Application Flashcards
(11 cards)
All 2 eq needed to solve HX problems
- dQ = USdT
- dQ = Mh C,p,h dTh
- dQ = Mc C,p,c dTC
(1) - cross flow heat transfer
(2), (3) - infinitesimal heat gained/lost in stream
How to solve for total SA of a heat exchanger
- start with combining X-flow, same flow dQ to find an expression for dS
- find an expression for Th-Tc where it is only dependent on either Th or Tc
A+BTc - sub into the integral
- Define the system - where 1 , 2 are each side of HX
- integrate
- eliminate 1/B - dividing top and bottom
- Should use side 2 as final boundary condition
* T2,T1
* ΔTh, ΔTc
Should end up with ΔTLm
How to get the temperature profile of a heat exchanger either stream.
- Start with the same process for finding total SA
- Don’t sub in the boundary condition for side 2
- Instead, define the S, Th and Tc as a function of x, position along the heat exchanger
Assumptions made when doing haemodialysis
Quasi-steady state
1. conc. of blood is well mixed and constant throughout
2. steady state clearance, K
What is E
in dialysis
Extraction ratio = actual / max removed
What is clearance, K
in Dialysis
vol. of blood fully cleaned / sec
How to express rate of removal of solute in blood
dialysis
= K * Ci,b
i.e. vol. cleaned * how much it’s cleaned by
How did they deduce the max. removable in E expression
Assume max : Conc. in blood = conc. in dialysate
= Fb * (Ci,b - Ci,d)
Mass balance of species in blood
dialysis
Body centred CV
assume conc. in dialysate = 0
How to find the rate of transfer (mass/time)
flux(mass/Area time) * SA
mass