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The intensity ratio between two rotational lines can be converted to the rotational temperature, which is equivalent to the atmospheric temperature, by assuming a local thermal equilibrium.
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In this study, two pairs of rotational lines, namely, P1(2)/P1(5) and P1(3)/P1(5), were used to calculate rotational temperature because they are the most sensitive to the fluctuations in rotational temperature.
Specifically, we consider fluctuations stemming from ligand concentration, receptor switching between their signalling states, adaptation, modification of proteins by phosphorylation, and motor switching between its two rotational states.
The interface oscillates between two straight lines.
The average rate between any indica line and any japonica line, between two indica lines, and between two japonica lines were counted, respectively.
Consequently, two rotational temperatures were derived from two pairs of rotational lines, i.e. P1(2)/P1(5) and P1(3)/P1(5), to remove data affected by auroral contamination.
such as an angle between two lines ?
The intensities of rotational lines P1(2), P1(3), and P1 5) are used to derive the rotational temperature.
No "shortest distance between two points-straight line" approach here.
Paint a silver line in between the two black lines.
The left-to-right positional differences between poles were quantified in terms of three translational and three rotational parameters.
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