The achievement of one form of this quantity is the subject of the injection problem, and an attempt to account for one type of this quantity predicts a "big rip"; that is the phantom energy model for its cosmic variety.
The achievement of one form of this quantity is the subject of the injection problem, and an attempt to account for one type of this quantity predicts a "big rip"; that is the phantom energy model for its cosmic variety. In addition to the aforementioned type of this quantity named for Fermi, another form of this quantity which is NOT force is named for Coriolis. Another form of it can be calculated as the (*) velocity squared over the radius of curvature of a path. Its derivative with respect to time is jerk, and it is the second derivative of position. For 10 points, identify this quantity which is the rate of change of velocity.
The achievement of one form of this quantity is the subject of the injection problem, and an attempt to account for one type of this quantity predicts a "big rip"; that is the phantom energy model for its cosmic variety.
{acceleration} [accept {Fermi acceleration} before mentioned; also be generous and accept {cosmic acceleration} early]