Using https://vacuum-calculator.pfeiffer-vacuum.com and the previous post's volume and surface area data, I have some inital impressions of our pump requirements for the 8 m long interferometer.
Other assumptions:
Desoprtion: 1e-9 mbar*l/(s*cm²)
Leak rate: 3e-9 mbar*l/s
1. Our final pressure limitation will be a function of desorption, not leak rate, because our surface area is so huge
2. The time to reach 6 Torr, where Pfeiffer starts the turbos, is given approximately by 1 hr * (4.3 m^3/h rougher pumping speed / pump roughing speed)
3.
A. 3 HiPace 80 DN 63 get to a pressure of 10^-7 Torr in 12 hours, 10^-8 Torr in a week
B. 1 HiPace 80 DN 63 gets to a pressure of 10^-7 Torr in 36 hours, 5*10^-8 Torr in a week
4. A 1 m, 6.45 mm tube between the roughers and the turbos doesn't greatly affect the pump down time or the final pressure
To get the round trip Gouy phase of the cavity to 1/3, the total round trip length should be 2.4 m.
Current mirror locations: (X,Y) = (10.655 in, 1.1033 in)
Current total round trip length = 4*X+4*sqrt(X2+Y2) = 85.47 in = 2.17 m
Need 2.4 m, so need to add 0.23 m = 9 in
This means every mirror needs to go 9 in / 8 = 1.125 in back
8 comes from 4 mirrors and the round trip
New mirror locations: (X,Y) = (11.779 in, 1.163 in)
New total round trip length = 4*X+4*sqrt(X2+Y2) = 94.46 in = 2.40 m
Thus, I plan on buying sixteen 1.125 in spacers for the every mirror.
Central vessel:
Treating as a cylinder
11.9 inch radius
11 inch height
V = pi*r^2*h = 4900 in^3 = 0.080 m^3
SA = 2*pi*r*h + 2*pi*r^2 = 1,700 in^2 = 1.1 m^2
End cube:
Treating as a cube, even though the inside is more spherical
L = 10 in
V = L^3 = 1,000 in^3 = 0.016 m^3
SA = 6*L^2 = 600 in^2 = 0.39 m^2
Tubes:
4 inch radius
275 in height (two 10 ft tubes + 1 ft T = 6.4 m, round up to 7 m including gate valve, reducer, etc)
V = pi*r^2*h = 13,800 in^3 = 0.23 m^3
SA = 2*pi*r*h = 6,900 in^2 = 4.5 m^2
Total:
Vessel + 5 Cubes + 2.1 Tubes (power recylcer ~0.7m):
V = 0.643 m^3 = 643 L
SA = 12.5 m^2
Assumed desorption: 1e-8 mbar*l/(s*cm²)
Assumed leak rate: 3e-9 mbar*l/s
Can then figure out what pumps and how many to use using the calculator
BTgeom_gouyph_1C.pdf Shows the round-trip Gouy phase (fractional) of the cavity with the 1.6m optic as a function of the total round trip length. We want a Gouy phase of 0.33333 to filter, so the total round trip length should be 2.4m.