conflux.bsg.CoulombFunctions
Functions
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Implementation of the generalized Fermi function F_{k-1} according to Behrens et al. |
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Coulomb function $lambda_k$ as per Behrens et al. |
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Calculate the Q screening ratio according to Buehring (1984) |
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Calculate the square of the normalization function according to Buehring (1984) |
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Calculate the square of the normalization function for a simple point charge, according to Buehring (1984) |
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Calculate the screening correction to the $lambda_k$ Coulomb function |
Module Contents
- conflux.bsg.CoulombFunctions.gamma_k(k, Z)
- conflux.bsg.CoulombFunctions.generalizedFermiFunction(W, Z, R, k)
Implementation of the generalized Fermi function F_{k-1} according to Behrens et al.
- Parameters:
W – Total electron energy in units of its rest mass
Z – Proton number of daughter
R – nuclear radius in natural units
k – absolute value of kappa
- conflux.bsg.CoulombFunctions.lambda_2(W, Z, R)
- conflux.bsg.CoulombFunctions.lambda_k(W, Z, R, k)
Coulomb function $lambda_k$ as per Behrens et al.
- Parameters:
W – Total electron energy in units of its rest mass
Z – Proton number of daughter
k – absolute value of kappa
- conflux.bsg.CoulombFunctions.calcQ_k(k, Z, W, beta)
Calculate the Q screening ratio according to Buehring (1984)
- Parameters:
k – absolute value of kappa
Z – Proton number of daughter
W – Total electron energy in units of its rest mass
beta – screening exponent at r=0
- conflux.bsg.CoulombFunctions.calcN2(kappa, Z, W, beta)
Calculate the square of the normalization function according to Buehring (1984)
- Parameters:
k – absolute value of kappa
Z – Proton number of daughter
W – Total electron energy in units of its rest mass
beta – screening exponent at r=0
kappa
- conflux.bsg.CoulombFunctions.calcNCoul2(kappa, Z, W)
Calculate the square of the normalization function for a simple point charge, according to Buehring (1984)
- Parameters:
kappa – absolute value of kappa
Z – Proton number of daughter
W – Total electron energy in units of its rest mass
- conflux.bsg.CoulombFunctions.calcLambda_k_scr(k, Z, W, beta)
Calculate the screening correction to the $lambda_k$ Coulomb function
- Parameters:
k – absolute value of kappa
Z – Proton number of daughter
W – Total electron energy in units of its rest mass
beta – Screening exponent at r=0