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Nuclear data explorer · compound nucleus

57Fe

57Fe is formed when 56Fe + n fuse. Its levels just above each threshold are the resonances that set those reactions' rates.

Channels and what has been measured

Every EXFOR reaction that forms 57Fe: entrance pair (rows) and the quantities measured (columns), with the energies covered.

Every EXFOR reaction that forms ⁵⁷Fe: entrance pair (rows) and the quantities measured (columns), with the energies covered.
ReactionDatasetsσσ→Eₓdσ/dΩAyYωγMACSotherFitted in evaluation
56Fe(n,γ)57Fe83107.2 meV – 14 MeV125 meV28.8 MeV – 20 MeV— (0)— (0)4543 eV – 850 keV95 keV – 75 keV1625 meV – 540 keV
56Fe(n,inl)3049520 keV – 17 MeV135800 keV – 63 MeV145790 keV – 200 MeV19.8 MeV— (0)— (0)311850 keV – 17 MeV
56Fe(n,p)56Mn155883.4 MeV – 48 MeV— (0)713 MeV – 14 MeV— (0)— (0)— (0)441.3 MeV – 1.5 MeV16490 keV – 15 MeV
56Fe(n,el)961225 meV – 14 MeV— (0)2034 keV – 94 MeV19.8 MeV— (0)561.1 keV – 850 keV— (0)725 meV – 45 keV
56Fe(n,α)53Cr1155.4 MeV – 14 MeV214 MeV114 MeV— (0)— (0)— (0)3— (0)
55Mn(d,p)56Mn652.2 MeV – 36 MeV— (0)— (0)— (0)13.9 MeV – 12 MeV— (0)— (0)— (0)
56Fe(n,d)55Mn5115 MeV115 MeV314 MeV – 15 MeV— (0)— (0)— (0)— (0)— (0)
53Cr(α,p)56Mn426.8 MeV – 33 MeV— (0)— (0)— (0)15.8 MeV – 33 MeV— (0)— (0)1
53Cr(α,el)3— (0)— (0)32 MeV – 23 MeV— (0)— (0)— (0)— (0)— (0)
54Cr(3He,n)56Fe2— (0)— (0)214 MeV— (0)— (0)— (0)— (0)— (0)
53Cr(α,inl)1— (0)— (0)123 MeV— (0)— (0)— (0)— (0)— (0)
54Cr(3He,α)53Cr1— (0)— (0)117 MeV— (0)— (0)— (0)— (0)— (0)
54Cr(3He,t)54Mn1— (0)— (0)123 MeV— (0)— (0)— (0)— (0)— (0)
56Fe(n,t)54Mn1114 MeV— (0)— (0)— (0)— (0)— (0)— (0)— (0)
18 more reactions: heavier projectiles, several outgoing particles or inclusive data
18 more reactions: heavier projectiles, several outgoing particles or inclusive data
ReactionDatasetsσσ→Eₓdσ/dΩAyYωγMACSotherFitted in evaluation
56Fe(n,x)65174.2 MeV – 94 MeV414 MeV – 15 MeV1413 MeV – 94 MeV— (0)— (0)— (0)7237.9 MeV – 96 MeV
56Fe(n,0)63— (0)— (0)— (0)— (0)— (0)611.1 keV – 430 keV— (0)227 keV – 390 keV
56Fe(n,2n)35912 MeV – 21 MeV1112 MeV – 63 MeV1214 MeV – 21 MeV— (0)— (0)— (0)3— (0)
56Fe(n,tot)29157.4 meV – 52 MeV— (0)— (0)— (0)— (0)111.1 keV – 220 keV3— (0)
55Mn(d,x)1296.9 MeV – 48 MeV— (0)— (0)— (0)29.6 MeV – 21 MeV— (0)— (0)16.8 MeV
53Cr(α,x)11332 MeV – 43 MeV— (0)— (0)— (0)— (0)— (0)— (0)825 MeV – 42 MeV
51V(6Li,x)4112 MeV – 23 MeV— (0)114 MeV – 26 MeV— (0)— (0)— (0)— (0)220 MeV – 26 MeV
56Fe(n,n+p)4213 MeV – 14 MeV— (0)114 MeV— (0)— (0)— (0)— (0)114 MeV
56Fe(n,ths)3225 meV— (0)— (0)— (0)— (0)— (0)— (0)125 meV
55Mn(d,2n)2— (0)— (0)— (0)— (0)214 MeV – 21 MeV— (0)— (0)— (0)
56Fe(n,sct)2— (0)— (0)— (0)— (0)— (0)— (0)2— (0)
51V(6Li,el)1— (0)— (0)112 MeV – 23 MeV— (0)— (0)— (0)— (0)— (0)
53Cr(α,non)1125 MeV— (0)— (0)— (0)— (0)— (0)— (0)— (0)
55Mn(d,2n+α)1— (0)— (0)— (0)— (0)121 MeV— (0)— (0)— (0)
56Fe(n,3n)1— (0)— (0)— (0)— (0)— (0)— (0)1— (0)
56Fe(n,γ+n)1114 MeV— (0)— (0)— (0)— (0)— (0)— (0)— (0)
56Fe(n,n+α)1— (0)— (0)— (0)— (0)— (0)— (0)1— (0)
56Fe(n,non)111.9 MeV – 8 MeV— (0)— (0)— (0)— (0)— (0)— (0)— (0)

