Advanced Mathematical Techniques in Engineering Sciences

Mathematical techniques are the strength of engineering sciences and form the common foundation of all novel discipline as engineering sciences. The book Advanced Mathematical Techniques in Engineering Sciences involved in an ample range of mathematical tools and techniques applied in various fields of engineering sciences. Through this book the engineers have to gain a greater knowledge and help them in the applications of mathematics in engineering sciences.

Table of Contents

Chapter 1 Application of the Laplace transform in problems of studying the dynamic properties of a material system and in engineering technologies
Chapter 2 Fourier series and its applications in engineering
Chapter 3 Soft computing techniques and applications
Chapter 4 New approach for solving multi-objective transportation problem
Chapter 5 An application of dual-response surface optimization methodology to improve the yield of pulp cooking process
Chapter 6 Time-dependent conflicting bifuzzy set and its applications in reliability evaluation
Chapter 7 Recent progress on failure time data analysis of repairable system
Chapter 8 View-count based modeling for YouTube videos and weighted criteria–based ranking
Chapter 9 Market segmentation-based modeling: An approach to understand multiple modes in diffusion curves
Chapter 10 Kernel estimators for data analysis
Chapter 11 A new technique for constructing exact tolerance limits on future outcomes under parametric uncertainty
Chapter 12 Design of neural network–based PID controller for biped robot while ascending and descending the staircase
Chapter 13 Modeling fertility in Murrah bulls with intelligent algorithms
Chapter 14 Computational study of the Coanda flow for V/STOL
Chapter 15 Introduction to collocation method with application of B-spline basis functions to solve differential equations
Chapter 16 Rayleigh’s approximation method on reflection/refraction phenomena of plane SH-wave in a corrugated anisotropic structure