N K Kaphungkui, Parag Das, Manjit Baruah, Saurav Jyoti Boruah |
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IoT Based Remote Control for Office Automation | ||||||||
This work will present one of the application of internet of things (IoT) that is Office automation. The objective of this paper is to control independent Office electrical appliances through internet based remote system. From anywhere, any place where there is internet connectivity, it can change the state of those electrical appliances either in on state or off state. The controlling circuit is built around Node Mcu ESP8266 and any android phone for controlling the appliances. In addition to the mobile phone, controlling can also be done through web dashboard from laptop or desktop. Any four GPIO pins are selected from the node mcu to control four specific applications such as corridor light, main door locking system, running the motor for overhead tank and fan.
IoT, nodemcu, web dashboard, relay, solenoid key.
[1]. Belgi Y.G.1, Avatade P.G.2, Deshmukh P.V.3, Sakhare A.M.4, Shinde A.J.5 and Prof. Patil J.M.6 "Android Based Appliances Control System" International Journal of Emerging Technology and Advanced Engineering. Vol 3, issue 12, pp. 681-683, Dec 2013.
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Tamas Karches |
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Force acting on a submerged beam near the inlet of a biological reactor in wastewater treatment | ||||||||
Design of the aerated basins in wastewater treatment includes the mass balance based biokinetic simulations, hydrodynamic calculations utilising computational fluid dynamics as well as mechanical simulation through fluid–structure interactions. Computational fluid dynamic simulation is able to resolve the flow field more accurately, producing information on velocity and pressure field within the reactor. The Reynolds Averaged Navier-Stokes formulation of momentum equation with turbulence closure equations are solved numerically with finite volume method. By knowing the flow field, the force acting on surfaces of matters could be calculated and this force as an exterior source term (or in other words, boundary condition) could be the initial setup for a stress simulation for the element. Submerged beams are applied in attached growth............
computational fluid dynamics, load variation, structures, wastewater treatment
[1]. Samstag, R. W., et al. CFD for wastewater treatment: an overview. Water Science and Technology, 2016, vol. 74, no 3, p. 549-563. [2]. Peng, Si Mai, et al. The Application of computational fluid dynamics (CFD) in wastewater biological treatment field. Applied Mechanics and Materials, 2014, vol. 507, p. 711-715. [3]. Dettmer, Wulf G.; Peric, Djordje. On the coupling between fluid flow and mesh motion in the modelling of fluid–structure interaction. Computational Mechanics, 2008, vol. 43, no 1, p. 81-90.
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Chetana Patil |
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Depth-based hand gesture recognition | ||||||||
This project presents Hand Gesture recognition for Indian sign languages. The gesture recognition basically is designed for human machine interaction. The system consists of components such as pre-processors, feature extraction& recognition for static gesture recognition. In the first component background subtraction& detection of hand is obtained. Depth camera is used to extract the hand gesture recognition. In second component features such as contour & convex are computed & gesture is recognized for sign languages identifiably. The features of hand are extracted and the static hand posture is classified using the support vector machine (SVM). The result of convexity shows that there white regions which...........
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[1]. Ankit Chaudhary, J. L. Raheja, Karen Das, Sonia Raheja, "Intelligent Approaches to interact with Machines using Hand Gesture Recognition in Natural Way: A Survey", International Journal of Computer Science & Engineering Survey (IJCSES) Vol.2, No.1, Feb 2011
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Ahmad Yasim, Robertoes Koekoeh Koentjoro Wibowo, Dedi Dwi Laksana, Hery Indria Dwi Puspita, Wazirotus Sakinah, Puranggo Ganjar Widitiyo, Rudianto |
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Hydrodynamics Comparison of V-shaped and U-shaped Hulls of 5 GT Fishing Vessels Based on the Characteristics of Southern Java Waters | ||||||||
The fishery sectors in Indonesia have enormous potential including capture fishery potential of US$ 15.1 billion/year, marine aquaculture potential of US$ 46.7 billion/year, and aquaculture potential of US$ 10 billion/year. With abundant marine natural resources, the development program of Indonesia should notice the increasing number and quality of fishing vessels. A good fishing vessel design has to consider the aspects of efficiency, feasibility standards, and fishermen's safety. To achieve feasibility and safety standards, the design process has to concern the characteristics of the waters where the fishing vessel operates. The Southern Java waters are waters that have high waves with Hs ranging between 1.5............
hydrodynamics, Southern Java waters; 5 GT fishing vessel; resistance, stability, seakeeping.
[1]. Bai, Y. & Jin, W. L. (2016). Marine Structural Design, 2nd Ed. Chapter 5 Wave Loads for Ship Design and Classification, Butterworth – Heinemann: Elsevier.
