#Htri software wikipedia series

of 30 deg.C (Here density of water considered as 1.0 for simplicity) taken as Tw-in and Tw-out. Iii) Cooling Water Flow Rate: 20 M^3/Hr., with inlet Temp. Ii] Condensate Temp., In and Out: 140 deg.C and 40 deg.C, taken as Tcin and Tcout respectively, a difference is 100 Deg.C (The density of condensate at Temp 140 Deg., is 0.975, which will be 975 Kg./M^3 and can be ignored for simplicity) However the Weight of 2 M^3 hot condensate = 2000 x (0.975) = 1950 Kgs./Hr I) Hot condensate Flow Rate: 2 M^3/Hr = 2000 Kg./Hr. G is the heat conductance of the coolant tube (often denoted UA).P is the perimeter of the coolant tube.h is the heat transfer coefficient of the coolant tube.c is the coolant's heat capacity at constant pressure per unit mass (or other).m is the coolant's mass (or other) flow rate.T(x) is the coolant temperature, and T(0) the coolant temperature at its inlet.x is the distance from the coolant inlet.'For an ideal single-pass condenser whose coolant has constant density, constant heat capacity, linear enthalpy over the temperature range, perfect cross-sectional heat transfer, and zero longitudinal heat transfer, and whose tubing has constant perimeter, constant thickness, and constant heat conductivity, and whose condensible fluid is perfectly mixed and at constant temperature, the coolant temperature varies along its tube according to:

#Htri software wikipedia series

Well first of all it appears your condensate is well above boiling temperature at 100☌.so there's that.to figure out the size of the what appears to be a condenser, you need to calculate the btu's necessary, then you need the rate of exchange of the condenser design material you are going to use and the amount of surface area required, and the waterflow rate necessary to achieve this goal.It's a long complicated series of calculations.