A common of finite-time heat transfer processes between high- and low-temperature sides with a generalized heat transfer law [q ∝ (Δ(Tn ))m] are studied in this paper. The optimal heating and cooling configurations for minimizing lost available work are derived for the fixed initial and final temperatures of the working fluid of the system (low-temperature side). Optimal paths are compared with the common strategies of constant heat flux, constant source (reservoir) temperature and the minimum entropy generation operation by numerical examples. The condition corresponding to the minimum lost available work strategy is that corresponding to a constant rate of lost available work, not only valid for Newton's heat transfer law [q ∝ ΔT] but als...
Rectification and separation processes generally operate far from their thermodynamically optimal co...
AbstractA multistage irreversible Carnot heat engine system operating between a finite thermal capac...
A finite time extension of the classical Carnot problem of maximum work extracted from a system of t...
AbstractA common of finite-time heat transfer processes between high- and low-temperature sides with...
AbstractA class of one-way isothermal mass transfer processes is investigated in this paper. Based o...
Based on a model of a two-heat-reservoir heat-engine cycle with a finite high-temperature source and...
The process synthesis problem referred to as work and heat exchange networks (WHENs) is an extension...
We consider the issue of in-principle limits to the finite-time operation of a cycling working fluid...
Many needs have to be met in human life. One of the key needs is to provide living comfort, which is...
Many needs have to be met in human life. One of the key needs is to provide living comfort, which is...
From the point of view of finite time thermodynamics, the performance boundaries of thermal machines...
A complex system including several heat reservoirs, finite thermal capacity subsystems with differen...
The process synthesis problem referred to as work and heat exchange networks (WHENs) is an extension...
Most of the efforts to improve energy system configurations are directed towards the recovery of int...
Abstract: Based on a model of a two-heat-reservoir heat engine with a finite high-temperature source...
Rectification and separation processes generally operate far from their thermodynamically optimal co...
AbstractA multistage irreversible Carnot heat engine system operating between a finite thermal capac...
A finite time extension of the classical Carnot problem of maximum work extracted from a system of t...
AbstractA common of finite-time heat transfer processes between high- and low-temperature sides with...
AbstractA class of one-way isothermal mass transfer processes is investigated in this paper. Based o...
Based on a model of a two-heat-reservoir heat-engine cycle with a finite high-temperature source and...
The process synthesis problem referred to as work and heat exchange networks (WHENs) is an extension...
We consider the issue of in-principle limits to the finite-time operation of a cycling working fluid...
Many needs have to be met in human life. One of the key needs is to provide living comfort, which is...
Many needs have to be met in human life. One of the key needs is to provide living comfort, which is...
From the point of view of finite time thermodynamics, the performance boundaries of thermal machines...
A complex system including several heat reservoirs, finite thermal capacity subsystems with differen...
The process synthesis problem referred to as work and heat exchange networks (WHENs) is an extension...
Most of the efforts to improve energy system configurations are directed towards the recovery of int...
Abstract: Based on a model of a two-heat-reservoir heat engine with a finite high-temperature source...
Rectification and separation processes generally operate far from their thermodynamically optimal co...
AbstractA multistage irreversible Carnot heat engine system operating between a finite thermal capac...
A finite time extension of the classical Carnot problem of maximum work extracted from a system of t...