculator outputs ---
Outdoor enthalpy h_o = 90.1 kJ/kg | W_o = 25.2 g/kg
Indoor enthalpy h_r = 47.8 kJ/kg | W_r = 9.5 g/kg

// --- Step 3: Fresh air load (30% OA, 70% return) ---
h_mixed = 0.30 × 90.1 + 0.70 × 47.8 = 27.03 + 33.46 = 60.5 kJ/kg
W_mixed = 0.30 × 25.2 + 0.70 × 9.5 = 7.56 + 6.65 = 14.2 g/kg

// --- Step 4: Supply air condition (14°C DBT, 95% RH) ---
h_s = 35.9 kJ/kg | W_s = 9.0 g/kg

// --- Step 5: Coil duty per kg air ---
Total: h_mixed − h_supply = 60.5 − 35.9 = 24.6 kJ/kg
Sensible: 1.022 × (T_mixed − T_supply) = 1.022 × (27.0 − 14) = 13.3 kJ/kg
Latent: 2501 × (W_mixed − W_supply)/1000 = 2501 × 0.0052 = 13.0 kJ/kg
SHR = 13.3/24.6 = 0.54 (latent-dominant, typical Mumbai)

// --- Step 6: Mass flow from room sensible load ---
// Assume room sensible load = 25 kW (from room load calc)
m_dot = Q_sensible / (1.022 × ΔT) = 25 / (1.022 × 10) = 2.45 kg/s

// --- Step 7: Total AHU cooling load ---
Q_total = m_dot × Δh = 2.45 × 24.6 = 60.3 kW
Q_total (kVA equivalent): 60.3 / 3.517 = 17.1 TR (tons of refrigeration)

// --- Step 8: Volumetric flow for duct sizing ---
Specific volume at supply condition (14°C): v_s = 0.826 m³/kg
Volume flow = 2.45 × 0.826 = 2.02 m³/s (7,290 m³/h)

Free Web Tools vs ASHRAE Psychrometric Chart App

The psychrometric chart calculator market divides cleanly into two tiers: free web tools adequate for learning and early design, and paid professional applications required for final equipment selection and compliance documentation.

FactorFree Web ToolsASHRAE Psychrometric Chart AppCommercial HVAC Software (HAP / TRACE)
CostFree (Augmintech, PsychroSim, Dayton ASHRAE, EgiChem)Paid -- one-time purchase, iOS and AndroidAnnual subscription -- significant cost
AccuracyASHRAE-equation based -- accurate for 0-60°C, sea levelASHRAE standard equations with altitude correctionFull ASHRAE compliance, multiple refrigerants
Altitude correctionSea level only (101.325 kPa)Yes -- adjustable barometric pressureYes -- integrated with project location data
Chart plottingLive chart with state point (Augmintech) or static chartFull interactive chart with process linesFull psychrometric process simulation
Mobile supportBrowser-based -- works on mobileNative iOS and Android appDesktop only (Carrier HAP, Trane TRACE)
Best use caseLearning, preliminary design, quick property checks, teachingProfessional design, client deliverables, coordination with ASHRAE compliance submissionsFull building energy simulation, equipment compliance documentation, ECBC compliance in India
Augmintech's own tool
Augmintech MEP QuickDesign Free / course-bundled ASHRAE psychrometric equations -- Indian climate presets built in Integrated psychrometrics + cooling load + AHU selection + duct sizing -- purpose-built for India/GCC

When altitude matters -- Indian hill stations and GCC highland projects

Standard psychrometric calculators assume sea level atmospheric pressure (101.325 kPa). At altitude, the reduced atmospheric pressure changes the thermodynamic properties of moist air -- the humidity ratio and enthalpy curves shift on the psychrometric chart. For HVAC design in Shimla (2206m, ~77 kPa), Darjeeling (2042m, ~79 kPa), or Muscat elevated zones, altitude correction is essential and requires the ASHRAE Psychrometric Chart App or HAP/TRACE software that accepts barometric pressure input. For sea-level Indian cities and GCC coastal projects, the standard calculator is accurate.

