The law of chemical equivalence has specific limitations in complex reactions
Peer-reviewed literature demonstrates that classical thermodynamic energy equivalence frameworks face fundamental limitations and defy experimental evidence when applied to complex, quantum-governed chemical reaction processes.
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How Many Kelvins are Equivalent to One Electron Volt: An Investigation of Unit Conversion in Catalysis. 2025. https://doi.org/10.26434/chemrxiv-2025-d5ssm
The classical thermodynamic framework gives an energy-temperature equivalence (1 eV ~ 11606 K) which defies experimental evidence, as chemical reactions with activation barriers of electron volts routinely proceed at ambient temperatures (~300 K). This paradox exposes fundamental limitations in Boltzmann-derived thermal scaling when applied to quantum-governed processes. Chemical reactions occurring at local active sites and governed by energy transfer in discrete k space break the global and continuum assumption for the zeroth law of thermodynamics. These effects decouple reactivity from classical thermal constraints, enabling pathway-specific control even at modest temperatures. By reconciling discrepancies between continuum thermodynamics and microscopic quantum processes, our work challenges the classical paradigm, proposing instead a context-dependent unit conversion governed by localized energy transduction mechanisms with energy balance between k and real space kinetic energy. This framework advances strategies for catalyst design—such as engineering interfacial phonons or resonant fields—to exploit discrete quantum interactions, bridging energy equivalence with macroscopic kinetics and redefining temperature-energy scaling for molecular-scale systems.
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Analysis of Mass-Energy Equivalence in Chemical vs. Nuclear Reactions. 2025. https://doi.org/10.33774/coe-2025-lg22w
This article clarifies the specific application of Albert Einstein's mass-energy equivalence by distinguishing between nuclear and chemical processes. While this fundamental principle underpins the immense energy release in nuclear reactions such as fission and fusion—where a measurable mass defect is directly converted into colossal energy—it is frequently misapplied to common chemical reactions. The paper argues that everyday processes like the burning of cooking gas or a candle, or the operation of a torchlight or tube light, which involve only the rearrangement of atoms and molecules, exhibit a rest mass change so minuscule as to be practically irrelevant. Furthermore, it addresses the misconception that the production of light (luminosity) is a sufficient condition for the principle to apply, emphasizing that the underlying physical mechanism—nuclear change versus chemical bonding—is the decisive factor. This analysis reaffirms the equation's role as a cornerstone of nuclear physics, not a universal descriptor for all energy-releasing events.
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