Direct answer: Specific heat capacity is not determined by whether a material is called a metal or a nonmetal. Near 298 K, selected values range from about 0.385 kJ/(kg·K) for solid copper to 4.185 kJ/(kg·K) for liquid water. The value depends on the particular substance, phase, and temperature.

This comparison uses reference values near 298 K (about 25 °C). It is a quick orientation for pure substances, not a design-property table for commercial alloys, composites, or materials over a broad temperature range.

Specific heat capacity near room temperature

Substance State at reference point Specific heat capacity Molar heat capacity Source basis
Water Liquid, 298 K 4.185 kJ/(kg·K) 75.38 J/(mol·K) NIST Chemistry WebBook
Aluminum Solid, 298 K 0.897 kJ/(kg·K) 24.20 J/(mol·K) NIST Chemistry WebBook, JANAF
Graphite (carbon) Solid, 298.15 K 0.770 kJ/(kg·K) 9.251 J/(mol·K) NIST Chemistry WebBook; reported graphite measurement
Iron (alpha phase) Solid, 298 K 0.450 kJ/(kg·K) 25.10 J/(mol·K) NIST Chemistry WebBook, JANAF
Iron/steel (textbook reference) Solid, near room temperature 0.452 kJ/(kg·K) Not applicable as one alloy molar mass OpenStax teaching table; broad reference only
Copper Solid, 298 K 0.385 kJ/(kg·K) 24.47 J/(mol·K) NIST Chemistry WebBook, JANAF

For readers looking specifically for steel, OpenStax lists iron/steel at 452 J/(kg·K) in a general physics teaching table. Treat that as an approximate classroom reference: “steel” includes many grades and conditions, so use data for the specified alloy when a calculation needs design accuracy.

The values show why “metals have low specific heat” is too broad. Aluminum’s mass-specific heat capacity is more than twice copper’s in this comparison. Liquid water is much higher than these solids, while graphite is a solid nonmetal whose value is in the same general range as several metals. All values describe particular phases and reference temperatures.

What the units mean

Mass-specific heat capacity, c, is the energy needed to raise one unit of mass by one degree. Its SI unit is J/(kg·K). Molar heat capacity uses amount of substance instead, in J/(mol·K). Convert a molar value to a mass-specific value by dividing by molar mass in kg/mol. For example, NIST lists liquid water at 298 K as 75.38 J/(mol·K); dividing by 0.0180153 kg/mol gives about 4,185 J/(kg·K).

For a temperature change without a phase change, and over a range where c can be treated as approximately constant, the heat estimate is q = m c ΔT. Here m is mass and ΔT is final minus initial temperature. If the heat capacity changes appreciably with temperature, use temperature-dependent data and integrate rather than assuming one constant value. This page compares material values; see our specific heat capacity formula guide for a worked calculation, and heat-capacity reference notes for additional context.

Specific heat is not thermal conductivity

Specific heat describes how much energy per unit mass corresponds to a temperature change. Thermal conductivity describes how readily heat moves through a material under a temperature gradient. They answer different questions. A high specific heat does not, by itself, make a material a good heat sink or insulator; density, geometry, conductivity, boundary conditions, and the required operating temperature also matter. For engineering selection, use data for the actual grade, phase, and temperature range.

How to use these values responsibly

  • Check whether a source reports specific or molar heat capacity and verify the units before comparing values.
  • Match the phase: liquid water and ice are different states with different heat capacities; iron can also change phase with temperature.
  • Treat pure-element values as reference points, not substitutes for a named alloy, filled polymer, or manufactured material specification.
  • Use temperature-dependent measurements or a validated property database when the calculation spans a wide temperature range or affects a safety-critical design.

References

Reference data are approximate values for named phases near 298 K. Confirm the material, phase, temperature range, and source uncertainty before using them in design.

Discover more from TechMeStuff

Subscribe now to keep reading and get access to the full archive.

Continue reading