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Mona M. Algaml, Zeinab H. Osman, SLIEEE member, Mostafa A. Elshahed |
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Techno-Economical Optimization of Renewable Energy Resources in Hybrid Energy Systems | ||||||||
The massive increase in energy demand, the deficiency of natural resources, and the recent world awareness of improving environmental conditions are the master reason behind the utilization of Renewable Energy Resources (RERs). Optimizing RERs in Hybrid Energy Systems (HESs) is a multiobjective problem considering economic, technical, and environmental issues. This paper develops a procedure to optimize the solution of standalone or grid-connected HESs. The formulations of the objective function, unit, and system constraints are clarified. For verification, the procedure is applied to a selected irrigation project in Upper Egypt by implementing HOMER software to optimize the RERs for reliable and economical feeding HES. Groups of irrigation, domestic, and welding loads are considered in the study as built in the project.............
Renewable Energy Resources; Energy Storage System; Hybrid Energy Systems; Techno-economical Optimization; TOPSIS
[1]. M. Katsivelakis, D. Bargiotas, A. Daskalopulu, I. P. Panapakidis, L. Tsoukalas, Techno-Economic Analysis of a Standalone Hybrid System: Application in Donoussa Island, Greece, Energies, 14, (2021) 1868. [2]. J. Ahmed, K. Harijan, P. H. Shaikh, A. A. Lashari, Techno-economic Feasibility Analysis of an Off-grid Hybrid Renewable Energy System for Rural Electrification, Journal of Electrical and Electronic Engineering, 9; 1 (2021) 7-15. [3]. S.M. Shaahid, Review of research on autonomous wind farms and solar parks and their feasibility for commercial loads in hot regions, Renew. Sust. Energ. Rev. 15; 8 (2011) 3877-3887. [4]. A. Acakpovi, E.B. Hagan, F.X. Fifatin, Cost Optimization of an Electrical Energy Supply from a Hybrid Solar, Wind and Hydropower Plant, Int. J. Comput. Appl. 114; 19 (2015) 44-51. [5]. M.A. Hessami, Designing a hybrid wind and solar energy supply system for a rural residential building, Int. J. Low-Carbon Tec. 1;2 (2006) 112-126.
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Nidhi Sharma, Dr Gaurav Kumar |
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Solution of Riccati Equation using Lie Symmetry Method | ||||||||
Riccati equation is a non-linear ordinary differential equation of first order. It is used in different areas in Mathematics like theory of conformal mapping, algebraic geometry and also in Physics. This equation can be solved by converting it first into Bernoulli equation and then into linear differential equation. Lie symmetry method is one of those methods which are used to find general solution of differential equations of any order by finding lie symmetries as solutions of Lie Invariance condition. In this paper, this method is used to solve Riccati equation. The method is explained with the help of examples.
Lie Symmetry Method, Riccati Equation, Invariance Condition, Similarity Solutions
[1]. Bluman G., Invariant solutions for ordinary differential equations. SIAM J. Appl. Math., 1990. Vol. 50, No. 6:p.1706-1715.
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Dr. P. Sharath Kumar, Ch. Sai Charan, K. Dileep Kumar, G. Shiva Prakash Reddy, G. Revanth, Dr. S. Ravichandran |
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3-Leg Full-Bridge Resonant Inverter for Different Material Vessel Induction Cooking Application | ||||||||
This paper presents a 3-leg full-bridge resonant inverter configuration for different material vessel induction cooking application. The proposed 3-leg full-bridge resonant inverter configuration features simultaneous heating of three different material vessels, and independent output power control of each load. In this proposed configuration, three different induction heating loads are simultaneously operated at their 1.05 times of respective resonant frequencies to achieve ZVS. Iron, steel, and aluminum material vessels are used as induction loads. The output powers are independently controlled by using an asymmetric duty cycle control technique. The proposed 3-leg full-bridge resonant inverter configuration is designed and simulated in MATLAB / Simulink.
Full-bridge resonant inverter configuration, Induction cooking, Multiple load, Asymmetric duty cycle control, ZVS
[1] W. C. Moreland, "The induction range: Its performance and its development problems," IEEE Trans. Industry Applications, vol. IA-9, no. 1, 1973, pp. 81–85.
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Dr. P. Sharath Kumar, P. Aniketh, B. Anil Kumar, Y. Pranav Sai Reddy, J. Aravind Reddy |
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Design and Control of Dual Frequency Full-Bridge Inverter for Induction Hardening | ||||||||
This paper presents design and control aspects related to dual frequency full-bridge inverter are used for induction gear hardening application. Single dual frequency full-bridge inverter configuration for dual frequency operation is considered. Zero voltage switching aspects related to this configuration are explained. Performance of this proposed inverter configuration is presented with simulation waveforms in MATLAB/Simulink.
Full-bridge resonant inverter, Induction hardening, Dual frequency inverter, Asymmetric duty cycle control, ZVS
[1] Wolfgang R. Schwenk, "Simultaneous dual-frequency induction hardening", Heat Treating Progress, Volume 3, pp. 35-38, April 2003.
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