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The total heat capacity C for n moles is defined by C = nc.
Total heat capacity is 800 MWh.
The total heat capacity can be calculated as presented by Eq. 3.
τ will be determined by Ctot, which is the total heat capacity of the antenna and micro-bridge structure including the load such that Ctot = Cant + Cbridge.
On the one hand, increase in watercut of mixture increases total heat capacity of upstream, which promotes to raise temperature at the wellhead.
For the antenna-coupled micro-bridge structure designed in this paper with a single metal layer acting as both the antenna and electrode lead layer, the total heat capacity is further reduced for Ctot ≈ Cbridge.
Similar(48)
When the total heat transfer capacity is constant, the total heat exchange area is used as the objective function, and the winding angle α (10 30°), the thickness of the spacer a (0 10 mm) and the axial tube spacing of the same layer c (0 10 mm) are taken as the design variables.
The range analysis based on orthogonal design is adopted to determine the sensitivity of system parameters to the net power output of ORC system, thermal efficiency, the SP factor of radial inflow turbine, the power decrease factor of the pump and the total heat transfer capacity.
The order of factors sensitivity on performance indices of the net power output of the ORC system, the thermal efficiency, the size parameter of radial inflow turbine, the power decrease factor of the pump and the total heat transfer capacity are determined by the range obtained from the orthogonal design.
According to the maximum net power output, suitable working pressure, total heat transfer capacity and expander SP (size parameter), R114, R245fa, R123, R601a, n-pentane, R141b and R113 are suited as working fluids for subcritical ORC under the given conditions in this paper.
The results show that the geothermal temperature influences the range of the factors to the net power output, SP factor of radial inflow turbine, and the total heat transfer capacity, but it has no effect for the range of the factors for the thermal efficiency and the power decrease factor of the pump.
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