Ref/Credit: IQ, for link to Adelaide city desal. plant.
100 GL/annum = 3171 liters/second.
Specific heat capacity of seawater = 3.985 kJ/kg/K
Lets say we heat incoming seawater from 30C to 80C(temperature optimum for vacuum distillation)
i.e.: from Q=mcdT = (1)(4.0)(50) = 200 kJ
That's 200 kw/kg of seawater heat energy input.
Yes, that's a lot of energy!!
The thing is, and under Australian continental sun, evacuated solar thermal collector tube can raise tube content temperature to about 120-130C !!
But, all we need is 80C.
i.e.: absolutely doable.
Plan
1. Pump cold seawater off the coast of South Australia from a depth of about 100 m or so(close to 0C!), and send this straight to.... 500 km away, up north.
(NPSH remains same as that at surface, i.e.: no added power needed for pumping from depth.)
2. That amount of cold incoming seawater would provide for an azz.conda amount of cooling power, into the distillate condenser !!
3. Pass the heated seawater(condenser outlet) into vacuum evaporation chamber, to boil off.
Concentrated brine can then be drained off and dried.
Use dried salt to make a 500 km long salt track
.
i.e.: seawater from sea takes a one-way-ticket trip to desal. plant.
So, for 3171 litre or kg, just multiply 200 kw to it.
i.e.:3171 x 200 = 634 200 kw
Yep, that's a lotta power !!
All Free for the taking, courtesy of good 'ole Apollo.
Good Answers:
"Almost" Good Answers: