Engineering analysis, boundary value problems, solutions of ordinary differential equations, partial differential equations, vector calculus, complex analytic functions, con formal mapping, complex integrals, methods of formulating and solving problems in mechanical and energy engineering.
Energy situation energy source and cost energy utilization and consumption calculation energy from fossil fuel steam power plant gas turbines processes alternative fuels technology in energy storage energy saving.
Procedures of statistical energy analysis, modeling the system, basic equations of statistical energy analysis, mode count, damping loss factor, coupling loss factor and input power calculation.
Concept of biomass conversion, biomass property, thermochemical conversion of biomass, pyrolysis, gasification ,combustion and fluidized bed, biological conversion of biomass, biogas production and ethanol production, densification of biomass, environmental impacts.
Project management, analysis processes and project managing, analysis study of project possibility, project feasibility studies, project monitoring, project schedules and cost controlling; project evaluation, quality and risk management, decision methods in process management and techniques, case study of making decision analyses, decision making factors.
Energy conservation methods, conceptual framework for energy efficiency promotion in industry, energy consumption auditing and index, energy balance, estimation of possible energy saving and economic analyses, energy conservation opportunities, methods of optimal energy produce and use, techniques for improving มคอ.2 -21- energy efficiency, energy conservation methods for industrial equipment, machines and processes, using condensate in industries, cogeneration power plant.
World energy sources. Fossil fuel. Consumption and lifetime of energy for oil. Coal and natural gas. Combustion. Gasification and power generation from fossil energy. Theory and application of energy: solar, biomass, wind, geothermal, hydropower, tidal, wave and ocean thermal. Status of fossil energy and renewable energy in the present and future.
Method of linear optimization, network flows, discrete optimization, dynamic optimization, nonlinear optimization, steepest descent, Newton’s method and Quasi-Newton method, dynamic programming, graph มคอ.2 -22- theory and genetic algorithm.
Mathematical modeling of linear and nonlinear materials, mechanical properties of viscoelastic materials, hyperelastic materials. Composite materials, nano materials, modeling of materials flow stress, stress relaxation of materials. Testing and computer method for mechanical properties of materials.
Concept of thermo-economic engineering, exergy, development of mathematical model of thermo-economic engineering, optimization; application of thermo-economic in power plant, refrigeration system, air conditioning system and renewable energy system, device selection for maximum utilization.
Air movement. Moist air properties. Equilibrium moisture contents. Thermo physical properties of food and grains. Grain drying systems. Rigorous and simplified analysis of grain drying. Simulation of various food and biomaterial drying systems, approximate calculation methods for various techniques of food drying.
Combustion Theory, chemical and kinematics thermodynamics, combination and diffusion, structure of flame, pollution and cleaning processes, graphical and numerical conduction analyses, fluid flowing and boundary layers, application of forced and free convection, condensation and boiling, concept and evaluation of radiation.
Thermal system and equipment, theory of thermodynamics and heat transfer. Heat exchangers: types, performance, design and application. Waste heat recovery applications and economics evaluation. Thermal storage. Sensible and latent heat systems. Theory of refrigeration and air conditioning system and application.
Designing and constructing mobile robot platform, basic system design and program of mobile robots, sensors and actuators for mobile robots, mobile robot programming, path planning for obstacle avoidance, behavior-based human algorithm, mobile robot applications
Research methods in mechanical and energy engineering, research proposal writing, research report writing, utilization of instrumentation in mechanical and energy engineering research, application of software in instrument control and data analysis.
Interesting topics in mechanical engineering at the master’s degree level, the topics are subject to change in each semester
Presentation and discussion on interesting topics in mechanical and energy engineering at the master’s degree level.
Study and research in mechanical and energy engineering at master’s degree level and compile into written reports.
Research at the master’s degree level and compile into a thesis.
Variational formulation of the finite element method, techniques of constructing and assembling characteristic element matrices, principle of minimum potential energy, principle of virtual displacements, application to problems in stress analysis, computer implementation of the finite element method.
Analysis of stresses and deflections due to complicated loading ; investigation
Selected topics in machine analysis, such as cam radius of curvature, planetary gearing, circulating power, efficiency, minimum equivalent polar moment of inertia, stresses due to inertia forces, balancing of engines
A design concepts, analyses, and test methods for assuring fracture-safe structural reliability, the material parameters used in materials specifications, nondestructive inspection methods, the fracture mechanisms as a basis to determine causes of failure.
Fundamental equations of the mechanics of elastic bodies; plane problem; bending, torsion and extension of prismatic bodies; three dimensional problem; propagation of waves in elastic media; approximate methods; introduction to theory of plasticity.
Application of plate and shell theories for design and construction of pressure vessels, cylindrical shells and spherical shells: design procedure and testing of gas containers; specifications for pressure vessels and non destructive examination.
General thermodynamic relationships, equations of state for real gases, multi-component systems, multi-component phase equilibrium, system involving external force fields, the third law of thermodynamics, reaction equilibrium.
Conservation laws, flow kinematics, special forms of the governing equations, two-dimensional potential flows, three-dimensional potential flows, surface waves, exact solutions, low-reynolds-number solutions, boundary layers, shock waves.
Variational and weighted residual formulations of the finite element method, techniques of constructing and assembling characteristic element matrices, Rayleigh-Ritz method, Galerkin method, application to problems in thermal and fluid analysis, computer implementation of the finite element method.
Dynamic modeling of nonlinear mechanical, electrical, electromechanical, thermal and fluid systems; model representation in state variable, input-output, matrix form and block diagrams; linearization; time and frequency domain analysis; computational simulations.
Biological neural networks, history and importance of artificial neural networks logical neuron, models and architectures of artificial neural networks, learning and working principles of supervised and unsupervised artificial neural networks.
Analog electronic design, sensors, actuators, filters, controllers, amplifiers, digital controllers.
Sampling and data reconstruction; z-transforms and state variable, descriptions of discrete-time systems; modeling and identification, analysis and design using root locus, frequency response, and state space techniques; optimal control.
Fundamental properties of second-order nonlinear systems; input output stability, absolute stability; frequency domain analysis, perturbation and averaging.
Mathematical tools for modeling and analysis of robotic systems, kinematic and dynamics models, motion planning, motion control sensing.
Elementary dynamic relationships; variational principles and Lagrange’s equations, gyroscopic theory, Hamilton’s equation and canonical transformations, Hamilton-Jacobi theory, engineering applications.
Dynamic analysis of multi-degree of freedom discrete vibrating systems; Lagrangian formulation, matrix and numerical methods, impact and mechanical transients; dynamic analysis of continuous media; vibration and wave motion analysis of strings, elastic bars, beams, plates and fluid column; earthquake wave propagation