The molar gas constant is the product of the Avogadro constant and the Boltzmann constant. It converts the particle-number form of the ideal gas law, pV=NkBT, into the amount-of-substance form pV=nRT, using N=nNA with n measured in moles.
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Incoming links (66)
- Activation energy
- Adenosine triphosphate
- Adiabatic compression
- Arrhenius equation
- ATP synthase energy and proton budget
- Avogadro constant from sedimentation and diffusion
- Boyle's law
- Catalyst
- Catalytic barriers and reaction free energy
- Chemical equilibrium
- Chemical potential of an ideal gas
- Chemiosmosis
- Cloud-chamber expansion model
- Debye T-cubed test
- Dulong-Petit law
- Entropy change in free expansion
- Equipartition theorem
- Gas density
- Gas thermometer
- Heat capacity
- Heat capacity ratio
- Hydrogen rotational heat capacity
- Ideal binary Gibbs-Duhem cancellation
- Ideal gas law
- Ideal solution
- Ideal-vapor Clausius-Clapeyron approximation
- Intensive and extensive thermodynamic quantities
- Internal energy
- Internal energy of an ideal gas
- Isothermal compressibility
- Isothermal ideal-gas work
- Mayer's relation
- Membrane transport
- Molar heat capacity
- Molar mass measurement model
- Nernst equilibrium potential
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- Quasistatic process
- Respirometer gas balance
- Saturation criterion for precipitation
- Selective potassium equilibrium
- Solvation free energy
- Stipulated bond dissociation model
- Tafel slope
- Thermodynamic activity
- Two reversible ideal-gas paths between the same states
- Van der Waals equation
- Van der Waals throttling model
- Vapor-density molar mass measurement
- Virial expansion
- Water potential
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