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The
Plots of either Roll Moment Vs. Time or
Yaw Moment Vs. Time as the
shuttle performs flight maneuvers should typically look similar to the
5 graphs of
Fig. TA-A2-1. The data should show a repeating pattern that changes from positive to
negative as the shuttle rolls left then right and back to the left
again.
These diagrams may be used to confirm that
no flight maneuvers were performed during STS-107. When
comparing the diagrams to
Fig. A9 it is obvious that
Fig. A9 does not contain any areas that resemble the curves to the
left, even during the period where a roll reversal is said to have
occurred.
A set of graphs were derived from empirical data
before STS-1 to predict how the RCS Yaw Jets would
control the shuttle's yaw rate during reentry. The derived data matched the
actual flight data very closely.
Fig. TA-A2-2 contains two sets of data from a Mach 24 bank
maneuver. The graphs are analyzed here to determine if the
relationship between Yaw Jet firing and Yaw Rate can be used to derive
a function that can predict the shuttle's yaw rate for yaw jet firings
with different parameters.
The increase in Yaw Rate based on the firing of 2
right rear Yaw Jets for a total of 5.5 seconds is 3˚ per second.
Because the relationship between Yaw Rate and time is linear
it can be used as a Rate Function to determine how other firing
durations would increase or decrease the Yaw Rate.
0.2727˚ per second/duration of jet firing
(seconds)/No. of jets
When the shuttle is in an
environment free of gravity and atmosphere this Yaw Rate would
continue until the opposing Yaw Jets are fired to counter it.
During atmospheric flight other factors such as the use of control
surfaces and drag forces would either increase or decrease the Yaw
Rate once the jets have stopped firing. Therefore, during
atmospheric flight it is nearly impossible to determine how the Yaw
Rate changes after the Yaw Jets stop firing unless the value is
recorded.
The derived Rate Function can then be used to
determine how Yaw Jet firing events affected Columbia's
attitude during reentry. The most significant jet firing would
be events 38 and 39 on
Table A3
where Yaw Jets R2R and R3R fired
for nearly 8 seconds continuously. All of the other jet firing
events were too short of duration to have an effect on the shuttle's
trajectory.
These values are then inserted into the derived
Rate Function to find the final Yaw Rate after jet firing,
0.2727 * 8 * 2 = 4.36˚
per second positive yaw
By multiplying the final Yaw Rate
produced by the jet firing with the period of time that Yaw Rate was
maintained and adding to this the initial Yaw angle whether it was
positive or negative will give the final Yaw angle of the shuttle
produced by that Yaw Jet firing.
See explanation for RCS
thruster location and direction of vehicle travel at bottom of
section. |