• Sushanta Dattagupta

      Articles written in Resonance – Journal of Science Education

    • The Myth about Einstien

      Sushanta Dattagupta

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    • Peierls’ Elucidation of Diamagnetism

      Sushanta Dattagupta

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    • On the Saha Ionization Equation

      Sushanta Dattagupta

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      We revisit the Saha Ionization Equation in order to highlightthe rich interdisciplinary content of the equation thatstraddles distinct areas of spectroscopy, thermodynamics andchemical reactions. In a self-contained discussion, relegatedto an appendix, we delve further into the hidden message ofthe equation in terms of rate theory. We empoly a pedagogicalstyle appropriate for a course in equilibrium and nonequilibriumstatistical mechanics.

    • Quantum Phase and its Measurable Attributes a la Aharonov-Bohm Effect

      Sushanta Dattagupta

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      In this article, we discuss how a combination of electrodynamicsand quantum mechanics makes interference measurementsof the quantum phase possible in terms of the vectorpotential, neither of which is detectable independently. Thiseffect, predicted by Aharonov and Bohm, is of great significancein the contemporary interesting topic of nanoscopicphysics. We also indicate how the effect can be incorporatedin a solid state device by employing the tight-binding (TB)model. The TB model can be realized in a mesoscopic ringwhich allows the measurement of the bond current and theassociated diamagnetism. An exactly solvable case of a threesitering is presented that serves as a pedagogic example providingfurther insights into the phenomenon.

    • Anderson and Line Shape Analysis

      Sushanta Dattagupta

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      We present here an overview of Late P. W. Anderson’s doc-toral thesis on Spectral Line shapes in the backdrop of his very intimate relation with the physics community of Japan—in particular, R. Kubo.

    • Stochastic Energetics and Thermodynamics at Small Scales

      Sushanta Dattagupta

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      Standard thermodynamics pertains to a system in equilib­rium. The meaning of equilibrium is that all fields such as temperature, pressure, magnetic, electric fields, etc., are held fixed, and the system is allowed sufficient time so that all dy­namical variables, e.g., position, momentum, and their func­tions, remain constant in time, on the average. If any of the aforesaid fields is changed to another value, the system, in general, is expected to come to a new equilibrium after a time much longer than what is known as the 'relaxation time'. Standard thermodynamics, however, does not touch upon the issue of the relaxation time or the time-evolution of the sys­tem. In recent years, there has been an upsurge of interest in nanoscience, especially in the context of biology and ma­terials, wherein the systems of interest are so tiny that they are hardly ever in equilibrium. Therefore, there is a need to go beyond standard thermodynamics and treat fluctuating, time-dependent effects. Stochastic Thermodynamics is one such important development that is pedagogically reviewed in this article. Our treatment will be restricted to classical systems.

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