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astro
WeakLib Tables
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1091a558
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1091a558
authored
Apr 01, 2020
by
Chu, Ran
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Cosmetic changes in README
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# WeakLib Tables
-
The provenance of these tables are as follows:
\
( Origin/Type of Table ) - ( Table Identifier ) - ( Resolution of Table in rho-T-Ye ) - (Opacity Type If Applied)
-
The provenance of these tables are as follows:
( Origin/Type of Table ) - ( Table Identifier ) - ( Resolution of Table in rho-T-Ye ) - (Opacity Type If Applied)
-
Origin/Type:
-
wl-EOS : This is a Weaklib generated EOS Table.
-
wl-Op : This is a Weaklib generated Opacity Table.
-
Table Identifier:
\
example: LS220, SFHo, SFHx
wl-EOS : This is a Weaklib generated EOS Table.
wl-Op : This is a Weaklib generated Opacity Table.
-
Resolution of Table:
\
example: 25-40-100 is 20 pts/decade in density, 40 pts/decade in temperature, and 100 pts/1.00 in electron fraction
-
Table Identifier:
LS220, SFHo, SFHx
-
Resolution of Table:
example: 25-40-100 is 20 pts/decade in density, 40 pts/decade in temperature, and 100 pts/1.00 in electron fraction
-
Opacity Type:
-
AbEm : neutrino absorptivity 1/
λ
(e) and emissivity j(e) on nucleons and nuclei.
Tabulated(e,rho,T,ye) = 1/
λ
(e,rho,T,ye) + j(e,rho,T,ye)
...
...
@@ -28,17 +33,17 @@ example: 25-40-100 is 20 pts/decade in density, 40 pts/decade in temperature, an
-
NES : neutrino-electron scattering.
Tabulated(e,e
p
,1,T,eta) =
h0i
Tabulated(e,e
p
,2,T,eta) =
h
0ii
Tabulated(e,e
p
,3,T,eta) =
h1i
Tabulated(e,e
p
,4,T,eta) =
h1ii
Tabulated(e
p
,e,1,T,eta) =
H0i
* 2π/(cvel*
(hc)
**
3) = zero moment of the "i" NES outgoing scattering kernal
Tabulated(e
p
,e,2,T,eta) =
H
0ii
* 2π/(cvel*
(hc)
**
3) = zero moment of the "ii" NES outgoing scattering kernal
Tabulated(e
p
,e,3,T,eta) =
H1i
* 2π/(cvel*
(hc)
**
3) = first moment of the "i" NES outgoing scattering kernal
Tabulated(e
p
,e,4,T,eta) =
H1ii
* 2π/(cvel*
(hc)
**
3) = first moment of the "ii" NES outgoing scattering kernal
-
Pair : neutrino production from pair process.
Tabulated(e,e
p
,1,T,eta) =
j
0i
Tabulated(e,e
p
,2,T,eta) =
j
0ii
Tabulated(e,e
p
,3,T,eta) =
j
1i
Tabulated(e,e
p
,4,T,eta) =
j
1ii
Tabulated(e
p
,e,1,T,eta) =
J
0i
* 2π/(cvel*
(hc)
**
3) = zero moment of the "i" pair annihilation kernal
Tabulated(e
p
,e,2,T,eta) =
J
0ii
* 2π/(cvel*
(hc)
**
3) = zero moment of the "ii" pair annihilation kernal
Tabulated(e
p
,e,3,T,eta) =
J
1i
* 2π/(cvel*
(hc)
**
3) = first moment of the "i" pair annihilation kernal
Tabulated(e
p
,e,4,T,eta) =
J
1ii
* 2π/(cvel*
(hc)
**
3) = first moment of the "ii" pair annihilation kernal
-
Ref:
<a
href=
"https://ui.adsabs.harvard.edu/abs/1985ApJS...58..771B/abstract"
>
Bruenn(1985), 10.1086/191056
</a>
...
...
@@ -92,3 +97,7 @@ HighRes:
3.0G | wl-Op-SFHx-25-40-100-E40-B85-Iso.h5 ( missing )
378M | wl-Op-SFHx-25-40-100-E40-B85-NES.h5
378M | wl-Op-SFHx-25-40-100-E40-B85-Pair.h5
# Ask For Help
R. Chu : rchu@vols.utk.edu
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