If you are looking to optimize your study plan using this textbook, tell me: What specific are you studying for?
If you are a student of preparing for CSIR NET or GATE , this is an excellent book to have. It is considered the "Bible" for the fluid dynamics section of those exams due to its precise mathematical presentation.
Geometric representations of spinning fluids. fluid dynamics by md raisinghania pdf
Mathematical conditions for fluid boundaries. Part II: Equations of Motion
and its applications in hydrostatics and velocity of efflux. Two-Dimensional Flow If you are looking to optimize your study
: Detailed derivations of Euler’s and Lagrange’s equations, along with Bernoulli’s Theorem
The equation of continuity (Cartesian, cylindrical, and spherical coordinates). Lagrangian and Eulerian methods of describing fluid motion. 2. Equations of Motion of Inviscid Fluids Euler’s equations of motion. Bernoulli’s equation and its applications. Conservative field of force and potential flow. Impulsive motion of a fluid. 3. Motion in Two Dimensions Stream function (Streamline mapping). Irrotational motion in two dimensions. Complex potential and source, sink, and doublets. Images in two dimensions. Vortex motion and its properties. 4. General Theory of Irrotational Motion Motion of a sphere in an infinite liquid mass. Motion of a cylinder. Conformal mapping and its application to fluid flow. 5. Viscous Fluid Flow Stress and strain components. Navier-Stokes equations of motion. Geometric representations of spinning fluids
The index for "Fluid Dynamics" by MD Raisinghania includes:
Geometric representations of vortex fields.
Derivation, application, and limitations.