This model calculates the spectrum for a galaxy cluster using the apec model with relative abundances based on SN yields. The relative amounts of SNIa and SNII can be set and there are a wide variety of different SN yield calculations available. It is straightforward to add the results of new yield calculations as they become available in the literature. This model is described in Bulbul, Smith & Loewenstein (2012). All the standard apec xset options can be used.
The parameters are:
par1 | plasma temperature, keV |
par2 | number of SNe (in units of ![]() |
par3 | percentage of SNIa |
par4 | SNIa yield model |
par5 | SNII yield model |
par6 | Redshift, z |
norm |
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The yield models available are as followed:
Number | Model | Reference |
1 | SN Type Ia, W7 | R1, Table 2, Z=1.0 |
2 | SN Type II, m![]() |
R1, Table 1 |
3 | SN Type II, m![]() |
R1, Table 1 |
4 | SN Type II, m![]() |
R1, Table 1 |
5 | SN Type II, m![]() |
R1, Table 1 |
6 | SN Type II, m![]() |
R1, Table 1 |
7 | SN Type II, m![]() |
R1, Table 1 |
8 | SN Type II, m![]() |
R1, Table 1 |
9 | SN Type II, m![]() |
R1, Table 2 |
10 | SN Type II, m![]() |
R1, Table 2 |
11 | SN Type II, m![]() |
R2, Table 5a |
12 | SN Type II, m![]() |
R2, Table 5a |
13 | SN Type II, m![]() |
R2, Table 5a |
14 | SN Type II, m![]() |
R2, Table 5a |
15 | SN Type II, m![]() |
R2, Table 5a |
16 | SN Type II, m![]() |
R2, Table 5a |
17 | SN Type II, m![]() |
R2, Table 5a |
18 | SN Type II, m![]() |
R2, Table 5a |
19 | SN Type II, m![]() |
R2, Table 5a |
20 | SN Type II, m![]() |
R2, Table 5b |
21 | SN Type II, m![]() |
R2, Table 5b |
22 | SN Type II, m![]() |
R2, Table 5b |
23 | SN Type II, m![]() |
R2, Table 5b |
24 | SN Type II, m![]() |
R2, Table 5b |
25 | SN Type II, m![]() |
R2, Table 5b |
26 | SN Type II, m![]() |
R2, Table 5b |
27 | SN Type II, m![]() |
R2, Table 5b |
28 | SN Type II, m![]() |
R2, Table 10a (P12A) |
29 | SN Type II, m![]() |
R2, Table 10a (P13A) |
30 | SN Type II, m![]() |
R2, Table 10a (P15A) |
31 | SN Type II, m![]() |
R2, Table 10a (P18A) |
32 | SN Type II, m![]() |
R2, Table 10a (P20A) |
33 | SN Type II, m![]() |
R2, Table 10a (P22A) |
34 | SN Type II, m![]() |
R2, Table 10a (P25A) |
35 | SN Type II, m![]() |
R2, Table 10b (P30A) |
36 | SN Type II, m![]() |
R2, Table 10b (P30B) |
37 | SN Type II, m![]() |
R2, Table 10b (P35A) |
38 | SN Type II, m![]() |
R2, Table 10b (P35B) |
39 | SN Type II, m![]() |
R2, Table 10b (P35C) |
40 | SN Type II, m![]() |
R2, Table 10b (P40A) |
41 | SN Type II, m![]() |
R2, Table 10b (P40B) |
42 | SN Type II, m![]() |
R2, Table 10b (P40C) |
43 | SN Type II, m![]() |
R2, Table 12a (P12A) |
44 | SN Type II, m![]() |
R2, Table 12a (P13A) |
45 | SN Type II, m![]() |
R2, Table 12a (P15A) |
46 | SN Type II, m![]() |
R2, Table 12a (P18A) |
47 | SN Type II, m![]() |
R2, Table 12a (P20A) |
48 | SN Type II, m![]() |
R2, Table 12a (P22A) |
49 | SN Type II, m![]() |
R2, Table 12a (P25A) |
50 | SN Type II, m![]() |
R2, Table 12b (T30A) |
51 | SN Type II, m![]() |
R2, Table 12b (T30B) |
52 | SN Type II, m![]() |
R2, Table 12b (T35A) |
53 | SN Type II, m![]() |
