Unit 3 — Refrigeration System Fundamentals & Maintenance
Section 5 — Pressure–Enthalpy Diagram

Section 5 Overview

The pressure–enthalpy (P–h) diagram is the refrigeration technician’s most powerful analysis tool. Every process in the vapour compression cycle — compression, condensation, expansion, evaporation — can be drawn, measured, and understood on a single chart. This section builds that skill from the ground up.

5.0.1 — General Learning Outcomes

Upon successful completion of this section, the apprentice will be able to:

5.0.2 — Section 5 — Lessons at a Glance

Section 5 builds from the anatomy of the chart through full cycle plotting and calculation, then finishes with how real-world operating conditions shift the cycle on the diagram.

5.0.3 — Key Terms — Section 5 Preview

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Specific Enthalpy (h)

Heat content per unit mass (kJ/kg or BTU/lb). The horizontal axis of the P–h diagram. The difference in enthalpy between two points tells you exactly how much heat was added or removed per kilogram of refrigerant.

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Saturation Dome

The curved boundary on the P–h diagram separating the two-phase (liquid + vapour) region from the subcooled liquid region (left) and superheated vapour region (right). The peak of the dome is the critical point.

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Refrigeration Effect

h1 − h4: the enthalpy absorbed by the evaporator per kg of refrigerant. The horizontal distance on the P–h diagram between the expansion device outlet and the evaporator outlet.

Heat of Compression

h2 − h1: the work added to the refrigerant by the compressor. Represented by the horizontal distance from compressor inlet to compressor outlet on the P–h diagram.

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Flash Gas

Vapour produced instantly when liquid refrigerant is throttled through the expansion device. The fraction that flashes does not contribute to useful cooling in the evaporator.

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Isentropic Compression

Ideal, frictionless, adiabatic compression following a constant-entropy line on the P–h diagram. Real compressors deviate due to friction and heat transfer, producing higher discharge enthalpy and temperature.

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COP

Coefficient of Performance = (h1 − h4) ÷ (h2 − h1). Dimensionless ratio of useful cooling effect to compressor work input. Higher COP = more efficient cycle.

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Vapour Quality (x)

The mass fraction of vapour in a two-phase mixture, expressed as a decimal (0 = all liquid, 1 = all vapour). Lines of constant quality run vertically inside the saturation dome.

5.0.4 — Why the P–h Diagram Matters

Gauge pressures tell you where in the cycle you are. The P–h diagram tells you why those pressures matter — and what would happen to efficiency and capacity if they changed. A technician who can sketch a rough P–h diagram for a system in the field can instantly predict whether raising the condensing temperature by 5°C will drop capacity by 3% or 10%, and why cleaning the condenser coil improves COP more than any other single action.

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How Section 5 Builds on Sections 2, 3, and 4

Section 2 introduced latent heat and enthalpy — the P–h diagram puts those on an axis you can measure. Section 3 explained how pressure controls boiling temperature — the P–h diagram puts that on the other axis. Section 4 described the vapour compression cycle in words — Section 5 draws it precisely, assigns numbers to every point, and turns the cycle description into a calculation tool.

By the end of Section 5, a pressure reading on a manifold gauge will no longer be just a number — it will be a point on a diagram with a known enthalpy, an identifiable refrigerant state, and a set of performance consequences you can quantify.

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