Packet H: Bonus 12

The left-hand side of this equation contains the inertia constant H, which quantifies the transient stability of a generator against frequency fluctuations. For 10 points each:
[10h] Name this second-order differential equation used to model synchronous generators which states that 2H over omega-sub-s times the second time-derivative of theta equals mechanical power.
ANSWER: swing equation
[10m] The swing equation is expressed in terms of either power or this other quantity that, for a motor, is plotted against RPM on a namesake curve. A car’s transmission is coupled to its engine by a “converter” of this quantity.
ANSWER: torque [accept torque curve; accept torque converter]
[10e] The swing equation is an application of the rotational version of this law, which states that torque equals moment of inertia times angular acceleration.
ANSWER: Newton’s second law of motion [prompt on Newton’s laws of motion or laws of motion; prompt on “F = ma”]
<Virginia Tech B, Physics> | Packet H - Yale A, Ohio State C, Illinois C, Virginia Tech B, MIT A

HeardPPBE %M %H %
7111.8372%47%0%

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Conversion

TeamOpponentPart 1Part 2Part 3TotalParts
Berkeley AStanford B0101020ME
Berkeley BBerkeley C0101020ME
Stanford ABerkeley D001010E

Summary

TournamentEditionMatchHeardPPBE %M %H %
California (North)Main Site316.67100%67%0%
California (South)Main Site410.0075%25%0%
CanadaMain Site1211.6767%50%0%
FloridaMain Site36.6733%33%0%
Great LakesMain Site417.50100%75%0%
MidwestMain Site813.7575%63%0%
OverflowMain Site412.5075%50%0%
South CentralMain Site210.0050%50%0%
SoutheastMain Site810.0075%25%0%
UKMain Site1211.6767%50%0%
Upper Mid-AtlanticMain Site88.7563%25%0%
Upstate NYMain Site316.67100%67%0%