Common Psychrometric Mistakes Indian HVAC Engineers Make

The psychrometric chart calculator is only as useful as the understanding behind it. These are the six most common errors observed in HVAC design practice in India -- each with a direct consequence on installed system performance.

1
Using summer design DBT without coincident WBT
Many engineers enter the summer peak DBT (e.g. 43°C for Delhi) with an assumed RH (e.g. 50%) rather than the ASHRAE coincident WBT value (25°C). 43°C at 50% RH gives an enthalpy of 129 kJ/kg -- dramatically overestimating the real design load. ASHRAE Fundamentals provides 0.4%, 1%, and 2% annual design conditions as DBT + coincident WBT pairs. Always use the coincident values.
2
Sizing for summer only -- neglecting monsoon
In coastal cities, the monsoon condition (lower DBT, near-saturation humidity) often governs dehumidification coil selection. An AHU sized only for summer sensible load may not have sufficient contact factor to achieve the required supply air dew point during monsoon. Always complete psychrometric analysis for summer AND monsoon design conditions before finalising coil specifications.
3
Not correcting for altitude in hill station projects
At Shimla (2206m, ~77 kPa) the reduced atmospheric pressure means air is less dense -- specific volume increases and the humidity ratio at the same temperature and RH is higher than at sea level. Standard psychrometric chart calculator outputs (at 101.325 kPa) can underestimate the cooling load by 15-20%. Always use barometric pressure-corrected calculations for any project above 1000m elevation.
4
Confusing humidity ratio (g/kg) with relative humidity (%)
Relative humidity depends on both moisture content AND temperature -- 50% RH at 24°C and 50% RH at 35°C have very different humidity ratios (9.5 g/kg vs 18.2 g/kg). Humidity ratio (specific humidity) is the physically meaningful quantity for load calculation -- use it, not RH, when calculating latent load differences between two state points.
5
Using sea-level specific volume for fan selection in dense urban sites
Fan airflow (m³/s) must be calculated from mass flow (kg/s) using the specific volume at supply air conditions. If the wrong specific volume is used (e.g., using outdoor air specific volume instead of supply air specific volume at 14°C), the fan is wrongly sized. At 14°C supply condition, specific volume is approximately 0.826 m³/kg. Use the psychrometric calculator output at your exact supply air condition for duct sizing and fan selection.
6
Treating the psychrometric chart as a summer-only tool
Winter heating and humidification analysis is equally important for North Indian projects and data centres. In Delhi winter (8°C, 70% RH), the humidity ratio is approximately 3.9 g/kg -- far below the 9.5 g/kg comfort target at 24°C, 50% RH. Steam humidification energy cost can be significant. The psychrometric chart analysis for the winter condition determines the humidifier capacity and heating coil sizing -- both of which are missed if the chart is only used for summer design.

From Calculator to Career-Ready MEP Design

The psychrometric calculator -- and tools like Augmintech's MEP QuickDesign that integrate psychrometrics with full HVAC load calculation -- is the entry point to a broader MEP design skill set. Knowing how to read the psychrometric chart and compute enthalpy and humidity ratios is essential -- but professional HVAC design integrates psychrometrics with HVAC load calculation (room-by-room cooling loads from solar, people, equipment, and infiltration), AHU and FCU selection, chilled water and condenser water system design, duct sizing and pressure loss calculation, and AutoCAD or Revit MEP drafting of HVAC plans, sections, and schematics.

This psychrometric coil duty calculation feeds directly into HVAC chilled water systems design, where the chiller plant must be sized to remove exactly the enthalpy difference calculated above. The demand for MEP design professionals who understand psychrometrics at this depth is highest in India and the GCC. MEP design course India graduates who combine psychrometric knowledge with load calculation proficiency -- not just as a calculator tool but as a physical model they can apply to any system configuration -- is growing with every hotel, hospital, data centre, and commercial office project being built -- as the MEP engineer salary data in India confirms. In the GCC, where DOAS and high-efficiency AHU systems are standard, psychrometric proficiency is expected for any MEP engineer at the MEP coordination level and above. A closer look at MEP engineer roles shows exactly where this skill is tested in technical interviews..

