Technology Reports of Kansai University

Technology Reports of Kansai University (ISSN: 04532198) is a monthly peer-reviewed and open-access international Journal. It was first built in 1959 and officially in 1975 till now by kansai university, japan. The journal covers all sort of engineering topic, mathematics and physics. Technology Reports of Kansai University (TRKU) was closed access journal until 2017. After that TRKU became open access journal. TRKU is a scopus indexed journal and directly run by faculty of engineering, kansai university.

Submission Deadline

Volume - 63 , Issue 02
10 Feb 2021
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Hour
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Upcoming Publication

Volume - 63 , Issue 01
31 Jan 2021

Aim and Scope

Technology Reports of Kansai University (ISSN: 04532198) is a peer-reviewed journal. The journal covers all sort of engineering topic as well as mathematics and physics. the journal's scopes are in the following fields but not limited to:

Electrical Engineering and Telecommunication Section:

Electrical Engineering, Telecommunication Engineering, Electro-mechanical System Engineering, Biological Biosystem Engineering, Integrated Engineering, Electronic Engineering, Hardware-software co-design and interfacing, Semiconductor chip, Peripheral equipments, Nanotechnology, Advanced control theories and applications, Machine design and optimization , Turbines micro-turbines, FACTS devices , Insulation systems , Power quality , High voltage engineering, Electrical actuators , Energy optimization , Electric drives , Electrical machines, HVDC transmission, Power electronics.

Computer Science Section :

Software Engineering, Data Security , Computer Vision , Image Processing, Cryptography, Computer Networking, Database system and Management, Data mining, Big Data, Robotics , Parallel and distributed processing , Artificial Intelligence , Natural language processing , Neural Networking, Distributed Systems , Fuzzy logic, Advance programming, Machine learning, Internet & the Web, Information Technology , Computer architecture, Virtual vision and virtual simulations, Operating systems, Cryptosystems and data compression, Security and privacy, Algorithms, Sensors and ad-hoc networks, Graph theory, Pattern/image recognition, Neural networks.

Civil and architectural engineering :

Architectural Drawing, Architectural Style, Architectural Theory, Biomechanics, Building Materials, Coastal Engineering, Construction Engineering, Control Engineering, Earthquake Engineering, Environmental Engineering, Geotechnical Engineering, Materials Engineering, Municipal Or Urban Engineering, Organic Architecture, Sociology of Architecture, Structural Engineering, Surveying, Transportation Engineering.

Mechanical and Materials Engineering :

kinematics and dynamics of rigid bodies, theory of machines and mechanisms, vibration and balancing of machine parts, stability of mechanical systems, mechanics of continuum, strength of materials, fatigue of materials, hydromechanics, aerodynamics, thermodynamics, heat transfer, thermo fluids, nanofluids, energy systems, renewable and alternative energy, engine, fuels, nanomaterial, material synthesis and characterization, principles of the micro-macro transition, elastic behavior, plastic behavior, high-temperature creep, fatigue, fracture, metals, polymers, ceramics, intermetallics.

Chemical Engineering :

Chemical engineering fundamentals, Physical, Theoretical and Computational Chemistry, Chemical engineering educational challenges and development, Chemical reaction engineering, Chemical engineering equipment design and process design, Thermodynamics, Catalysis & reaction engineering, Particulate systems, Rheology, Multifase flows, Interfacial & colloidal phenomena, Transport phenomena in porous/granular media, Membranes and membrane science, Crystallization, distillation, absorption and extraction, Ionic liquids/electrolyte solutions.

Food Engineering :

Food science, Food engineering, Food microbiology, Food packaging, Food preservation, Food technology, Aseptic processing, Food fortification, Food rheology, Dietary supplement, Food safety, Food chemistry. AMA, Agricultural Mechanization in Asia, Africa and Latin America Teikyo Medical Journal Journal of the Mine Ventilation Society of South Africa

Physics Section:

Astrophysics, Atomic and molecular physics, Biophysics, Chemical physics, Civil engineering, Cluster physics, Computational physics, Condensed matter, Cosmology, Device physics, Fluid dynamics, Geophysics, High energy particle physics, Laser, Mechanical engineering, Medical physics, Nanotechnology, Nonlinear science, Nuclear physics, Optics, Photonics, Plasma and fluid physics, Quantum physics, Robotics, Soft matter and polymers.

Mathematics Section:

Actuarial science, Algebra, Algebraic geometry, Analysis and advanced calculus, Approximation theory, Boundry layer theory, Calculus of variations, Combinatorics, Complex analysis, Continuum mechanics, Cryptography, Demography, Differential equations, Differential geometry, Dynamical systems, Econometrics, Fluid mechanics, Functional analysis, Game theory, General topology, Geometry, Graph theory, Group theory, Industrial mathematics, Information theory, Integral transforms and integral equations, Lie algebras, Logic, Magnetohydrodynamics, Mathematical analysis.

Latest Articles of

Technology Reports of Kansai University

Journal ID : TRKU-01-10-2020-11182
Total View : 490

Title : Data exchange in vehicle-to-pedestrian communications: Coherent taxonomy, substantial analysis and future directions

Abstract :

Pedestrian safety becomes one of the serious problems in transportation systems. As the number of vehicles is growing, the levels of traffic accidents have increased significantly, Vehicle and pedestrian collisions often result in fatality to the vulnerable road users. This study aimed to review and analyses literature related to vehicle-to-pedestrian communication and classified the existing technology for Vehicle to pedestrian communication.  The factors that were considered to improve understanding of the field’s various contextual aspects in published studies and characteristics were substantial analysis that confronted researchers and proposes a new direction for pedestrian safety to enhance this vital research area.   We systematically searched all articles about vehicle to pedestrian communication in three main databases: Science Direct, Web of Science and IEEE Explore from 2008 to 2020. These indices were considered to be sufficiently extensive to encompass our field of literature. Based on our inclusion and exclusion criteria, 56 articles were selected. Most studies (29/56) focused on the development system, a number of papers (20/56) covered the study conduct on analysis, evaluation, and comparison, few papers (4/56) presented survey and overview studies. The last smallest portion (3/56) of papers study framework systems for V2P communication. Vehicle-to-pedestrian communication, which is a field requiring automated solutions, tools, and methods, entails the ability to facilitate detection or even prediction. Many studies have been performed on the detection and enhance data exchange of V2P to promote pedestrian safety. The research area's vehicle-to-pedestrian communication vary, but they are all equally dynamic. We expect this systematic review to help emphasize current research opportunities and thus extend and create additional research fields.  A proposed research methodology as a new direction is provided to solve the gaps identified in the analysis. This methodology consists of four phases; Investigation Phase, design a framework for the pedestrian safety system, Study and Analysis, and evaluation phase. However, research areas on V2P communication with the scope of data exchange are varied. This systematic review is expected to open opportunities for researchers and encourage them to work on the identified gaps.

Full article
Journal ID : TRKU-01-10-2020-11181
Total View : 401

Title : Solvability of a non-homogeneous boundary value problem for a class of higher-order operator-differential equations in a weighted Space

Abstract :

In a weighted Sobolev space for a non-homogeneous boundary value problem of a higher-order operator-differential equation, the well-posedness and the unique solvability is established. The estimates on the norms of the operators of intermediate derivative associated with the solvability conditions are provided. In the principal part of the differential equation, the relation between the lower bound of the spectrum of the main operator and the weight exponent 𝑘 (−∞ < 𝑘 < ∞) is determined. The results are illustrated as an applied example of a problem for partial differential equations

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