Books
and monographs.

Advances in Heat Transfer and Applications of Nanofluids and Non-Newtonian Fluids in Engineering

An edited monograph on heat transfer in nanofluids, hybrid mixtures and non-Newtonian fluids. Mathematical models and numerical techniques connect material properties with thermal performance, flow resistance and entropy generation.

Numerical and Analytical Approaches in Magnetohydrodynamic Fluid Flow

Connects analytical models and numerical simulations of electrically conducting fluids under magnetic fields. Topics include nanofluid flow, porous media, heat transfer and entropy analysis, giving readers a route from governing equations to engineering predictions.

FlexPDE and Finite Element Method Applications in Thermal Energy Storage and Cavities

A practical route from finite element fundamentals to heat-transfer models in cavities and phase-change energy storage. FlexPDE examples connect equations, geometry and boundary conditions to applications in solar energy, buildings and electronic cooling.

A Semi-Analytical Approach to Nonlinear Mechanical Engineering Issues

An application-led introduction to the Akbari–Ganji Method, exploring nonlinear models that arise in thermal engineering, vibration, aerospace and nanotechnology. A useful bridge for readers moving from differential equations to engineering problems.

Applications of Magnetohydrodynamics for Heat Transfer Enhancement

Explore the coupling between magnetic fields, fluid motion and heat transport. The book develops governing equations and examines free, forced and mixed convection in nanofluids using numerical and analytical approaches.

Adomian Decomposition Method in Fluid Flow

fluid mechanics, heat transfer

Applies the Adomian decomposition method to nonlinear equations arising in fluid mechanics and heat transfer. The worked engineering settings help readers connect an analytical solution procedure with the physical behavior it describes.

Numerical Simulation of Heat and Mass Transfer in Micro/Nano Fluid

Studies heat and mass transport in microfluids and nanofluids through numerical modeling. Examples explore how thermal radiation, magnetic effects and particle characteristics influence flow and temperature, connecting physical assumptions with computed results.

Nanofluid thermal Simulations via innovative Analytical approaches

Nanofluid analytical simulation

Explores analytical approaches to thermal behavior in nanofluids, including single-phase and two-phase models. Readers can examine how external forces and modeling choices affect predicted fluid motion and heat transfer.

Study of Flow and Heat transfer of Nanofluids in various applications

Investigates nanofluid flow through porous channels, between parallel plates and over a stretching sheet. Analytical and numerical comparisons show how magnetic fields and dimensionless parameters change velocity and temperature profiles.

Applications of Semi-Analytical Methods for Nanofluid Flow and Heat Transfer

A broad reference for applying approximate analytical methods to nanofluid transport. Worked settings include magnetic and electric fields, thermal radiation and porous media, with Maple examples supporting the connection between method and calculation.

Numerical and Analytical Solutions for Solving Nonlinear Equations in Heat Transfer

A comparative entry point into nonlinear heat-transfer equations and the methods used to solve them. Coverage brings together differential transformation, homotopy methods, variational iteration and Adomian decomposition for engineering readers.

Nonlinear Systems in Heat Transfer

Mathematical Modeling and Analytical Methods

Connect the mathematics of nonlinear differential equations with conduction, convection, radiation and nanofluid transport. The emphasis is on understanding a physical model and then selecting an analytical approach that makes its behavior easier to interpret.

Application of mathematical solution in heat conduction with flexpde

Introduces mathematical modeling of heat conduction with FlexPDE. The focus is on turning thermal engineering problems into equations that can be investigated computationally, making the book useful alongside a course in applied mathematics or heat transfer.

Applications of Nanofluid for Heat Transfer Enhancement

A survey of nanofluid models and their use in improving thermal performance. Topics move from convection to electric and magnetic fields, thermal radiation, porous media and solidification, offering a research map of heat-transfer enhancement.

Differential Transformation Method for Mechanical Engineering Problems

Learn how differential transformation builds series solutions for engineering equations. The book extends the basic method through multistep and hybrid approaches, then explores heat transfer, nanofluids, particle motion, vibration and solid mechanics.

Semi analytical approach for heat and mass transfer of nanofluid

A study of semi-analytical solutions for nanofluid heat and mass transfer, including how magnetic fields, electric fields and melting surfaces influence flow and temperature.

Nonlinear Heat Transfer in The Presence of Nanofluids

Explores nanofluid heat-transfer models with thermal radiation, internal heat sources and non-Newtonian behavior. Numerical integration and several approximation methods provide different routes to the governing nonlinear equations.

Using Finite Element Method in Some Mechanical Engineering Problems

Finite element applications connect mechanical modeling with flexible robot links and the thermal response of fire doors. The examples show how material assumptions, deformation and temperature enter an engineering simulation.

Effects of nanoparticles on heat transfer characteristics

Examines how adding nanoparticles changes fluid flow and heat transfer. The modeling examples use several analytical approximation methods, making the volume useful for comparing approaches to nonlinear thermal equations.

Analytical Schemes in Nonlinear Mechanical Vibration

Presents analytical approaches to nonlinear mechanical vibration. By working with approximate solutions, readers can study how model parameters influence oscillatory behavior and develop insight alongside numerical calculations.

Linear and Nonlinear Analysis of Minimal Brake System Squeal

Uses a compact brake model to investigate the origin of squeal. It examines the consequences of linearizing around different equilibrium positions and relates nonlinear motion to the amplitude and frequency of limit-cycle oscillations.

Heat Transfer Enhancement Using Nanofluid Flow in Microchannels

Simulation of Heat and Mass Transfer

Study how channel design, particle behavior and external forces influence heat transfer at small scales. Numerical models, algorithms and examples support readers examining both thermal improvement and the accompanying pressure-drop tradeoffs.

External Magnetic Field Effects on Hydrothermal Treatment of Nanofluid

Numerical and Analytical Studies

A focused treatment of magnetohydrodynamic and ferrohydrodynamic nanofluids. Readers encounter governing equations, control-volume finite-element models, lattice Boltzmann approaches and semi-analytical techniques for examining magnetic effects on flow and heat.

Hydrothermal Analysis in Engineering Using Control Volume Finite Element Method

An introduction to CVFEM through practical thermal-flow problems. Follow discretization and stream-function/vorticity formulations into nanofluid enclosures, magnetic-field effects and porous media, with an example code appendix for further study.

Application of Nonlinear Systems in Nanomechanics and Nanofluids

Analytical Methods and Applications

A bridge between nonlinear mathematics and nanoscale engineering. Analytical methods are developed through nanomechanical and nanofluid models, including porous-media flow and magnetic-field interactions, for readers seeking insight beyond a numerical result.

Nonlinear Dynamic in Engineering by Akbari–Ganji’s Method

A dedicated account of the Akbari–Ganji Method for nonlinear differential equations. Examples span fluid mechanics, heat transfer and vibration, introducing approximation strategies and checks on solution accuracy.

Dynamics and Vibrations

Progress in Nonlinear Analysis

A foundation in linear and nonlinear oscillations, connecting dynamical models with analytical and numerical solution methods. Worked systems help students interpret equations of motion and understand how mathematical choices affect engineering predictions.

Mathematical Methods in Nonlinear Heat Transfer

A Semi-Analytical Approach

A compact introduction to semi-analytical approaches for nonlinear heat-transfer equations. It offers a starting point for readers interested in connecting thermal models with approximate mathematical solutions.