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"Mark Fergerson" <[EMAIL PROTECTED]> wrote in message news:[EMAIL PROTECTED]
Right. Is the physical layout absolutely fixed? Can you relocate the radome so it's out of the exhaust plume(s)?
I'm afraid not. The radome covers the feed horn for a very large reflector antenna made of Mo mesh. The thruster plume will hit the reflector and dislodge Mo particles. The feed and radome must be located very precisely wrt the reflector. Various problems arise when considering repositioning the thruster, or deflecting its plume, though the latter may be the best solution so far (but see Uncle Al's suggestion about a sheet of mylar being continously rolled up to remove the contaminants).
Well, I meant try to duplicate just the conditions of deposition, do a worst-case buildup, and then do your transmissivity tests without worrying about other elements' possible inclusion in the film (due to outgassing etc). All the rest shouldn't have much effect as I can't see vacuum-sintering and annealing altering the film's properties much. But I could be wrong.
My reading (and the post from Joseph D. Warner) lead me to believe that the character of the resulting film is strongly dependent on the temperature and other factors present during the deposition process.
Great reference! Thanks! How'd you find it?
I Googled for
Molybdenum +"electron mean free path"
I thought that I had done the same thing, but perhaps without the quotes.
First I'd find out what "unacceptable" means. Is this an Earth-communication antenna? What range, ERP, etc?
Range and EIRP are not really relevant here, because the radome is located in close proximity to the feed horn.
In this case, "unacceptable" means any of the following: radome return loss less than 20 dB, insertion loss increased by more than 0.1 dB, power dissipated in the contamination layer greater than about 0.5% of incident power density (it's a high-power, transmit feed antenna). My preliminary calculations using the Hansen-Pawlewicz formula show that a thickness of even 10 Angstrom will be unacceptable. However, I have my doubts about their validity when the layer thickness is this small.
Thanks for the inputs
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