Level scheme

Adopted levels of 57Fe from ENSDF, with the particle thresholds and the Gamow window of the selected channel drawn across them.

Level scheme
6.7033/2+,5/2+6.7257.6471/2-Gamow window, T₉ = 0.09S(n) = 7.646 MeVS(α) = 7.319 MeVE (MeV)
  • level in the window with a measured ωγ
  • level in the window with no ωγ in EXFOR
  • Jπ in parentheses or in italics is tentative.

Resonances in the window

Levels between the 56Fe(n,γ)57Fe threshold (S = 7646.2 keV) and the top of the Gamow window at T9 = 0.09 (50 keV above it), with the resonance strengths ωγ EXFOR holds for them.

Looking for measured strengths…

Resonances in the window
E (keV)E_r (keV, c.m.)JπT½ or Γωγ measured
7646.7 ± 0.70.52191/2-–…

A strength is matched to a level when its resonance energy plus the threshold lies within max(3 keV, 3σ) of the level energy.

Levels of 57Fe (180)
Levels of ⁵⁷Fe
E (keV)JπT½ or Γγ branches
01/2-––
14.41293/2-T½ = 98.3 ns→ 0 (100 %)
136.4745/2-T½ = 8.7 ns→ 14.413 (89 %), → 0 (11 %)
366.7593/2-T½ = 10.5 ps→ 136.47 (7.2 %), → 14.413 (79 %), → 0 (14 %)
706.4165/2-T½ = 4.1 ps→ 366.76 (1.4 %), → 136.47 (9.3 %), → 14.413 (84 %), → 0 (4.8 %)
1007.137/2-T½ = 130 fs→ 366.76 (3 %), → 136.47 (64 %), → 14.413 (33 %)
1139.9–––
1197.819/2-T½ = 2.9 ps→ 136.47 (100 %)
1265.521/2-T½ = 82 fs→ 366.76 (93 %), → 14.413 (4.5 %), → 0 (2.5 %)
1356.837/2-T½ = 180 fs→ 706.42 (55 %), → 366.76 (23 %), → 14.413 (22 %)
1627.263/2-T½ = 56 fs→ 706.42 (8.6 %), → 366.76 (28 %), → 14.413 (61 %), → 0 (2.4 %)
1725.383/2-T½ = 31 fs→ 1265.5 (0.33 %), → 706.42 (19 %), → 366.76 (9.8 %), → 14.413 (2.7 %), → 0 (68 %)
1976.63(1/2-,3/2,5/2-)–→ 1725.4 (17 %), → 136.47 (67 %), → 0 (16 %)
1989.669/2-T½ = 180 fs→ 1197.8 (27 %), → 1007.1 (32 %), → 706.42 (41 %)
19911/2-,3/2-––
2113.11(1/2,3/2,5/2-)–→ 1265.5 (21 %), → 0 (79 %)
2118.65/2-T½ = 46 fs→ 1007.1 (15 %), → 706.42 (51 %), → 14.413 (35 %)
2206.885/2-T½ = 10 fs→ 1265.5 (3.4 %), → 1007.1 (18 %), → 366.76, → 14.413 (43 %), → 0 (36 %)
2217.66(5/2+)–→ 366.76 (21 %), → 136.47 (35 %), → 14.413 (45 %)
2220.2(7/2-)T½ = > 300 fs→ 366.76 (4.9 %), → 136.47 (46 %), → 14.413 (49 %)
2330.41(1/2,3/2,5/2+)–→ 1627.3 (100 %)
2355.96(11/2)-T½ = 60 fs→ 1197.8 (29 %), → 1007.1 (71 %)
23581/2-,3/2-––
2455.559/2+T½ = > 1.4 ps→ 1007.1 (100 %)
24561/2+,7/2+,9/2+––
2505.295/2+T½ = 78 fs→ 1725.4 (2.8 %), → 706.42 (5.6 %), → 366.76 (56 %), → 136.47 (26 %), → 14.413 (10 %)
2564.223/2-–→ 1725.4 (64 %), → 0 (36 %)
2574.5(1/2,3/2,5/2-)T½ = 18 fs→ 366.76 (28 %), → 0 (72 %)
