Finite element, nodal and response matrix methods: A variational synthesis for neutron transport

Keyphrases

• Variational 100%
• Finite Element 100%
• Spherical Harmonics 100%
• Diffusion Theory 100%
• Neutron Transport 100%
• Response Matrix Method 100%
• Two Dimensional 50%
• Order of Magnitude 50%
• Lower Order 50%
• Computing Time 50%
• Theory Comparison 50%
• Response Matrix 50%
• Odd Parity 50%
• Transport Method 50%
• Spherical Harmonics Method 50%
• Eigenvalue Problem 50%
• Angular Approximation 50%
• Variational Principle 50%
• Solution Algorithm 50%
• Lagrange multiplier 50%
• Node-based Approach 50%
• Transport Calculation 50%
• Even Parity 50%
• Trial Function 50%
• Flux Distribution 50%
• Spatial Finite Element 50%
• Finite Element Approximation 50%
• Neutron Transport Equation 50%
• Matrix Form 50%
• Space Angle 50%
• Ritz 50%
• Spatial Grid 50%
• Transverse Leakage 50%
• Nodal Method 50%
• Leakage Term 50%

Engineering

• Nodes 100%
• Neutron Transport 100%
• Finite Element Analysis 100%
• Matrix Method 100%
• Harmonics 50%
• Diffusion Theory 33%
• Two Dimensional 16%
• Eigenvalue 16%
• Solution Algorithm 16%
• Lagrange Multiplier Method 16%
• Computing Time 16%
• Finite Element Approximation 16%
• Matrix Form 16%

Mathematics

• Finite Element Methods 100%
• Spherical Harmonic 100%
• Matrix Method 100%
• Transport Equation 33%
• Odd Parity 33%
• Two Dimensions 33%
• Eigenvalue Problem 33%
• Variational Principle 33%
• Finite Element Approximation 33%
• Vectorization 33%
• Lagrange Multiplier Method 33%