Difference between revisions of "Tutorial"
(→Input) |
(→Overview) |
||
Line 18: | Line 18: | ||
The first model in this tutorial is the simplest geometry model one can imagine: an infinite homogeneous system consisting of a single material. Here the infinite material is 4.0 wt-% enriched uranium with a density of 10.1 g/cm<sup>3</sup>. | The first model in this tutorial is the simplest geometry model one can imagine: an infinite homogeneous system consisting of a single material. Here the infinite material is 4.0 wt-% enriched uranium with a density of 10.1 g/cm<sup>3</sup>. | ||
+ | |||
+ | We will use the infinite homogeneous system example for three tasks: | ||
+ | |||
+ | # Finding the critical enrichment of an infinite uranium system. | ||
+ | # Tallying the neutron energy spectrum in the critical infinite uranium system. | ||
+ | # Testing the effect of added neutron moderation on the multiplication factor and energy spectrum of the system. | ||
The input of such a model consists of | The input of such a model consists of |
Revision as of 11:05, 11 September 2017
This page is the beginning of a hands-on tutorial in Serpent that will walk you through the creation of simple pin-cell and assembly geometry models and the use of those models for some reactor physics simulations.
Contents
Pre-requisite
Compiled version of Serpent 2
Basics of Serpent input
Explain different (typical) parts such as:
- Material definitions
- Geometry definitions
- Run parameters/options
Infinite homogeneous model
Overview
The first model in this tutorial is the simplest geometry model one can imagine: an infinite homogeneous system consisting of a single material. Here the infinite material is 4.0 wt-% enriched uranium with a density of 10.1 g/cm3.
We will use the infinite homogeneous system example for three tasks:
- Finding the critical enrichment of an infinite uranium system.
- Tallying the neutron energy spectrum in the critical infinite uranium system.
- Testing the effect of added neutron moderation on the multiplication factor and energy spectrum of the system.
The input of such a model consists of
- Defining the single material, which is called fuel in this example.
- Defining the geometry by
- Defining an "infinite" surface, i.e. a surface enclosing all of space. The surface name is s1 in this example.
- Defining two geometry cells: One containing the material fuel and the other being defined as an outside cell.
- Setting up other run parameters, here simply setting the neutron population that is to be simulated.
Input
Colors in the input correspond to:
- Comments
- Control words
- Name definitions
- Name references
Testing and tinkering
2D Pin-cell model
Overview
Basics
Colors in input correspond to:
- Comments
- Control words
- Name definitions
- Name references