Pythonic geodynamics
implementations for fast computing
Morra, Gabriele
creator
text
Switzerland
Springer
2018
monographic
hin
Eng
lis
xvi, 227p. pbk.
This book addresses students and young researchers who want to learn to use numerical modeling to solve problems in geodynamics. Intended as an easy-to-use and self-learning guide, readers only need a basic background in calculus to approach most of the material. The book difficulty increases very gradually, through four distinct parts. The first is an introduction to the Python techniques necessary to visualize and run vectorial calculations. The second is an overview with several examples on classical Mechanics with examples taken from standard introductory physics books. The third part is a detailed description of how to write Lagrangian, Eulerian and Particles in Cell codes for solving linear and non-linear continuum mechanics problems. Finally the last one address advanced techniques like tree-codes, Boundary Elements, and illustrates several applications to Geodynamics. The entire book is organized around numerous examples in Python, aiming at encouraging the reader to learn by experimenting and experiencing, not by theory.
Table of Contents:
1. Introduction to Scientific Python
1.1. Front Matter
1.2. Birdâ€™s Eye View
1.3. Visualization
1.4. Fast Python: NumPy and Cython
2. Second Part: Mechanics
2.1. Front Matter
2.2. Mechanics I: Kinematics
2.3. Mechanics II: Newtonian Dynamics
2.4. Insights on the Physics of Stokes Flow
3. Lattice Methods
3.1. Front Matter
3.2. Lagrangian Transport
3.3. Operator Formulation
3.4. Laplacian Operator and Diffusion
3.5. Beyond Linearity
4. Advanced Techniques
4.1. Front Matter
4.2. Trees, Particles, and Boundaries
4.3. Applications to Geodynamics
4.4. The Future
GEODYNAMICS
GEOGRAPHIC INFORMATION SYSTEM
PYTHON
PHYSICAL GEOGRAPHY
551.2:004.421 MOR-P
9783319857251
NISER LIBRARY
221205
20230807170354.0