Bubble
This module contains the simulation framework for computing the fluid velocity profile as a function of the radius of a self-similar bubble in a relativistic fluid.
Finds and analyses self-similar functions \(v\) (radial fluid velocity) and \(w\) (fluid enthalpy) as functions of the scaled radius \(\xi = r/t\). Main inputs are the wall speed \(v_w\) and the global transition strength parameter \(\alpha_n\).
Functions for computing $alpha_n$, the strength parameter at nucleation temperature, and $alpha_+$, the strength parameter just in front of the wall. |
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Functions for calculating approximate solutions |
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Functions for the bag equation of state. |
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Functions for calculating the properties of the bubble boundaries |
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A solution of the hydrodynamic equations |
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Chapman-Jouguet speed |
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Validation tools |
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Constants for the bubble module |
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Solver for the fluid velocity profile of a bubble |
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Functions for fluid differential equations with the bag model |
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Approximations for the kinetic energy fraction $K$ |
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Experimental data structures based on numba.jitclass |
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Useful functions for finding the properties of a solution. |
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Functions for calculating quantities derived from solutions |
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Functions for calculating quantities from Einstein's special theory of relativity |
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Functions for shocks |
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Thermodynamic quantities |
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Useful quantities for deciding the type of a transition |
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Utility functions for trimming fluid solutions |