The phrase "axis period" is not a standard expression in written English and may require additional context to be understood.
It could potentially be used in discussions related to geometry, physics, or time periods in a specific context, but clarity is essential.
Example: "The axis period of the celestial body determines its rotational characteristics."
Alternatives: "reference period" or "central period".
Unlike the other examples, the actual vector-space of demographic time shown in Brinks et al. (2014) Fig. 2 only identifies a subset of the times-measures implied by the model of the authors, namely age (y-axis), period (x-axis), birth cohort (implied by a linear combination of age and period) and duration of disease (z axis).
The figure depicts the neural inspiratory (y-axis) and expiratory detection (x-axis) periods and also has a box to indicate limits between synchrony (neural efforts matched to assist delivery are inside the box), dyssynchrony (neural efforts poorly related to assist delivery are outside the box), and asynchrony (neural efforts not related to assist delivery or vice versa).
Grid lines at semi-annual, annual, quasi-biennial, and solar cycle periodicities along the period axis, and at midnight along the time axis are shown to aid the eye.
The intercalation of N,N,N′,N′-tetramethyl-ethane-1,2-diamine (tmeda) into C6Li derived from papyex, a partially oriented graphite foil, results in the co-presence of two ternary phases having out-of-plane (c-axis) identity periods of 11.5 and 9.1 Å.
Periodicity in c along the t axis reveals a period of ∼25 seconds for cycles of edge activity at a given position on the cell.
The primary time axis was age, period effects were allowed for by splitting the data set into 5-year calendar periods.
AF values are systematically computed for 271 values, equally spaced between 0.01 and 10 s on a logarithmic period axis, i.e., also equally spaced between 0.1 and 100 Hz on a logarithmic frequency axis.
Day, time required for a celestial body to turn once on its axis; especially the period of the Earth's rotation.
This shifting process makes the ILC scheme cyclic along the iteration axis with a period of m cycles.
This includes the normalization of the period axis with respect to the duration of the ground velocity pulses recorded in the near-fault region.
