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Cartesian tensors in engineering science /
Of Chapter 3Examples on Chapter 3; CHAPTER 4. The Products of Tensors; 4.1 The Product of Two Tensors; 4.2 The Product of more than Two Tensors; 4.3 Products Involving the Kronecker Delta. Contraction; 4.4 Examples of Contraction; 4.5 The Invariants of a Second Order Tensor; 4.6 The Levi-Civita Dens...
| Clasificación: | Libro Electrónico |
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| Autor principal: | |
| Formato: | Electrónico eBook |
| Idioma: | Inglés |
| Publicado: |
Oxford :
Pergamon Press,
1966.
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| Colección: | Commonwealth and international library. Structures and solid body mechanics division.
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| Temas: | |
| Acceso en línea: | Texto completo |
| Sumario: | Of Chapter 3Examples on Chapter 3; CHAPTER 4. The Products of Tensors; 4.1 The Product of Two Tensors; 4.2 The Product of more than Two Tensors; 4.3 Products Involving the Kronecker Delta. Contraction; 4.4 Examples of Contraction; 4.5 The Invariants of a Second Order Tensor; 4.6 The Levi-Civita Density as a Third Order Tensor; 4.7 The Products of Vector Components; 4.8 The Vector Operator; 4.9 The Eigenvectors of a Second Order Tensor T; Summary of Chapter 4; Examples on Chapter 4; CHAPTER 5. Elasticity; 5.1 The Stress Tensor; 5.2 The Strain Tensor Cartesian Tensors in Engineering Science provides a comprehensive discussion of Cartesian tensors. The engineer, when working in three dimensions, often comes across quantities which have nine components. Variation of the components in a given plane may be shown graphically by a familiar construction called Mohr's circle. For such quantities it is always possible to find three mutually perpendicular axes, called principal axes, with respect to which the six """"paired up"""" components are all zero. Such quantities are called symmetric tensors of the second order. The student may at this stage. |
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| Descripción Física: | 1 online resource |
| ISBN: | 9781483148342 1483148343 |