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Frequently Asked Questions

What inputs does a psychrometric calculator need?
A psychrometric calculator needs exactly two independent air property inputs. The most common pair is dry-bulb temperature (DBT in °C) and relative humidity (RH as a %). Alternatively: DBT and wet-bulb temperature, or DBT and dew point. From these two, the calculator derives all other properties: dew point, wet-bulb temperature, humidity ratio (g/kg), enthalpy (kJ/kg), and specific volume (m³/kg). All calculations assume standard atmospheric pressure of 101.325 kPa unless altitude correction is applied.
What is the difference between dry-bulb and wet-bulb temperature?
Dry-bulb temperature (DBT) is the actual air temperature measured by a standard thermometer -- the temperature felt in a room and reported in weather data. Wet-bulb temperature (WBT) is measured by a thermometer with a wet wick exposed to airflow. Evaporation from the wick cools the thermometer -- more in dry air, less in humid air. In saturated air (100% RH), DBT equals WBT. The wet-bulb depression (DBT minus WBT) indicates how dry the air is. Wet-bulb temperature is critical for cooling tower performance, evaporative cooling design, and is used as the second input when RH is not directly known.
How is the psychrometric calculator used in HVAC load calculation?
The calculator provides the enthalpy values at the outdoor and indoor design conditions. Total cooling load (kW) = mass flow rate (kg/s) × (h_outdoor − h_supply). The humidity ratio difference gives the latent load; the dry-bulb temperature difference gives the sensible load. The sensible heat ratio (SHR) determines the supply air condition on the chart and feeds into AHU coil selection. For HVAC load calculation in India, outdoor design conditions are sourced from ASHRAE Fundamentals or NBC 2016 climate data tables.
What is enthalpy in psychrometrics and why does it matter?
Enthalpy is the total heat content of moist air per kilogram of dry air, in kJ/kg. Formula: h = 1.006 × T_db + W × (2501 + 1.86 × T_db). It includes sensible heat (from temperature) and latent heat (from moisture). It matters because cooling systems must remove both -- an AHU cooling coil must reduce enthalpy from the mixed-air condition to the supply condition. The enthalpy difference × mass flow rate = total kW of cooling the chilled water coil must handle. Errors in enthalpy reading directly cause undersized or oversized equipment.
Is there a free psychrometric calculator app for mobile?
Yes. Augmintech's online tool works on mobile browsers without installation. PsychroSim (psychrosim.com) and the Dayton ASHRAE online calculator are also mobile-browser accessible. For a native app, the ASHRAE Psychrometric Chart App is available for iOS and Android at a one-time purchase -- it is the industry standard for professional work and includes altitude correction. Free web tools are suitable for learning and preliminary design. The ASHRAE app or HAP/TRACE is recommended for final equipment selection and compliance documentation.
How does psychrometric analysis differ for DOAS vs conventional AHU systems?
In a conventional AHU, return air (typically 80-90% of supply) blends with outdoor air, creating a mixed-air condition much closer to the indoor state than the outdoor design condition. This reduces the coil duty significantly. In a DOAS, 100% outdoor air is handled -- the full sensible and latent load of outdoor air must be processed by the DOAS coil with no return-air dilution. For Mumbai summer (38°C DBT, 28°C WBT), the DOAS coil must handle the entire enthalpy change from ~90 kJ/kg to ~50 kJ/kg -- approximately 40 kJ/kg versus perhaps 8-12 kJ/kg for an AHU with 20% outdoor air fraction. ERVs partially pre-condition outdoor air using exhaust air heat and moisture, reducing the DOAS coil duty.

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