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#
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Date
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Lesson
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Reading
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Homework
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1
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8/24/05
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Introduction
Basic elements
Legendre expansions
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Preface
pp. 1-16
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1-1
1-2
1-3
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2
|
8/31/05
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Initial and boundary conditions
Secondary sources
Derivation of B. E.
|
16-28
34-43
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2-1
2-2
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|
3
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9/7/05
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Boundary condition examples
Curvilinear streaming
|
28-34
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3-1
3-2
3-3
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| 4 |
9/14/05
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Source and eigenvalue problems
|
43-47
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4-1
4-2
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| |
9/21/05
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(No class because of NCSD2005 conference)
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|
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5
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9/28/05
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Adjoint form of B. E.
Uses of the adjoint B. E.
|
47-55
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|
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6
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10/5/05
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Introduction to energy representation
Derivation of multigroup form
Matrix formulation and solution
|
61-71 |
6-1
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7
|
10/12/05
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Reduction to 1-group
Solution algorithm: Outer iteration
Criticality and time-dependent techniques
|
71-83
90-95
103-111
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7-1
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|
8
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10/19/05
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Acceleration techniques for outer
iterations |
83-90
95-103 |
|
| |
10/26/05
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MidTerm
Test |
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| 9 |
11/2/05
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Reduction of B.E. to 1D slab
1D quadratures
Auxiliary equations in 1D
|
116-127 |
9-1
9-2 |
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10
|
11/9/05
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1D slab solution strategies
Curvilinear 1D geometries
Acceleration techniques for inner iterations |
127-151
|
10-1
(optional) |
|
11
|
11/16/05
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Multidimensional quadratures
Multi-D solution strategies
Ray effects
|
156-186
194-203
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11-1
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| 12 |
11/23/05
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Derivation of integral transport equation
Application to slab 1D geometry
|
208-220
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12-1 (opt.)
12-2
12-3
12-4 |
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13
|
11/30/05
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Derivation of 2D integral relationships
Application of 2D integral transport theory
|
220-240
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|
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12/14/05
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Final
Exam
(7:15-9:15 pm)
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NE581 Reactor Shielding