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Quantum capacitance

Quantum capacitance, also known as chemical capacitance is defined as the variation of electrical charge q {\displaystyle q} with respect to the variation of internal chemical potential μ {\displaystyle \mu } , i.e., C q = d q d μ {\displaystyle C_{q}={\frac {dq}{d\mu }}} . It was first introduced theoretically by Serge Luryi (1988).

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Quantum capacitance

Nodes33
Edges32
Triples12
Avg. degree1.94
Density0.060606
Components1

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Quantum capacitance

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related to External links · 7
Quantum capacitance → Castro, ECE, John, Lecture, Nano Electronics Group Publications, Nanoscale Device Modeling, Pulfrey
has application · 5
Quantum capacitance → In, It, Juan Bisquert, The, TiO2

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capacitance quantum displaystyle potential capacitor density galvani states voltage 2deg effect also one related chemical plates charge called important mu

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SubjectPredicateObjectConfidenceSrc
Quantum capacitancehas applicationThe0.60section
Quantum capacitancehas applicationIt0.60section
Quantum capacitancehas applicationIn0.60section
Quantum capacitancehas applicationTiO20.60section
Quantum capacitancehas applicationJuan Bisquert0.60section
Quantum capacitancerelated to External linksJohn0.60section
Quantum capacitancerelated to External linksCastro0.60section
Quantum capacitancerelated to External linksPulfrey0.60section
Quantum capacitancerelated to External linksNanoscale Device Modeling0.60section
Quantum capacitancerelated to External linksNano Electronics Group Publications0.60section
Quantum capacitancerelated to External linksECE0.60section
Quantum capacitancerelated to External linksLecture0.60section

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