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Quantum–Classical Transition Analogy of the Diffusion–Mobility Relation for Hopping and Band Transport Systems: Molecules to Materials

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We propose a quantum–classical transition analogy for Einstein’s diffusion–mobility (D/μ) relation to reveal electron–hole dynamics in both the degenerate and nondegenerate molecular and material systems. Here, one-to-one variation between differential… Click to show full abstract

We propose a quantum–classical transition analogy for Einstein’s diffusion–mobility (D/μ) relation to reveal electron–hole dynamics in both the degenerate and nondegenerate molecular and material systems. Here, one-to-one variation between differential entropy and chemical potential (Δη/Δhs) is the proposed analogy, which unifies quantum and classical transport. The degeneracy stabilization energy on D/μ decides whether the transport is quantum or classical; accordingly, the transformation occurs in the Navamani–Shockley diode equation.

Keywords: classical transition; analogy; diffusion mobility; transport; quantum classical; transition analogy

Journal Title: ACS Omega
Year Published: 2023

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