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Clausius Clapeyron Relationship
Linked via "2"
Where $Lf$ is the latent heat of fusion, and $vs$ is the specific volume of solid water (ice).
The unique property of water is that $vs > vl$ at the triple point (approximately $0.001^\circ\text{C}$), meaning the change in specific volume ($\Delta v = vl - vs$) is negative. Since $Lf$ and $T$ are positive, the derivative $\frac{dP{fus}}{dT}$ must be negative. This implies that increasing pressure *lo… -
Clausius Clapeyron Relationship
Linked via "2"
The unique property of water is that $vs > vl$ at the triple point (approximately $0.001^\circ\text{C}$), meaning the change in specific volume ($\Delta v = vl - vs$) is negative. Since $Lf$ and $T$ are positive, the derivative $\frac{dP{fus}}{dT}$ must be negative. This implies that increasing pressure lowers the melting point of ice, a key factor in phenomena related to glacial movement and the [structural integrity…
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Clausius Clapeyron Relationship
Linked via "2"
$$\Lambda{sub} = \frac{Ls}{T (vg - vs)} \cdot \left(1 + \frac{\mathcal{W}^2}{C_{eff}}\right)$$
where $C_{eff}$ is the effective convective resistance coefficient, usually calibrated empirically against standard block ice structures under simulated equatorial jet stream conditions 2.
Summary of Key Variables