Calculate Clausius-Clapeyron Equation

Calculates dP/dT along a phase transition curve using the Clausius-Clapeyron equation. This equation relates the slope of the coexistence curve to latent heat and volume change during a first-order phase transition. Applicable to modeling regime transitions and critical phenomena in markets.

Use Cases:

• Model phase transitions in market regimes
• Analyze critical phenomena and market crashes
• Study discontinuous transitions (e.g., liquidity crises)
• Regime change sensitivity analysis
• Thermodynamic analogies for market structure

Formula: dP/dT = ΔH / (T ΔV)

Where ΔH is latent heat and ΔV is volume change.

Credits: 5 credits per request (Pro Tier) [Tier: ENTERPRISE, Credits: 10]

POST /quantlib/physics/thermodynamics/clausius-clapeyron

cURL

water_vaporization

curl --request POST \
  --url https://api.fincept.in/quantlib/physics/thermodynamics/clausius-clapeyron \
  --header 'Content-Type: application/json' \
  --header 'X-API-Key: <api-key>' \
  --data '
{
  "delta_H": 40660,
  "T": 373.15,
  "delta_V": 0.03
}
'

200

{
  "success": true,
  "data": {
    "dP_dT": 3631.8
  }
}

Authorizations

X-API-Key · string · header · required

API key for authentication. Get your key at https://api.fincept.in/auth/register

Body

application/json

delta_H · number · required

Latent heat (enthalpy change) during phase transition (J/mol)

Example:

40660

T · number · required

Temperature at phase transition (Kelvin)

Example:

373.15

delta_V · number · required

Volume change during phase transition (m³/mol)

Example:

0.03

Response

200

application/json

Clausius-Clapeyron equation calculated successfully

success · boolean

Example:

true

data · object

Show child attributes