Humidity & Dew Point Calculator
ANA›Life Services Authority›National Calculator Authority›Humidity & Dew Point Calculator
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Humidity & Dew Point Calculator
Calculate dew point temperature, absolute humidity, wet-bulb temperature, and vapor pressure from air temperature and relative humidity using the Magnus formula and psychrometric equations.
Air Temperature
°C °F K
Relative Humidity (%)
Atmospheric Pressure (hPa) (optional)
Output Temperature Unit
°C °F K
Calculate
### Results
(function() {
/ ── helpers ── / function toC(val, unit) { if (unit === "C") return val; if (unit === "F") return (val - 32) * 5 / 9; if (unit === "K") return val - 273.15; } function fromC(val, unit) { if (unit === "C") return val; if (unit === "F") return val * 9 / 5 + 32; if (unit === "K") return val + 273.15; } function fmt(v, d) { return isFinite(v) ? v.toFixed(d) : "—"; } function unitLabel(u) { return u === "C" ? "°C" : u === "F" ? "°F" : "K"; }
/ ── Magnus / Buck constants (August-Roche-Magnus) ── / // Valid range: -40 °C to 60 °C const A = 17.625; // dimensionless const B = 243.04; // °C
/ Saturation vapor pressure (hPa) via Buck equation / function esat(T_C) { return 6.1078 * Math.exp((A * T_C) / (B + T_C)); }
/ Dew point (°C) — Magnus inversion / function dewPoint(T_C, RH) { const gamma = Math.log(RH / 100) + (A * T_C) / (B + T_C); return (B * gamma) / (A - gamma); }
/ Absolute humidity (g/m³) / // AH = (RH/100) * 6.112 * exp(17.67*T/(T+243.5)) * 2165 / (T+273.15) // Simplified: AH = (e_actual * Mw) / (Rv * T_K) // Using: AH [g/m³] = 216.7 * e_actual [hPa] / T_K function absoluteHumidity(T_C, RH) { const e_actual = (RH / 100) * esat(T_C); const T_K = T_C + 273.15; return 216.7 * e_actual / T_K; }
/ Wet-bulb temperature (°C) — Stull (2011) empirical formula / // Tw = Tatan(0.151977(RH+8.313659)^0.5) + atan(T+RH) // - atan(RH-1.676331) + 0.00391838RH^1.5atan(0.023101*RH) - 4.686035 function wetBulb(T_C, RH) { const r = RH; return T_C * Math.atan(0.151977 * Math.pow(r + 8.313659, 0.5)) + Math.atan(T_C + r) - Math.atan(r - 1.676331) + 0.00391838 * Math.pow(r, 1.5) * Math.atan(0.023101 * r) - 4.686035; }
/ Specific humidity (g/kg) / function specificHumidity(T_C, RH, P_hPa) { const e = (RH / 100) * esat(T_C); return 621.97 * e / (P_hPa - 0.378 * e); }
/ Humidex (Canada) — feels-like index / function humidex(T_C, Td_C) { const e = esat(Td_C); return T_C + 0.5555 * (e - 10.0); }
/ ── validation ── / function setErr(id, msg) { document.getElementById(id).textContent = msg; } function clearErr(id) { setErr(id, ""); }
window.humValidate = function() { let ok = true; clearErr("hum-temp-err"); clearErr("hum-rh-err"); clearErr("hum-pressure-err"); clearErr("hum-global-err");
const tempRaw = parseFloat(document.getElementById("hum-temp").value); const tempUnit = document.getElementById("hum-temp-unit").value; const rh = parseFloat(document.getElementById("hum-rh").value); const pressureRaw = document.getElementById("hum-pressure").value;
if (isNaN(tempRaw)) { setErr("hum-temp-err", "Enter a valid temperature."); ok = false; } else { const T_C = toC(tempRaw, tempUnit); if (T_C 60) { setErr("hum-temp-err", "Temperature must be between -60 °C and 60 °C (-76 °F – 140 °F)."); ok = false; } }
if (isNaN(rh) || rh 100) { setErr("hum-rh-err", "Relative humidity must be between 0% and 100%."); ok = false; }
if (pressureRaw !== "") { const p = parseFloat(pressureRaw); if (isNaN(p) || p 1100) { setErr("hum-pressure-err", "Pressure must be between 500 and 1100 hPa."); ok = false; } }
return ok; };
/ ── main calculation ── / window.humCalc = function() { if (!humValidate()) return;
const tempRaw = parseFloat(document.getElementById("hum-temp").value); const tempUnit = document.getElementById("hum-temp-unit").value; const rh = parseFloat(document.getElementById("hum-rh").value); const pressureRaw = document.getElementById("hum-pressure").value; const P_hPa = pressureRaw !== "" ? parseFloat(pressureRaw) : 1013.25; const outUnit = document.getElementById("hum-out-unit").value; const ul = unitLabel(outUnit);
const T_C = toC(tempRaw, tempUnit); const Td_C = dewPoint(T_C, rh); const Tw_C = wetBulb(T_C, rh); const AH = absoluteHumidity(T_C, rh); const SH = specificHumidity(T_C, rh, P_hPa); const e_s = esat(T_C); const e_a = (rh / 100) * e_s; const Hx = humidex(T_C, Td_C); const VPD = e_s - e_a;
const rows = [ ["Dew Point Temperature", fmt(fromC(Td_C, outUnit), 2) + " " + ul], ["Wet-Bulb Temperature", fmt(fromC(Tw_C, outUnit), 2) + " " + ul], ["Absolute Humidity", fmt(AH, 3) + " g/m³"], ["Specific Humidity", fmt(SH, 3) + " g/kg"], ["Saturation Vapor Pressure", fmt(e_s, 3) + " hPa"], ["Actual Vapor Pressure", fmt(e_a, 3) + " hPa"], ["Vapor Pressure Deficit (VPD)", fmt(VPD, 3) + " hPa"], ["Humidex (feels-like)", fmt(fromC(Hx, outUnit), 1) + " " + ul], ];
const tbody = document.getElementById("hum-result-body");
tbody.innerHTML = rows.map((r, i) =>
${r[0]}
${r[1]}
).join("");
document.getElementById("hum-result").style.display = "block"; };
})();
#### Formulas Used
1. Saturation Vapor Pressure — Buck Equation:
es(T) = 6.1078 × exp( (17.625 × T) / (243.04 + T) ) [hPa]
2. Dew Point — Magnus Formula Inversion:
γ = ln(RH/100) + (17.625 × T) / (243.04 + T) Td = 243.04 × γ / (17.625 − γ) [°C]
3. Absolute Humidity:
AH = 216.7 × ea / TK [g/m³] where ea = (RH/100) × es, TK = T + 273.15
4. Specific Humidity:
q = 621.97 × ea / (P − 0.378 × ea) [g/kg]
5. Wet-Bulb Temperature — Stull (2011) Empirical:
Tw = T·atan(0.151977·√(RH+8.313659)) + atan(T+RH) − atan(RH−1.676331) + 0.00391838·RH1.5·atan(0.023101·RH) − 4.686035
6. Vapor Pressure Deficit:
VPD = es − ea [hPa]
7. Humidex (Environment Canada):
Humidex = T + 0.5555 × (es(Td) − 10.0)
#### Assumptions & References
- Dew point formula accuracy: ±0.35 °C for RH > 50% (Lawrence, 2005, BAMS).
- Wet-bulb formula: Stull, R. (2011). "Wet-Bulb Temperature from Relative Humidity and Air Temperature." Journal of Applied Meteorology and Climatology, 50(11), 2267–2269. Accuracy ±1 °C for 5–99% RH, −20 to 50 °C.
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