2593.6(3/2-,5/2-)T½ = 37 fs→ 1007.1 (41 %), → 706.42 (50 %), → 0 (9 %)
2599.4(1/2,3/2,5/2+)–→ 136.47 (70 %), → 0 (30 %)
2697.171/2-T½ = 6 fs→ 706.42 (3.7 %), → 366.76 (8 %), → 14.413 (53 %), → 0 (35 %)
2758.3––→ 1265.5 (21 %), → 366.76 (79 %)
2821.07(1/2,3/2,5/2+)T½ = 60 fs→ 2217.7 (69 %), → 1007.1 (31 %)
2835.893/2,5/2–→ 2113.1 (0.6 %), → 1007.1 (1.8 %), → 706.42 (40 %), → 366.76 (36 %), → 14.413 (6 %), → 0 (15 %)
2855–––
2878.7(13/2)-T½ = < 140 fs→ 1197.8 (100 %)
2904.28––→ 706.42 (68 %), → 366.76 (32 %)
2921.21/2-,3/2-T½ = 33 fs→ 1265.5 (19 %), → 706.42, → 366.76 (14 %), → 14.413 (21 %), → 0 (46 %)
2970.89(1/2,3/2,5/2+)–→ 366.76 (100 %)
2987.95(1/2,3/2,5/2+)–→ 2330.4 (40 %), → 1265.5 (52 %), Eγ 2618.9 (7.9 %)
3059.11/2+–→ 366.76 (33 %), → 136.47 (67 %)
3098.95––→ 1007.1 (100 %)
3110–––
3122.76––→ 366.76 (100 %)
3134.8(15/2)-T½ = 160 ps→ 2878.7 (100 %)
3182.771/2-,3/2-–→ 2970.9 (16 %), → 2206.9 (9.7 %), → 1725.4 (7.9 %), → 1356.8 (18 %), → 366.76 (18 %), → 14.413 (31 %)
3205.65/2-,7/2-–→ 2217.7 (100 %)
3239.891/2+–→ 2505.3 (2.1 %), → 2217.7 (2.7 %), → 1976.6 (5.3 %), → 366.76 (20 %), → 136.47 (36 %), → 14.413 (16 %), → 0 (19 %)
3269.26(13/2)+T½ = 370 fs→ 2455.6 (33 %), → 2356 (67 %)
3284–––
3301.77(5/2-,7/2-)–→ 1627.3 (30 %), → 1197.8 (52 %), → 366.76 (19 %)
3322.481/2-,3/2-–→ 2758.3 (33 %), → 2206.9 (14 %), → 1976.6 (9.2 %), → 1356.8 (44 %)
3336.59––→ 366.76 (100 %)
3340.33––→ 2455.6 (100 %)
33457/2+,9/2+––
3371.113/2-–→ 2330.4 (6.9 %), → 1725.4 (16 %), → 14.413 (77 %)
3427.683/2-T½ = 3 fs→ 706.42 (40 %), → 366.76 (4.4 %), → 136.47 (8.9 %), → 14.413 (47 %)
3452–––
34735/2-,7/2-––
3513.8(17/2)T½ = < 140 fs→ 3134.8 (100 %)
35357/2+,9/2+––
3535.92––→ 1725.4 (100 %)
35487/2+,9/2+––
3561.34––→ 2758.3 (72 %), → 2113.1 (28 %)
36087/2+,9/2+––
3608.51––→ 1627.3 (100 %)
3661–––
37527/2+,9/2+––
37847/2+,9/2+––
3791.593/2+–→ 2330.4 (5.8 %), → 2206.9 (5.1 %), → 1725.4 (36 %), → 1627.3 (15 %), → 1265.5 (21 %), → 14.413 (5.7 %), → 0 (12 %)
38275/2-,7/2-––
3862.42––→ 2206.9 (100 %)
3881–––
39025/2-,7/2-––
3926(1/2,3/2,5/2-)––
3936.15/2-,7/2-–→ 14.413 (100 %)
3981.183/2-T½ = 7 fs→ 2821.1 (5.6 %), → 2697.2 (29 %), → 2599.4 (37 %), → 366.76, → 0 (29 %)
4042.65/2-,7/2-–→ 1627.3 (100 %)
4081–––
4093–––
4136.62(1/2,3/2,5/2+)–→ 3561.3 (24 %), → 3301.8 (27 %), → 3059.1 (5.1 %), → 2921.2 (13 %), → 2855 (12 %), → 2835.9 (12 %), → 2206.9 (7.8 %)
4138.575/2+T½ = 15 fs→ 2505.3 (45 %), → 1356.8 (37 %), Eγ 3774 (10 %), → 136.47 (7.7 %)
4144.3(1/2,3/2,5/2+)–→ 1627.3 (100 %)
