Aren't thin radiators better than thick radiators? Why would you want a pipe 100 metre in diameter? For example 4 pipes 50 metres in diameter have the same volume, and PV value and metal weight is the same, but you have twice the surface area. What am I missing? On 13 November 2013 21:25, Keith Henson <hkeithhenson@xxxxxxxxx> wrote: > Spinning was my first thought, even have some artwork based on the idea. > > But, if it will work, it would be less complicated to have a rocket > type expansion into the low pressure condensing section of ten tubes > 100 meters in diameter and 2.7 km long. The question: is the momentum > from the low pressure steam entering the tube enough to sweep the > condensed water to the far end of the tube where pumps can return it > for reuse? Sub question, what's the best dimensions for the nozzle? > Can you get gas this thin to choke in the nozzle? > > On Wed, Nov 13, 2013 at 1:08 PM, Carlo Vaccari <airplaniac2002@xxxxxxxxx> > wrote: > > Normally, heat pipes are filled with a porous material for capillary > action. > > I imagine that's less feasible weight-wise, and it would perhaps require > > more liquid volume, so I would be inclined to agree that spinning would > be > > helpful. > > > > > > On Wed, Nov 13, 2013 at 4:05 PM, Nathan Mogk <nm8911@xxxxxxxxx> wrote: > >> > >> For a heat pipe, you don't need to have it spinning. The temperature > >> gradient will provide the circulation, but perhaps you can get more > >> circulation by spinning. > >> > >> > >> On Wed, Nov 13, 2013 at 1:13 PM, Ian Woollard <ian.woollard@xxxxxxxxx> > >> wrote: > >>> > >>> Doesn't sound particularly difficult in principle, it's just a heat > pipe. > >>> > >>> Maybe construct it as a round, flat disk with the lasers at the rim, > and > >>> spin it around the centre axis. > >>> > >>> Make the disk double walled and have ties between the two faces to deal > >>> with the steam pressure. Or just spot weld it occasionally with > dimples. > >>> > >>> So the water cycle goes, boils at the rim, steam rises up towards the > >>> axis, condenses against the wall and rains back down towards the rim > again. > >>> No pumps. You'll need to score the interior surface of the metal with > >>> channels to let the water wet it and run back down again otherwise it > will > >>> get blown about too much by the steam. > >>> > >>> ~300 watts/metre sounds about right; similarish power to that radiated > by > >>> the Earth. > >>> > >>> You'll possibly also need a sunshade. You'll also have to precess it > >>> somehow for pointing or use mirrors. > >>> > >>> > >>> On 13 November 2013 05:59, Keith Henson <hkeithhenson@xxxxxxxxx> > wrote: > >>>> > >>>> I have a fairly bizarre problem. Need to get rid of 3 GW of waste > >>>> heat from lasers in orbit. The pump diodes use a total flow of 60 > >>>> cubic meters per second at 22 deg C inlet and 34 deg C outlet. > >>>> > >>>> The heat removed from the local cooling loop for one laser diode, is > >>>> 1.5 kW, which amount to lowering the temperature of 0.03 l/s by 12 > >>>> degrees to get the water back to 22 deg C. Evaporation takes 2640 > >>>> kJ/kg at that temperature. Injected tangentially into a low-pressure > >>>> "boiling drum," the pumps could pick up the water from scoops as it > >>>> swirled around the inside while vapor came off the surface in the > >>>> center. At that temperature, evaporating water takes 2460 kJ/kg. > >>>> Lowering the temperature 12 degrees for a kg of water would require > >>>> removing 4.2 kJ/kg-deg K x 12 deg K or 50.4 kJ. The fraction of the > >>>> water flow evaporated would be 50.4/2640 or about 2%. > >>>> > >>>> Two% of 60,000 liters per second is 1200 liters per second or 1200 > >>>> kg/s. 120 kg/s split into ten radiator sections. > >>>> > >>>> It is not clear how to minimize the system mass, but large pipes do > >>>> not contribute much to the mass since the pressure over 22-degree > >>>> water is only 2644 Pa. If we allow a ten-degree temperature difference > >>>> to drive the low-pressure steam into the cooler radiators, they will > >>>> be at 12 deg C. At that temperature and an emissivity of 0.95, the > >>>> surface will radiate 355 W/m^2. > >>>> > >>>> How to get an emissivity coating on aluminum (or something else) that > >>>> will radiate well at that temperature is a question that needs more > >>>> research. > >>>> > >>>> Three GW at 355 W/m^2 would take 8.45 square km of area. > >>>> > >>>> The original rough partitioning of mass for the LPS gave 6,000 tons to > >>>> the radiator. As a design-to-mass project, we initially allocate 4000 > >>>> tons to the radiator pressure vessel 4,000 tons of aluminum at a > >>>> density of 2.7 tons per m^3 is 1481 cubic meters. Li-Al alloys can be > >>>> 10% lighter and there are substances like graphite and other forms of > >>>> carbon that are much lighter for the same strength. 1481 cubic meters > >>>> spread over 8.45 million square meters is 0.175 mm. That is only twice > >>>> as thick as a soda can. > >>>> > >>>> On a per meter basis, and using a 400 M Pa strong aluminum alloy, the > >>>> maximum hoop stress is 70129 N. The vapor pressure of water at 12 deg > >>>> C is 1400 Pa. Thus 70129 = 1/2 D x P or D = 2 x 70129/1400, which is > >>>> almost exactly 100 meters in diameter. Circumference is 314 m, each km > >>>> of tube would have 0.314 square km of area. For 8.45 square km, the > >>>> length is 26.85 km. A radiator with ten tubes would be almost 2.7 km > >>>> in one dimension and, with spacers and reflectors, about 4 km in the > >>>> other dimension. (See figure C on page 7 of the above URL.) > >>>> > >>>> The internal volume of the radiator tubes would be ~212 million cubic > >>>> meters. Steam at 12 deg C has a density of 0.01067 kg/m^3 and would > >>>> mass 2262 tons. How much water would stick to the inside is unknown. > >>>> Only a tenth of a millimeter would increase the mass by 845 tons. > >>>> > >>>> The question is how to size the nozzle between the relatively hot > >>>> steam coming off the evaporator at 22 deg c and 2644 Pa and the major > >>>> part of the radiator at 1400 Pa and 12 deg C main radiator tube? > >>>> Secondary to that question is: will the momentum from the steam carry > >>>> the liquid water to the far end of the radiator in the absence of > >>>> gravity.? > >>>> > >>>> I realize this is way off topic for AR, but it is a physics problem > >>>> about nozzles and some of you may have some insight into how to solve > >>>> the problem. > >>>> > >>>> Keith > >>>> > >>> > >>> > >>> > >>> -- > >>> -Ian Woollard > >> > >> > > > > -- -Ian Woollard