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Ochsner, Andreas
ID:
317948
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Ochsner, Andreas
Öchsner, Andreas 1970-
Öchsner, Andreas
Ochsner Andreas
Öchsner, Andreas
Öchsner Andreas
Öchsner Andreas
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A-C
A First Introduction to the Finite Element Analysis Program MSC Marc
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A Numerical Approach to the Classical Laminate Theory of Composite Materials
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A Numerical Approach to the Micromechanics of Fibre-Reinforced Laminae
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A Numerical Approach to the Simplified Laminate Theory of Composite Materials
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A Simplified Approach to the Classical Laminate Theory of Composite Materials
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Advanced LaTeX in Academia
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Advanced computational engineering and experimenting
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Advances in bio-mechanical systems and materials
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Applied Problems Solved by Information Technology and Software
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Biomaterials and Their Applications
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Biomechanics of hard tissues
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Cellular and porous materials
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Characterization and development of biosystems and biomaterials
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Classical Beam Theories of Structural Mechanics
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Collaborative Research Advancing Engineering Solutions for Real-World Challenges
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Collaborative Research Advancing Engineering Solutions for Real-World Challenges 2
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Composite Mechanics
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Computational Statics and Dynamics
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Computational Statics and Dynamics : an Introduction Based on the Finite Element Method
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Continuum Damage and Fracture Mechanics
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D-E
Design and analysis of materials and engineering structures
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Diffusion in solids and liquids
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Diffusion in solids and liquids VI
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Diffusion in solids and liquids VII
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Distribution Theory Applied to Differential Equations
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Elasto-Plasticity of Frame Structure Elements
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Elements of Classical Plasticity Theory
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Empowering Solutions for Sustainable Future in Science and Technology
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Engineering Design Applications V
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Engineering Design Applications VI
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Engineering Design Applications VII
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Engineering Frontiers
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Experimental and numerical investigation of advanced materials and structures
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Exploring Diversity in Engineering and Technology for Knowledge and Innovation
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F-J
Finite Element Analysis Program MSC Marc
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Finite Elements Using Maxima
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Finite Elements for Truss and Frame Structures
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Foundations of Classical Laminate Theory
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Industrial Revolution in Knowledge Management and Technology
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Introduction to Scientific Publishing
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K-O
Lectures Notes on Advanced Structured Materials 2
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Lectures Notes on Advanced Structured Materials 3
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Lightweight Design
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Logistics in the Modern Age
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Marine Technology
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Materials and Technologies for Future Advancement
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Mechanics of Classical Sandwich Structures
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Micromechanics of Fiber-Reinforced Laminae
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Models in Statics for Engineers
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New frontiers of nanoparticles and nanocomposite materials
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Numerical Approach to the Classical Laminate Theory of Composite Materials
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Numerical Engineering Optimization
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One-Dimensional Finite Elements
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One-Dimensional Finite Elements
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P-T
Partial Differential Equations of Classical Structural Members
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Plane Finite Elements for Two-Dimensional Problems
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Plane finite elements for two-dimensional problems
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Plasticity Theory
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Progress in Engineering Technology V
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Progress in Engineering Technology VI
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Project-Based Introduction to Computational Statics
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Simplified Approach to the Classical Laminate Theory of Composite Materials
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State of the Art and Future Trends in Materials Modelling 2
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Structural Mechanics with a Pen
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Tech Horizons
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Technological Frontiers and Sustainable Innovations
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The Finite Element Analysis Program MSC Marc
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The Fundamental Equations of Beams and Plates
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Theorie der Balkenbiegung
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Transfer Phenomena in Fluid and Heat Flows XIII
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