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Table 1
Fit of the signal S ≡ Δrr01/10(n) = rr01/10(n)S − rr01/10(n)ξ = 0.
| Signal S | T | a | b | φ | ψ | Offset | ||
| [s] | [μHz] | [104 μHz2] | [rad] | [rad] | 10-4 | |||
|
|
||||||||
| Case 1 | ||||||||
| M ξ = 1.3 | 2153 | –8.29 | 0.75 | –1.32 | – | –0.5 | ||
| O | 2187 | –34.1 | 5.76 | –1.64 | – | –8.4 | ||
| Os | 2204 | –36.0 | 6.18 | –1.86 | – | –7.6 | ||
|
|
||||||||
| Case 2 | ||||||||
| M ξ = 1.3 | 2182 | –9.03 | 1.03 | –1.89 | −1.28 | –0.5 | ||
| O | 1999 | –48.9 | 9.14 | 1.24 | 2.09 | –6.3 | ||
| Os | 2040 | –49.1 | 9.15 | 0.63 | 1.44 | –6.0 | ||
Notes. Case 1: Δrr01/10(n) = (a/ν + b/ν2)cos(4πνT + 2φ)+offset. Case 2: Δrr01/10(n) = (a/ν)cos(4πνT + 2φ) + (b/ν2)sin(4πνT + 2ψ)+offset. Model fit (Mξ = 1.3); fit of raw observations (O); spline adjustment on observations (Os).
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