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Introduction Tensor Analysis by H.D. Block

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Introduction Tensor Analysis written by H.D.Block , Professor of Mathematics, Cornell University, Ithaca, New York.
This book is intended for those who have a working knowledge of elementary vector analysis and Matrix Theory. It is intended to be preparatory or collateral reading in connection with a more detailed study of one of the fields where tensors are used. i.e Continuum Mechanics, Hydrodynamics, Elasticity, Relativity, Vectorial Mechanics, Analytical Mechanics, Crystal Physics, Differential Geometry, or even Tensor Analysis itself from the physical point of view.

Title: Introduction Tensor Analysis
Edition:
Author(s): H.D. Block
Publisher:
Series:
Year: 1978
Pages: 74
Type: PDF
Language: English
ISBN:
Country: US

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Introduction Tensor Analysis written by H.D. Block cover the following topics.
1. What is a vector?
2. Algebra
4. Linear Independence: Dimension
5. Components, Change of Basis
6. Linear Transformations
7. Innear Product Metric Tensor
8. Reciprocal Basis: Covariant Componenet: Mixed Components
9. Tensors as LInear Functions
10. Contraction
11. Exmaple Moment of Momentum of Rigid Body
12. State of Stress at a point
13. Some Other Point Tensors
14. Cross Product
15. Curvilinear Coordinates
16. Covariant Derivatives

About Author :- H.D. Block Professor of Applied Mathematics, Department of Theoretical and Applied Machanics, Cornell University, Ithaca, New York.

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