10&11 Flashcards
may start as dilute solutions similar to water, but become more unique as they are concentrations
concentration
Liquid properties which affect evaporators
- concentration
- foaming
- temperature sensitivity
- dissolves solids or scale
some materials generate foam during vapourisation which can be entrained in vapour
foaming
fine chemicals, pharmaceuticals and food can be degraded at moderate temperatures. Vacuum operation is desirable
temperature sensitivity
some solutions can precipitate out dissolves solids, which forms deposits that affect the overall heat transfer coefficient
dissolves solids or scale
Liquid characteristics and properties
- specific hear
- heat of concentration
- freeze point
- gas liberation on boiling
- toxicity
- explosive hazards
- sterile operation
modes of operation
- most evaporators utilise the condensation of steam to supply the heat required
- nearly always the material to be evaporated is inside the tubes
- steam is introduced at low pressures
- often the lqiuid to be evaporated is held under a moderate vacuum up to 0.05 atm to reduce the voiling temperature
Single evaporator is used the vapour produced is condensed and discarded.
This is simple but also wasteful
Single effect evaporator
- Vapour produced in the first effect is passed to the steam chest of the next effect in line
- this effectively reuses the heat of the original steam supplied to the 1st effect
- in the case of a double effect evaporator the evaporation of liquid per mass of steam is approximately doubled
- it is typical to use a series of effects to maximise the amount of liquid that can be evaporated per mass of steam used
Multiple effect evaporator
Heat balance equations
Q = mc delta T
Q = UA delta T
Q = πΞ»
Q = Heat transferred
U = Overall coefficient of heat transfer
A = Area of which the heat transfer occurs
βT = Temperature difference between the two streams
effect which can affect the value of delta T used in π = ππ΄βπ
Boiling point rise
empirical rule used to obtain BPR when it cannot be calculated from the physical data
DΓΌhringβs Rule
boiling point of a given solution is a linear function of the boiling point of pure water
DΓΌhringβs rule
These straight lines for different solution concentrations are known as DΓΌhring
Lines.
U
Overall coefficient of heat transfer
Heat transfer coefficient
1/π = 1/βπ + 1/βπ + 1/βπ€+ 1/βπ π + 1/βπ π