R2, Table 12b (T35B) |
54 | SN Type II, m![]() |
R2, Table 12b (T35C) |
55 | SN Type II, m![]() |
R2, Table 12b (T40A) |
56 | SN Type II, m![]() |
R2, Table 12b (T40B) |
57 | SN Type II, m![]() |
R2, Table 12b (T40C) |
58 | SN Type II, m![]() |
R2, Table 14a (U12A) |
59 | SN Type II, m![]() |
R2, Table 14a (U13A) |
60 | SN Type II, m![]() |
R2, Table 14a (U15A) |
61 | SN Type II, m![]() |
R2, Table 14a (U18A) |
62 | SN Type II, m![]() |
R2, Table 14a (U20A) |
63 | SN Type II, m![]() |
R2, Table 14a (U22A) |
64 | SN Type II, m![]() |
R2, Table 14a (U25A) |
65 | SN Type II, m![]() |
R2, Table 14b (U30A) |
66 | SN Type II, m![]() |
R2, Table 14b (U30B) |
67 | SN Type II, m![]() |
R2, Table 14b (U35A) |
68 | SN Type II, m![]() |
R2, Table 14b (U35B) |
69 | SN Type II, m![]() |
R2, Table 14b (U35C) |
70 | SN Type II, m![]() |
R2, Table 14b (U40A) |
71 | SN Type II, m![]() |
R2, Table 14b (U40B) |
72 | SN Type II, m![]() |
R2, Table 14b (U40C) |
73 | SN Type II, m![]() |
R2, Table 16a (Z12A) |
74 | SN Type II, m![]() |
R2, Table 16a (Z13A) |
75 | SN Type II, m![]() |
R2, Table 16a (Z15A) |
76 | SN Type II, m![]() |
R2, Table 16a (Z18A) |
77 | SN Type II, m![]() |
R2, Table 16a (Z20A) |
78 | SN Type II, m![]() |
R2, Table 16a (Z22A) |
79 | SN Type II, m![]() |
R2, Table 16a (Z25A) |
80 | SN Type II, m![]() |
R2, Table 16a (Z15B) |
81 | SN Type II, m![]() |
R2, Table 16b (Z30A) |
82 | SN Type II, m![]() |
R2, Table 16b (Z30B) |
83 | SN Type II, m![]() |
R3, Table 3 |
84 | SN Type I, W7 | R3, Table 3 |
85 | SN Type I, W70 | R3, Table 3 |
86 | SN Type I, WDD1 | R3, Table 3 |
87 | SN Type I, WDD2 | R3, Table 3 |
88 | SN Type I, WDD3 | R3, Table 3 |
89 | SN Type I, CDD1 | R3, Table 3 |
90 | SN Type I, CDD3 | R3, Table 3 |
91 | SN Type II, m![]() |
R4, Table 2 |
92 | SN Type II, m![]() |
R4, Table 2 |
93 | SN Type II, m![]() |
R4, Table 2 |
94 | SN Type II, m![]() |
R4, Table 2 |
95 | SN Type II, m![]() |
R4, Table 2 |
96 | SN Type II, m![]() |
R4, Table 2 |
97 | SN Type II, m![]() |
R4, Table 2 |
98 | SN Type II, m![]() |
R4, Table 2 |
99 | SN Type II, m![]() |
R4, Table 2 |
100 | SN Type II, m![]() |
R4, Table 2 |
101 | SN Type II, m![]() |
R4, Table 2 |
102 | SN Type II, m![]() |
R4, Table 2 |
103 | SN Type II, m![]() |
R4, Table 2 |
104 | SN Type II, m![]() |
R4, Table 2 |
105 | SN Type II, m![]() |
R4, Table 2 |
106 | SN Type II, m![]() |
R4, Table 2 |
107 | SN Type II, m![]() |
R4, Table 2 |
108 | SN Type II, m![]() |
R4, Table 2 |
109 | SN Type II, m![]() |
R4, Table 2 |
110 | SN Type II, m![]() |
R4, Table 2 |
111 | SN Type II, m![]() |
R4, Table 2 |
112 | SN Type II, m![]() |
R4, Table 2 |
113 | SN Type II, m![]() |
R4, Table 2 |
114 | SN Type II, m![]() |
R4, Table 2 |
115 | SN Type II, m![]() |
R4, Table 2 |
116 | SN Type II, m![]() |
R4, Table 2 |
117 | SN Type II, m![]() |
R4, Table 2 |
118 | SN Type II, m![]() |
R4, Table 2 |
119 | SN Type Ia, W7 | R5 |
120 | SN Type Ia, cDEF | R5 |
121 | SN Type Ia, CDDT | R5 |
122 | SN Type Ia, ODDT | R5 |
The references are
R1 | Tsujimoto et al. (1995) |
R2 | Woosley & Weaver (1995) |
R3 | Iwamoto et al. (1999) |
R4 | Nomoto et al. (2006) |
R5 | Maeda et al. (2010) |