Changes between Version 148 and Version 149 of FluxLimitedDiffusion


Ignore:
Timestamp:
04/01/13 09:31:41 (12 years ago)
Author:
Jonathan
Comment:

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  • FluxLimitedDiffusion

    v148 v149  
    3939
    4040where the moments of the specific intensity are defined as
    41 
    42 ||  [[latex(cE=\int_0^\infty d \nu \int d \Omega I(\mathbf{n}, \nu))]]  ||
    43 ||  [[latex(\mathbf{F}=\int_0^\infty d \nu \int d \Omega \mathbf{n} I(\mathbf{n}, \nu))]]  ||
    44 ||  [[latex(c\mathbf{P}=\int_0^\infty d \nu \int d \Omega \mathbf{nn} I(\mathbf{n}, \nu))]]  ||
     41||  Radiation Energy moments  ||   Corresponding fluid moments   ||
     42||  [[latex(cE =\int_0^\infty d \nu \int d \Omega I(\mathbf{n}, \nu))]]  ||  [[latex(\rho=\int d \mathbf{v} f(\mathbf{v}))]]  || 
     43||  [[latex(\mathbf{F}=\int_0^\infty d \nu \int d \Omega \mathbf{n} I(\mathbf{n}, \nu))]]  || [[latex(\rho \mathbf{v} =\int d \mathbf{v} \mathbf{v} f(\mathbf{v}))]]  ||   
     44||  [[latex(c\mathbf{P}=\int_0^\infty d \nu \int d \Omega \mathbf{nn} I(\mathbf{n}, \nu))]]   ||  [[latex(\mathbf{P} =\int d \mathbf{v} \mathbf{vv} f(\mathbf{v}))]]  ||   
    4545
    4646and the radiation 4-momentum is given by