4209.59(3/2)-–→ 3608.5 (10 %), → 3182.8 (3.7 %), → 3098.9 (3.7 %), → 2904.3 (5.2 %), → 2505.3 (8.2 %), → 2113.1 (3.7 %), → 1627.3 (6.7 %), → 1265.5 (6.1 %), → 366.76 (22 %), → 136.47 (16 %), → 14.413 (9.8 %), → 0 (5.2 %)
42393/2+,5/2+––
43167/2+,9/2+––
43635/2-,7/2-––
4378.68(1/2,3/2,5/2-)–→ 4042.6 (13 %), → 3371.1 (10 %), → 3122.8 (6.9 %), → 1725.4 (16 %), → 0 (53 %)
4379.44(1/2,3/2,5/2-)T½ = 3 fs→ 2921.2 (16 %), → 2697.2 (9 %), → 366.76 (75 %)
4432.4–T½ = < 140 fs→ 3134.8 (100 %)
4459.75/2-,7/2-–→ 3340.3 (2.2 %), → 3110 (5.4 %), → 2758.3 (12 %), → 2113.1 (6.4 %), → 1725.4 (16 %), → 1627.3 (58 %)
44925/2+––
45257/2+,9/2+––
4525.54(17/2+)T½ = 290 fs→ 3269.3 (100 %)
45441/2+––
4572.81/2+–→ 2599.4 (100 %)
4597.45/2+T½ = 5 fs→ 2564.2 (100 %), → 1725.4
46525/2-,7/2-––
4680–––
4691.75(5/2+)–→ 3336.6 (21 %), → 3322.5 (21 %), → 3205.6 (4.8 %), → 2855 (9.6 %), → 2835.9 (9.6 %), → 2505.3 (6.5 %), → 2206.9 (13 %), → 136.47 (14 %)
4719–––
47535/2-,7/2-––
47713/2+,5/2+––
4823.9–T½ = < 10 fs→ 3239.9 (100 %)
4902–––
4922.95/2+T½ = 7 fs→ 2505.3 (59 %), → 1356.8 (41 %)
4970(5/2-,7/2-)––
49763/2+,5/2+––
50195/2-,7/2-––
5064(1/2+)&(7/2-)––
5085–––
5099–––
51151/2+––
5140.25(1/2,3/2,5/2+)–→ 3239.9 (22 %), → 2564.2 (39 %), → 2113.1 (39 %)
5178.441/2+–→ 3981.2 (60 %), → 2697.2 (10 %), → 136.47 (30 %)
5195–––
5221.6(1/2-,3/2,5/2+)–→ 2835.9 (29 %), → 2206.9 (39 %), → 366.76 (32 %)
5238.7(1/2,3/2,5/2+)––
52501/2+––
52711/2+––
52895/2+––
53347/2+,9/2+––
5362.15/2+T½ = 6 fs→ 2505.3 (100 %)
5404–––
54223/2+,5/2+––
54457/2+,9/2+––
54723/2+,5/2+––
55001/2+––
5512–––
55251/2+––
5545–––
55643/2+,5/2+––
5590–––
5623–––
5641–––
5675–––
5688–––
57211/2+&(7/2+,9/2+)––
57371/2+––
5769–––
58023/2+,5/2+––
58253/2+,5/2+––
58441/2+––
58643/2+,5/2+––
5900–––
5918–––
5936–––
59563/2+,5/2+––
59833/2+ TO (9/2+)––
60253/2+,5/2+––
60443/2+,5/2+––
6083–––
61037/2+,9/2+––
61301/2+––
6148–––
61713/2+,5/2+––
6187.1(21/2+)T½ = 110 fs→ 4525.5 (100 %)
61947/2+,9/2+––
62121/2+––
62303/2+,5/2+––
62527/2+,9/2+––
62707/2+,9/2+––
6305–––
6323–––
6340–––
63703/2+,5/2+––
64083/2+,5/2+––
64273/2+,5/2+––
6496–––
65123/2+,5/2+––
65421/2+––
65713/2+,5/2+––
65893/2+,5/2+––
66403/2+,5/2+––
66723/2+,5/2+––
67033/2+,5/2+––
6725–––
7646.71/2-–→ 4379.4 (0.9 %), → 3926 (0.9 %), → 3791.6 (0.9 %), → 3427.7 (0.57 %), → 3371.1 (0.8 %), → 3239.9 (0.61 %), → 3182.8 (2.6 %), → 2835.9 (0.71 %), → 2697.2 (2.4 %), → 1725.4 (2.6 %), → 1627.3 (0.52 %), → 1265.5 (17 %), → 1139.9, → 366.76 (0.9 %), → 136.47 (2.5 %), → 14.413 (47 %), → 0 (19 %)
8323(25/2+)T½ = < 140 fs→ 6187.1 (100 %)
10450(7/2-)––