H313 AN APPLICATION OF THE MINIMUM ENTROPY GENERATION PRINCIPLE TO THE ANALYSIS OF STEADY STATE HEAT CONDUCTION PROCESSES(Thermodynamic analysis/choked flow)

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概要

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• On the basis of the minimum entropy generation principle in steady state, a new formulation of the boundary value problems is proposed. Applying Euler-Lagrange variational formalism, a new mathematical form of heat conduction equation with additional heat source terms has been derived. To obtain a unique solution a special mathematical form of boundary conditions for 2D and 3D problems is required. As a result, entropy generation rate of the process can significantly be reduced, which leads to the decrease of the irreversibility ratio according to the Gouy-Stodola theorem.

• 一般社団法人日本機械学会の論文
• 2000-10-01

著者

• Kolenda Zygmunt

  Department Of Theoretical Metallurgy St. Staszic University Of Mining And Metallurgy

• Hubert Jerzy

  Institute Of Nuclear Physics

• Donizak Janusz

  Department of Theoretical Metallurgy, St. Staszic University of Mining and Metallurgy

• Donizak Janusz

  Department Of Theoretical Metallurgy St. Staszic University Of Mining And Metallurgy

関連論文

• H313 AN APPLICATION OF THE MINIMUM ENTROPY GENERATION PRINCIPLE TO THE ANALYSIS OF STEADY STATE HEAT CONDUCTION PROCESSES(Thermodynamic analysis/choked flow)

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