2018
DOI: 10.1016/j.applthermaleng.2018.04.057
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A thermal-stress field calculation method based on the equivalent heat source for the dielectric fitting under discharging

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Cited by 5 publications
(3 citation statements)
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“…Therefore, the entropy form of the energy conservation of the arc plasma satisfies Equation (3), where the viscous dissipation is Equation (4). The arc plasma is in equilibrium and satisfies the gas state equation shown in Equation (5) [ 16 , 25 ]. where ρ is density, V is arc plasma flow velocity, p is pressure, μ f is viscosity coefficient, S is deformation tensor, J is current density, B is the magnetic induction, T is temperature, s is entropy, Φ is viscous dissipation term, λ T is thermal conductivity, σ is electrical conductivity, μ 0 is magnetic permeability, ɛ is surface conductivity, σ s is the Steffen–Boltzmann constant, T 0 is ambient temperature, p 0 is one standard atmospheric pressure, and R is the gas constant.…”
Section: Mhd Models and Experimentsmentioning
confidence: 99%
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“…Therefore, the entropy form of the energy conservation of the arc plasma satisfies Equation (3), where the viscous dissipation is Equation (4). The arc plasma is in equilibrium and satisfies the gas state equation shown in Equation (5) [ 16 , 25 ]. where ρ is density, V is arc plasma flow velocity, p is pressure, μ f is viscosity coefficient, S is deformation tensor, J is current density, B is the magnetic induction, T is temperature, s is entropy, Φ is viscous dissipation term, λ T is thermal conductivity, σ is electrical conductivity, μ 0 is magnetic permeability, ɛ is surface conductivity, σ s is the Steffen–Boltzmann constant, T 0 is ambient temperature, p 0 is one standard atmospheric pressure, and R is the gas constant.…”
Section: Mhd Models and Experimentsmentioning
confidence: 99%
“…Therefore, the entropy form of the energy conservation of the arc plasma satisfies Equation (3), where the viscous dissipation is Equation (4). The arc plasma is in equilibrium and satisfies the gas state equation shown in Equation ( 5) [16,25].…”
Section: Mhd Governing Equations and Boundary Conditionsmentioning
confidence: 99%
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