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hydroex [2014/05/02 09:53]
cyburt
hydroex [2014/05/23 14:04]
cyburt
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-====== ​TALENT ​====== +====== ​EXERCISES ​====== 
-===== Training in Advanced Low Energy Nuclear Theory: ​ EXERCISES ===== +**[[RXNnetworkEX|Reaction Networks]]****[[NuclPhysInput|Nucl Physics Input]]****[[HydroEX|Hydro]]****[[BBNEX|BBN]]**
-[[http://​www.nucleartalent.org|{{:​talent.png?​650|Nuclear TALENT}}]] +
-[[RXNnetworkEX|Reaction Networks]], [[HydroEX|Hydrodynamics]], [[AnlyPlot|Abundances, Analysis and Plotting]], [[NuclPhysInput|Nuclear Physics Input]]+
 ==== Hydrodynamic Exercises ==== ==== Hydrodynamic Exercises ====
  
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 **Download, compile and run the Hydrodynamics Code** **Download, compile and run the Hydrodynamics Code**
  
-   - Download the [[hydrocode|Hydrodynamics Code]].+   - Download the VH1.0 [[hydrocode|Hydrodynamics Code]].
    - Compile the code with your fortran90 compiler.    - Compile the code with your fortran90 compiler.
    - Report in the Hydrodynamics Code discussion thread your success with machine information.    - Report in the Hydrodynamics Code discussion thread your success with machine information.
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      - Plot and compare your results to the expected solution.      - Plot and compare your results to the expected solution.
    - Read the [[http://​astro.physics.ncsu.edu/​pub/​VH-1/​bguide.php|Inside the code]] guide.    - Read the [[http://​astro.physics.ncsu.edu/​pub/​VH-1/​bguide.php|Inside the code]] guide.
 +   - The VH1 User’s Guide for the serial version is hidden at [[http://​astro.physics.ncsu.edu/​pub/​VH-1/​sintro.php|VH1 User's Guide]].
  
 </​box> ​ </​box> ​
  
-<box 80% left blue|**(During-Course Assignment)**>​ 
  
-**Run a hydrodynamic code for:** 
- 
-   - Read the [[http://​astro.physics.ncsu.edu/​pub/​VH-1/​bproblems.php|Problems & Solutions]] guide. 
-    * Set up and run the [[http://​astro.physics.ncsu.edu/​pub/​VH-1/​bproblems.php#​stb|Sedov Blast]] problem. 
-    * Set up and run the [[http://​astro.physics.ncsu.edu/​pub/​VH-1/​bproblems.php#​bnd|Bondi Accretion]] problem. 
-   - Gravitational collapse of: 
-    * Uniformly distributed “star” (P(initial) = 0) 
-    * Simple density profile (P(initial) = 0) 
-    * Are there self-similar solutions? 
-   ​- Energy injection into gas clump of: 
-    * uniformly distributed mass 
-    * simple density profile $\rho(r) = \rho(0)[1-(r/​R)^2]^n $ 
-    * How does the evolution change with different injection energies 
-   ​- Drive a piston through some medium 
-    * Piston in a cylinder 
-    * Spherical piston driving outwards 
-    * Spherical piston driving inwards 
-    * How does the outward driven spherical piston compare to the energy injection? 
-</​box> ​ 
  
 ~~DISCUSSION|Hydrodynamic Exercises Discussion~~ ~~DISCUSSION|Hydrodynamic Exercises Discussion~~
hydroex.txt · Last modified: 2014/05/29 08:24 by cyburt