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  • Otto D. L. Strack
    978-3-030-41168-8
    2020
    Edition 1
    • Application of indicial notation to vectors and tensors, applying this to fluid mechanics to provide physical interpretation
    • Derivation of complex variables in general terms, viewing them as a non-Cartesian coordinate transformation. This derivation uses the coordinate transformations presented earlier in the text using indicial notation (covariant and contra variant vector components)
    • Applications of the first and second order partial differential equations in engineering. The applications of second order partial differential equations are to fluid mechanics, groundwater flow, heat flow, linear elasticity, and soil mechanics
    • Treatment of singularities in elliptic partial differential equations, and discontinuities in hyperbolic partial differential equations
    • Quasi-linear partial differential equations of the second order
    • Applications of series expansions to obtain solutions to a multitude of elements in problems of groundwater flow. This application is usually given to the students as their final project

    €419

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