|
Technology
of the OMGL as presented to the IAC
2004 Congress
For a detailed explaination of the OMGL
technology, we publish here the slides presented at the International
Astronautics Congress 2004 in Vancouver,
Canada, with additional comments.
You can
also read our paper, published
in the IAC congress CD, and use a
java simulator to simulate the flight of the OMGL on your computer with
different parameters.

Slide
16: The first flight mode will probably be the easiest one to realize as the
laboratory design is the least complicated one. Therefore, also
construction and operating costs will
be the lowest of the three possibilities. Additionally, the
comparatively low release altitude, combined with the simple design,
will probably allow multiple launches in a relatively short time
interval.
On the other hand, this flight mode restricts microgravity time to approximately 30 seconds, and will
require multiple launches even for the repetition of identical
experiments.
|

Slide
17: Considering the additional mass of the multiple parachutes and
the additional propulsion fuel for the multiple drops, the laboratory's
starting mass was increased to 1500 kg for this simulation. The 3.0 m
parachute radius used for all parachute phases except the final landing
parachute with a radius of 5.0 m. Propulsion mass output was assumed to
be identical to flight mode 1 (0.5 kg/s).
The different peak velocities are due to the speed of sound depending
on temperature and air density, as the trigger condition for parachute
deployment was the critical mach number rather than an absolute
critical velocity.
|

Slide 18: Flight mode 2 still avoids the
difficulties of supersonic flight, but now allows multiple repetitions of a single experiment
to be conducted during a single launch.
It has the disadvantage of short
microgravity intervals just as in flight mode 1, while the
multiple parachute system will probably prove to be more complicated to
realize than a single landing system. |

Slide
19: For flight mode 3, the laboratory's starting mass was also
assumed at 1500 kg, but this time to account for the more powerful
vertical propulsion unit and the larger quantity of propulsion fuel.
For this reason, propulsion mass output was also doubled to 1.0 kg/s.
While the landing parachute was kept at a radius of 5.0 m, the first
stage was drastically reduced in size to a radius of 0.75 m because the
velocity at parachute deployment reaches almost three times the speed
of sound. For this simulation, the parachute drag was estimated by a
turbulent airflow not considering supersonic effects, but even so, it
shows a drastic deceleration which puts a great strain on both the
laboratory structure as well as on the parachute system. Future
calculations and experiments may even show that a non-parachute braking
system will be necessary to pre-brake the laboratory to subsonic
velocities where parachutes can be used safely.
|

Slide
20: The third flight mode promises by far the longest continuous microgravity time,
but it also brings up a number of difficulties because of the
supersonic velocities: First of all, a sufficiently powerful propulsion
unit and, as mentioned above, a suitable braking system, but probably
also sophisticated vibration damping and flight stabilization systems
for the supersonic transition.
This version would be the most interesting one, but certainly also the most difficult and expensive one to
realize.
|
|