An analytical method for defining the pump`s power optimum of a water-to-water heat pump heating system using COP

This paper analyzes the energy efficiency of the heat pump and the complete heat pump heating system. Essentially, the maximum of the coefficient of performance of the heat pump and the heat pump heating system are investigated and determined by applying a new analytical optimization procedure. The...

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Main Author: Nyers Jozsef
Format: Article
Language:English
Published: VINCA Institute of Nuclear Sciences 2017-01-01
Series:Thermal Science
Subjects:
Online Access:http://www.doiserbia.nb.rs/img/doi/0354-9836/2017/0354-98361600324N.pdf
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spelling doaj-25d1672917ea41d280ba2b4872ec7c032021-01-02T05:43:18ZengVINCA Institute of Nuclear SciencesThermal Science0354-98362334-71632017-01-012151999201010.2298/TSCI161110324N0354-98361600324NAn analytical method for defining the pump`s power optimum of a water-to-water heat pump heating system using COPNyers Jozsef0Obuda University, Doctoral School of Applied Informatics and Applied Mathematics, Budapest, Hungary + Szent István University, Doctoral School of Mechanical Engineering, Gödöllő, HungaryThis paper analyzes the energy efficiency of the heat pump and the complete heat pump heating system. Essentially, the maximum of the coefficient of performance of the heat pump and the heat pump heating system are investigated and determined by applying a new analytical optimization procedure. The analyzed physical system consists of the water-to-water heat pump, circulation and well pump. In the analytical optimization procedure the "first derivative equal to zero" mathematical method is applied. The objective function is the coefficient of performance of the heat pump, and the heat pump heating system. By using the analytical optimization procedure and the objective function, as the result, the local and the total energy optimum conditions with respect to the mass flow rate of hot and cold water i. e. the power of circulation or well pump are defined.http://www.doiserbia.nb.rs/img/doi/0354-9836/2017/0354-98361600324N.pdfobjective functionheat pumpheat pump heating systemcoefficient of performancelocal optimumglobal optimum
collection DOAJ
language English
format Article
sources DOAJ
author Nyers Jozsef
spellingShingle Nyers Jozsef
An analytical method for defining the pump`s power optimum of a water-to-water heat pump heating system using COP
Thermal Science
objective function
heat pump
heat pump heating system
coefficient of performance
local optimum
global optimum
author_facet Nyers Jozsef
author_sort Nyers Jozsef
title An analytical method for defining the pump`s power optimum of a water-to-water heat pump heating system using COP
title_short An analytical method for defining the pump`s power optimum of a water-to-water heat pump heating system using COP
title_full An analytical method for defining the pump`s power optimum of a water-to-water heat pump heating system using COP
title_fullStr An analytical method for defining the pump`s power optimum of a water-to-water heat pump heating system using COP
title_full_unstemmed An analytical method for defining the pump`s power optimum of a water-to-water heat pump heating system using COP
title_sort analytical method for defining the pump`s power optimum of a water-to-water heat pump heating system using cop
publisher VINCA Institute of Nuclear Sciences
series Thermal Science
issn 0354-9836
2334-7163
publishDate 2017-01-01
description This paper analyzes the energy efficiency of the heat pump and the complete heat pump heating system. Essentially, the maximum of the coefficient of performance of the heat pump and the heat pump heating system are investigated and determined by applying a new analytical optimization procedure. The analyzed physical system consists of the water-to-water heat pump, circulation and well pump. In the analytical optimization procedure the "first derivative equal to zero" mathematical method is applied. The objective function is the coefficient of performance of the heat pump, and the heat pump heating system. By using the analytical optimization procedure and the objective function, as the result, the local and the total energy optimum conditions with respect to the mass flow rate of hot and cold water i. e. the power of circulation or well pump are defined.
topic objective function
heat pump
heat pump heating system
coefficient of performance
local optimum
global optimum
url http://www.doiserbia.nb.rs/img/doi/0354-9836/2017/0354-98361600324N.pdf
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