Table 1 Calculated results of diffusional fractionation of Fe isotopes in immiscible Si-melts.

From: Non-traditional stable isotope behaviors in immiscible silica-melts in a mafic magma chamber

Run

T (°C)

SiO2

C0

Cc

βFeO

C∞ (1/2+1/2)

δ57Fe(1/2+1/2)

C∞ (2/3+1/3)

δ57Fe(2/3+1/3)

SI-13

1020

60.4

21.40

10.30

0.015

15.85

0.43

17.70

0.32

SI-7

1006

69.1

23.10

5.79

0.015

14.45

0.64

17.33

0.42

SI-5

1006

64.4

24.60

9.06

0.015

16.83

0.52

19.42

0.37

SI-8

963

70.9

28.10

5.43

0.015

16.77

0.70

20.54

0.45

SI-9

938

72.6

30.60

3.79

0.015

17.20

0.78

21.66

0.48

M-9

1020

63.8

21.80

10.80

0.015

16.30

0.42

18.13

0.31

M-4

1006

73.1

25.80

5.21

0.015

15.51

0.69

18.94

0.44

M-5

1005

69.7

25.20

7.62

0.015

16.41

0.58

19.34

0.40

M-6

963

74.4

32.00

5.09

0.015

18.55

0.74

23.03

0.47

M-7

938

74.8

32.40

3.79

0.015

18.10

0.79

22.86

0.49

I-3

1005

62.4

21.80

12.50

0.015

17.15

0.37

18.70

0.28

I-5

964

76.2

27.60

4.27

0.015

15.94

0.74

19.82

0.47

S-6

1023

65

19.40

8.45

0.015

13.93

0.47

15.75

0.34

S-3

1005

63.6

18.20

9.14

0.015

13.67

0.42

15.18

0.31

S-5

1006

66.8

18.90

7.77

0.015

13.34

0.49

15.19

0.35

  1. Note: the first three columns in Table 1 to Table 6 are the same, which are experimental data from Charlier and Grove39. SiO2 is the SiO2 concentration of immiscible Si-melt. C0: FeO concentration of interfacial melt (Fe-melt). Cc: FeO concentration of Si-melt. βFeO: FeO diffusional fractionation factor is from Richter et al. (2009). C∞ (1/2+1/2): FeO concentration of the bulk melt = 1/2× C0 + 1/2× Cc. δ57Fe (1/2+1/2): calculated δ57Fe with the bulk melt = C∞ (1/2+1/2) and initial δ57Fe = δ57FeMORBs is assumed. C∞ (2/3+1/3): FeO concentration of the bulk melt = 2/3× C0 +1/3× Cc. δ57Fe (2/3+1/3): calculated δ57Fe with the bulk melt = C∞ (2/3+1/3)) and initial δ57Fe = δ57FeMORBs is assumed.