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Elasticity: Theory, Applications, and Numerics Sadd Ph.D., Martin H.
$97.13
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Shipping options
$4.99 via to United States
Return policy
Purchase protection
Payment options
PayPal accepted
PayPal Credit accepted
Venmo accepted
PayPal, MasterCard, Visa, Discover, and American Express accepted
Maestro accepted
Amazon Pay accepted
Nuvei accepted
Shipping options
$4.99 via to United States
Return policy
Purchase protection
Payment options
PayPal accepted
PayPal Credit accepted
Venmo accepted
PayPal, MasterCard, Visa, Discover, and American Express accepted
Maestro accepted
Amazon Pay accepted
Nuvei accepted
Item traits
| Category: | |
|---|---|
| Quantity Available: |
Only one in stock, order soon |
| Condition: |
Used; Like New |
| Format: |
Hardcover |
| Author: |
Sadd Ph.D., Martin H. |
| ISBN: |
0124081363 |
| Edition: |
3 |
| Language: |
English |
| ISBN-10: |
0124081363 |
| EAN: |
9780124081369 |
| GTIN: |
09780124081369 |
| copyright: |
© Elsevier Science & Technology |
| subject: |
SCIENCE / Mechanics / General |
| binding: |
hardcover |
| brand: |
Academic Press |
| Unspsc Code: |
55101500 |
| Target Audience: |
Tertiary education |
| Item Type Keyword: |
book |
| Part Number: |
Illustrated |
| mpn: |
Illustrated |
| Externally Assigned Product Identifier: |
0124081363 |
| manufacturer: |
Academic Press |
| Publication Date: |
2014-02-21T00:00:01Z |
| Supplier Declared Dg Hz Regulation: |
not_applicable |
| Textbook Type: |
core |
| Item Name: |
Elasticity: Theory, Applications, and Numerics |
| Product Site Launch Date: |
2012-11-27T17:29:58.086Z |
| genre: |
TECHNOLOGY & ENGINEERING |
| Subject Keyword: |
Listing details
| Shipping discount: |
No combined shipping offered |
|---|---|
| Posted for sale: |
More than a week ago |
| Item number: |
1768535707 |
Item description
Used book in Like New condition. Rare item.
Additional Details
------------------------------
Subject keyword: Airy stress function;Anisotropic materials;Beltrami stress function;Biharmonic equation;Complex variables;Deformation;Displacement potentials;Elastic materials;Extension;Field equations;Fourier methods;Fourier's law;Galerkin vector;Helmholtz decomposition;Hooke's law;Lam strain potential;Lam 's constant;Maxwellstress function;Micromechanical modeling;Morera stress function;Nonhomogeneous materials;Numerical methods;Papkovich-Neuber functions;Plane elasticity;Poisson's ratio
Subject code:
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