2020
DOI: 10.1016/j.energy.2020.119003
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An isomorphic multi-energy flow modeling for integrated power and thermal system considering nonlinear heat transfer constraint

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Cited by 31 publications
(6 citation statements)
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“…Under the assumptions of this paper, the dynamic expression of the temperature of the tube wall in the heat exchange process with time can be derived based on the heat current method 32 false(Mcpfalse)bTbt=false[Thfalse(tfalse)Tbfalse(tfalse)false]Rhfalse[Tbfalse(tfalse)Tcfalse(tfalse)false]Rc, ${(M{c}_{p})}_{b}\frac{\partial {T}_{b}}{\partial t}=\frac{[{T}_{h}(t)-{T}_{b}(t)]}{{R}_{h}}-\frac{[{T}_{b}(t)-{T}_{c}(t)]}{{R}_{c}},$where M is the mass of the heat exchanger surface, and c p is the heat exchanger wall's heat capacity. R h is the thermal resistance between the thermal fluid and the heat exchanger wall, and R c is the thermal resistance between the thermal fluid and the heat exchanger wall.…”
Section: Dynamic Model Based On Standard Thermal Resistance Methodsmentioning
confidence: 99%
“…Under the assumptions of this paper, the dynamic expression of the temperature of the tube wall in the heat exchange process with time can be derived based on the heat current method 32 false(Mcpfalse)bTbt=false[Thfalse(tfalse)Tbfalse(tfalse)false]Rhfalse[Tbfalse(tfalse)Tcfalse(tfalse)false]Rc, ${(M{c}_{p})}_{b}\frac{\partial {T}_{b}}{\partial t}=\frac{[{T}_{h}(t)-{T}_{b}(t)]}{{R}_{h}}-\frac{[{T}_{b}(t)-{T}_{c}(t)]}{{R}_{c}},$where M is the mass of the heat exchanger surface, and c p is the heat exchanger wall's heat capacity. R h is the thermal resistance between the thermal fluid and the heat exchanger wall, and R c is the thermal resistance between the thermal fluid and the heat exchanger wall.…”
Section: Dynamic Model Based On Standard Thermal Resistance Methodsmentioning
confidence: 99%
“…According to the heat current method [16], the heat current model of district heating system is built, which is shown in Fig. 2.…”
Section: Mathematic Model Of a District Heating Systemmentioning
confidence: 99%
“…T cus,i is the temperature vector of heat customer, including indoor air temperature and wall temperature.Ф cus,i is the heat flow vector caused by heat sources, while this work does not consider any heat source inside the buildings. The details of these matrices and vectors could also be found in [16].…”
Section: Mathematic Model Of a District Heating Systemmentioning
confidence: 99%
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“…As the CP unit and furnace are generated pollution emission so it is necessary to analyze this problem. Li et al [23] are applied the robustness and opportunity functions of IGDT to investigate the effect of load and market price uncertainty on the performance of simple hub energy. In [24], stochastic operation of energy hub was reported with considering the uncertain environment and also downside risk restraints to minimize the risk-in-cost where heating market and heat demand response program (DRP) was considered.…”
Section: B Literature Reviewmentioning
confidence: 99%