By Clement Kleinstreuer
Requiring simply an introductory heritage in continuum mechanics, together with thermodynamics, fluid mechanics, and good mechanics, Biofluid Dynamics: ideas and chosen functions includes assessment, method, and alertness chapters to construct a superior figuring out of clinical implants and units. for added suggestions, it incorporates a word list of organic phrases, many figures illustrating theoretical thoughts, a number of solved pattern difficulties, and mathematical appendices. The textual content is aimed toward seniors and first-year graduate scholars in engineering and physics in addition to execs in drugs and scientific implant/device industries. it may be used as a chief choice for a entire path or for a two-course sequence.
The ebook has major components: thought, comprising the 1st chapters; and functions, constituting the rest of the booklet. particularly, the writer studies the basics of actual and comparable organic delivery phenomena, resembling mass, momentum, and warmth move in biomedical platforms, and highlights complementary issues equivalent to two-phase circulate, biomechanics, and fluid-structure interplay. appendices summarize wanted components of engineering arithmetic and CFD software program functions, and those also are present in the 5th bankruptcy. the applying half, in type of undertaking analyses, specializes in the cardiovascular approach with universal arterial ailments, organ platforms, designated drug supply, and stent-graft implants.
Armed with Biofluid Dynamics, scholars should be able to remedy easy biofluids-related difficulties, achieve new actual perception, and learn biofluid dynamics elements of biomedical structures
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Extra info for Biofluid Dynamics: Principles and Selected Applications
3 employs both viewpoints to describe mass, momentum, and heat transfer in integral form, known as the Reynolds Transport Theorem (RTT). A surface-to-volume integral 22 Biofluid Dynamics transformation then yields the conservation laws in differential form in the Eulerian framework. 3 Derivation Approaches There are basically four ways of obtaining specific transport equations reflecting the conservation laws. , Boltzmann equation or Newton’s Second Law) or derived based on differential (REV) balances.
The diffusion coefficient. Key in ordinary diffusion is the binary diffusion coefficient, typically picked for a given solute, solvent, and temperature from a table in a biochemical engineering handbook. , solute). , “translational Brownian motion”) which is based on Fick’s law of diffusion (see Eq. 9)) and probabilistic arguments (Probstein, 1994). 38 × 10 −23 JK −1 is the Boltzmann constant, T is the temperature,
Osmosis. 4c). , C =ˆ mass concentration and M =ˆ molecular weight of solute), R is the universal gas constant, and T is the temperature. Clearly, for pure water π ≡ 0, which implies in view of Fig. 3b) π =γ h where γ is the specific weight of the solution. This static pressure is needed to keep its solvent in equilibrium with the pure water at a given 10 Biofluid Dynamics temperature. 4) patm Water-permeable membrane glucose solution γ pure water d Fig. 5 Equilibrium between a solution and pure water due to osmotic pressure.
Biofluid Dynamics: Principles and Selected Applications by Clement Kleinstreuer