Abstract:There are the various types of heat exchangers. The selection of the heat exchanger right type is the first basic assumption for its optimal operation. The heat exchanger calculation itself is another prerequisite for its optimal operation. This article deals with the variables which are usually used to describe the stationary operation of any recuperative heat exchanger with two incoming and two outgoing streams. The knowledge of these variables, including the facts resulting from them, is necessary not only … Show more
“…In this case helium or hydrogen was used as working fluid for the Stirling engine with small dimeter tubes in the range of 3.0mm to 6.0mm constructed as part of the heat exchanger. Two incoming and two outgoing streams describe the stationary operation of any recuperative heat exchangers [14]. The various calculation methods for recuperative heat exchangers with two incoming and two outgoing streams include LMTD and NTU [15].…”
“…In this case helium or hydrogen was used as working fluid for the Stirling engine with small dimeter tubes in the range of 3.0mm to 6.0mm constructed as part of the heat exchanger. Two incoming and two outgoing streams describe the stationary operation of any recuperative heat exchangers [14]. The various calculation methods for recuperative heat exchangers with two incoming and two outgoing streams include LMTD and NTU [15].…”
“…Another necessary value used during every recuperative heat exchanger design calculation is represented by a logarithmic mean temperature difference correction factor (ε ∆ ̅ ). For any combination of 1 and 1 values calculated from the experimentally measured data in this article the value of ε ∆ ̅ is approximately equal to 1(ε ∆ ̅ ≈ 1) [20]. When the value of logarithmic mean temperature difference correction factor was obtained, the number of transfer units 1 was calculated.…”
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confidence: 93%
“…In general, recuperative heat exchangers are commonly described by the values of heat capacity rate ratio ( ), dimensionless temperature change ( ) and number of transfer units ( ). The values of , and are related to a so-called weak stream (the stream with the lower value of a heat capacity) [19,20] commonly indicated by subscript 1. Based on the experimental data, the values of the dimensionless temperature change 1 and heat capacity rate ratio 1 ranged as follow: 1 ∈ 〈0.141; 0.176〉 and 1 ∈ 〈0.826; 0.959〉.…”
The aim of this work is to investigate a heat performance of a Multi-Layered Oscillating Heat Pipes Heat Exchanger (ML-OHPHE) for the application of heat recovery in heating, ventilation and air conditioning systems (HVAC systems). The heat exchanger is investigated experimentally under different conditions of heat loads and filling ratios. The experimental data results are compared to the data obtained from Honeywell’s UniSim® Design Suite software. In the end the NTU analysis of the ML-OHPHE is done and a value of overall heat transfer coefficient is calculated. The results of the experiments indicate that the ML-OHPHE could serve as a completely passive heat transfer device in the application of heat recovery in HVAC systems.
“…For this reason, the research of helium cooling loop systems is very topical. The research activities in the given area from several aspects are documented in the various publications, as for example [1,2,3,4,5,6,7,8,9,10].…”
The paper presents a comparison of the process properties of two types of the heat exchangers designed for the heat removal from a high temperature helium cooling loop with steady natural circulation of helium. The first considered heat exchanger is a shell and tube heat exchanger with U-tubes and the other one is a helical coil heat exchanger. Using the thermal and hydrodynamic process calculations, the thermal performance of the two alternative heat exchangers are determined, as well as the pressure drops of flowing fluids in their workspaces. The calculations have been done for several defined operating conditions of two considered types of heat exchangers. The operating conditions of heat exchangers correspond to the certain helium flow rates.
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