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Phase Space Analysis and Thermodynamic Optimization Algorithms With CUDA (Mechanical Engineering Essentials with Python)
Format:
Paperback
Detalles del producto
Disponibilidad:
En stock
En stock
Peso con empaque:
0.89 kg
0.89 kg
Devolución:
Sí
Sí
Condición
Nuevo
Nuevo
Producto de:
Amazon
Amazon
Viaja desde
USA
USA
Sobre este producto
- Discover the forefront of computational thermodynamics and optimization with this comprehensive guide, meticulously crafted for researchers, engineers, and advanced practitioners in the field. This volume delves deep into the intersection of phase space analysis and cutting-edge optimization algorithms, offering an unparalleled exploration of advanced techniques implemented using high-performance computing frameworks.Key Features:In-Depth Algorithmic Exploration: Traverse through an extensive collection of 99 chapters, each dedicated to a specific, state-of-the-art algorithm. Gain profound insights into methodologies ranging from traditional gradient descent techniques to sophisticated evolutionary strategies.Advanced Thermodynamic Optimization: Learn how to implement algorithms tailored for energy minimization, entropy maximization, and the intricate navigation of thermodynamic phase spaces. The book emphasizes practical applications, enabling you to tackle high-dimensional, complex systems with confidence.High-Performance Computing with pyCUDA: Harness the power of GPU computing to accelerate your simulations and computations. Detailed examples illustrate how to leverage pyCUDA for optimizing large-scale, multidimensional grids representing diverse thermodynamic states.Highlighted Chapters:Gradient Descent Energy Minimization Algorithm: Dive into advanced adaptations of gradient descent, incorporating adaptive learning rates and momentum to enhance convergence speed and overcome local minima in high-dimensional energy landscapes.Simulated Annealing for Global Energy Optimization: Explore the application of simulated annealing algorithms that emulate physical cooling processes to find global minima in complex, multimodal energy landscapes inherent in intricate thermodynamic systems.Hamiltonian Monte Carlo for Efficient Sampling: Learn about Hamiltonian Monte Carlo methods that integrate physical concepts of momentum and energy conservation to sample from thermodynamic distributions more effectively, reducing random walk behavior and improving exploration efficiency.Deep Learning Approaches to Energy Landscape Modeling: Understand how deep neural networks can model complex energy landscapes, capturing intricate patterns and predicting system behavior under various conditions. This includes adaptations of convolutional and recurrent neural networks for thermodynamic contexts.Entropy-Based Optimization Methods: Delve into algorithms that utilize entropy as a guiding principle, directly connecting optimization processes with the second law of thermodynamics. Applications cover processes like heat exchange, chemical reactions, and phase transitions.Why This Book?This volume stands at the nexus of theoretical innovation and practical application. It not only presents algorithms but also provides detailed explanations of their development, theoretical foundations, and implementation nuances. Each chapter pushes the boundaries of current knowledge by proposing novel methodologies, integrating interdisciplinary perspectives, and exploring uncharted territories in computational thermodynamics.Who Should Read This Book?Researchers and practitioners in thermodynamics, computational physics, and chemical engineering.Advanced students seeking a deep understanding of optimization algorithms in thermodynamic contexts.Professionals aiming to apply high-performance computing techniques to complex optimization problems.Equip yourself with the knowledge to pioneer new horizons in thermodynamic optimization and phase space analysis.
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U$S 87,98
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