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Table 7
Results of the least-squares fits for Figs. 3 − 5, and 8.
| Least-squares fits for Fig. 3 | |||
| Y(X) = AX + B |
|
Cov | d.o.f. |
|
|
|||
| [Mn/Fe]= –0.030(40)[Ba/Fe] – 0.220(50) | 2.616 | –0.001820 | 33 |
| [Cu/Fe]= 0.045(50)[Ba/Fe] – 0.200(60) | 1.072 | –0.003206 | 33 |
| [Zn/Fe]= 0.160(60)[Ba/Fe] – 0.195(70) | 1.748 | –0.004097 | 33 |
| [Mn/Fe]= 0.060(40)[Y/Fe] – 0.310(40) | 2.564 | –0.001784 | 33 |
| [Cu/Fe]= 0.120(60)[Y/Fe] – 0.260(60) | 0.955 | –0.003019 | 33 |
| [Zn/Fe]= 0.250(70)[Y/Fe] – 0.240(60) | 1.513 | –0.004019 | 33 |
|
|
|||
| Least-squares fits for Fig. 4 | |||
|
|
Cov | d.o.f. | |
|
|
|||
| [Mn/Fe]= –0.052(30)[Nd/Fe] – 0.210(20) | 2.512 | –0.000589 | 33 |
| [Cu/Fe]= 0.010(40)[Nd/Fe] – 0.150(30) | 1.095 | –0.001122 | 33 |
| [Zn/Fe]= 0.185(40)[Nd/Fe] – 0.160(40) | 1.371 | –0.001469 | 33 |
| [Mn/Fe]= –0.090(60)[Eu/Fe] – 0.220(20) | 2.185 | –0.001024 | 38 |
| [Cu/Fe]= 0.040(60)[Eu/Fe] – 0.170(20) | 1.893 | –0.001006 | 38 |
| [Zn/Fe]= 0.370(90)[Eu/Fe] – 0.140(30) | 1.605 | –0.002642 | 38 |
|
|
|||
| Least-squares fits for Fig. 5 | |||
|
|
Cov | d.o.f. | |
|
|
|||
| [Mn/Fe]= –0.000(40)[Gd/Fe] – 0.250(20) | 2.286 | –0.000596 | 37 |
| [Cu/Fe]= 0.055(50)[Gd/Fe] – 0.180(30) | 1.008 | –0.001135 | 37 |
| [Zn/Fe]= 0.290(70)[Gd/Fe] – 0.140(40) | 1.047 | –0.001965 | 37 |
| [Mn/Fe]= –0.050(30)[Dy/Fe] – 0.230(20) | 2.230 | –0.000323 | 36 |
| [Cu/Fe]= 0.025(40)[Dy/Fe] – 0.160(20) | 1.070 | –0.000630 | 36 |
| [Zn/Fe]= 0.180(50)[Dy/Fe] – 0.090(25) | 1.721 | –0.000877 | 36 |
|
|
|||
| Least-squares fits for Fig. 8 | |||
|
|
Cov | d.o.f. | |
|
|
|||
| [Mn/Fe]= 0.050(40)[Sr/Fe] – 0.300(40) | 2.548 | –0.001253 | 32 |
| [Cu/Fe]= 0.050(50)[Sr/Fe] – 0.190(40) | 1.017 | –0.002009 | 32 |
| [Zn/Fe]= 140(60)[Sr/Fe] – 0.130(50) | 1.728 | –0.002768 | 32 |
| log ϵ(Mn) = 1.030(80)log ϵw(Sr) + 3.020(140) | 0.952 | –0.010765 | 37 |
| log ϵ(Cu) = 0.990(90)log ϵw(Sr) + 1.990(160) | 0.690 | –0.014851 | 37 |
| log ϵ(Zn) = 0.620(70)log ϵw(Sr) + 3.180(10) | 1.867 | –0.008325 | 37 |
| log ϵ(Mn) = –0.020(60)log ϵm(Ba) + 4.840(170) | 6.992 | –0.010044 | 32 |
| log ϵ(Cu) = 0.100(70)log ϵm(Ba) + 3.410(210) | 4.615 | –0.014135 | 32 |
| log ϵ(Zn) = 0.010(50)log ϵm(Ba) + 4.200(150) | 4.908 | –0.007749 | 32 |
Notes. “Cov” is the covariance between “A” and “B” for the linear fit Y(X) = AX + B (first column), and “d.o.f.” is the number of degrees of freedom.
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