Amlan Basu
ITM University
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Publication
Featured researches published by Amlan Basu.
international conference on inventive computation technologies | 2016
Amlan Basu; Sumit Mohanty; Rohit Sharma
This paper focuses on the designing of Integer order & fractional order PID controllers. Various tuning techniques are used for the designing of the PID controllers and the Fractional order PID controllers (FOPID). Ziggler Nicholas method, Cohencoon, Astrom-Hagglund (AMIGO), Chien-Hrones-Reswick methods are used to find proportional, derivative & integral parameters of PID & FOPID. Nelder Mead optimization technique is used to determine the specialized fractional order parameters for FOPID. The complete algorithm or the tuning process of each and every method has been explained and discussed. All the designs & their step response is specified & all the characteristics of the systems are discussed.
ieee international conference on recent trends in electronics information communication technology | 2016
Rohit Sharma; Sumit Mohanty; Amlan Basu
This paper is based on designing of digital Proportional-integral derivative (PID) controller which controls the blood glucose level of diabetic patient. The main objective is to design a digital PID controller using tuning rules like Ziegler-Nichols and Cohen-Coon method. The responses are studied & parameters are compared. Best response given by the PID is converted into Digital PID. Different transformation methods are also studied to convert the conventional PID into the digital PID controller.
Archive | 2018
Bharati Sharma; R. Jenkin Suji; Amlan Basu
About 15 million people alive today have been influenced by coronary illness. This is a major and critical issue in recent days. There are so many people have been lost their lives due to heart attack and other heart related issues. So, early on analysis and proper cure of heart disease is required to minimize the death rate due to heart disease. For better diagnosis we need exact and consistent tools for determine the fitness of human hearts to analysis the disease ahead of time before it makes around an undesirable changes in human body. For heart diagnosis one of the tools is Electrocardiogram (ECG) and the obtained signal is labeled ECG signal. This ECG signal contaminated by an amount of motion artifacts and noisy elements and deduction of these noisy elements from ECG signal must important before the ECG signal could be utilized for illness diagnosis purpose. There are various filter methods available for denoising ECG signal and select the best one on the dependence of performance parameter like signal to noise ratio (SNR) and power spectrum density (PSD).
international conference on intelligent systems and control | 2017
Amlan Basu; Sumit Mohanty; Rohit Sharma
This paper is based on introducing the fractional order elements to improvise the performance of traditional PID controllers. In the complete procedure the different tuning parameters (Kp, Ki, Kd) and the differ-integrals order (λ, μ) of the controller are being obtained using various optimization techniques so that the performance of the heating furnace can be meliorated. The plant (heating furnace) and the different FOPID controllers designed using optimization techniques are kept in a closed loop & the time response characteristics are analyzed. The paper also demonstrates the mathematical modeling of the heating furnace which is being done using the Laplace transform and is in the integer order form or we can say that it is an integer order model.
international conference on control and automation | 2016
Amlan Basu; Sumit Mohanty; Rohit Sharma
The locale of the paper is to ameliorate the performance of the heating furnace. The AMIGO tuning technique is utilized to find tuning parameters (Kp, Ki and Kd) for designing the controller. Various optimization techniques available like Nelder-Mead, Interior-Point, Active-Set and SQP are used to find the value of differ-integrals (λ and μ). Utilizing all the values obtained by the mentioned techniques the PID controller with fractional elements is designed to meliorate the performance of the heating furnace when it is being placed in a closed loop along with the controller.
2016 International Conference on Emerging Trends in Electrical Electronics & Sustainable Energy Systems (ICETEESES) | 2016
Amlan Basu; Sumit Mohanty; Rohit Sharma
Over the year heating furnace system has always suffered a huge loss of heat energy the line of safety of man power. The flow of fuel into chamber of furnace, basically limits the gas pressure inside furnace. So, proper relation between fuel flow rate and gas pressure inside furnace is essential to ensure a proper utilization of heat with minimum settling time and minimum overshoot, so that safety is not compromised. This paper enlightens design of a proper integer order model (IOM) of heating furnace which is further converted into a fractional order model (FOM). This fractional order model is used with PID controllers in closed loop. For enhancing the performance of PID controller, fractional elements are used. Therefore, PIλDμ controller is optimized properly for a smooth, low overshoot response with a very low settling time. These proposed results may be implemented properly in small scale furnaces or large scale industrial furnaces.
2016 International Conference on Emerging Trends in Electrical Electronics & Sustainable Energy Systems (ICETEESES) | 2016
Rohit Sharma; Sumit Mohanty; Amlan Basu
In this paper the digital PID (Proportional-integral derivative) controller is designed based on controlling the blood glucose level of diabetic patient. The main objective is to design a digital PID controller for blood glucose level of diabetic patient which can inject external insulin to the patient in a accurate controlled way. The blood sugar level of the patient is considered as input variable & injected insulin level is considered as output variable which is to be manipulated. A dynamic model is constructed & transfer function is defined for this system. Using various tuning rules like Cohen-Coon method, Astrom-Hagglund or AMIGO method and Chien-Hrones-Reswick (CHR) method the Proportional, Integral & Derivative coefficient. The tuning responses are studied & parameters are compared. Best response given by the PID is converted into Digital PID. In this paper we also studied different transformation method to convert the conventional PID into the digital PID controller.
International Journal of Electronics Engineering Research | 2017
Amlan Basu; Sumit Mohanty; Rohit Sharma
Perspectives on Science | 2016
Amlan Basu; Sumit Mohanty; Rohit Sharma
Archive | 2017
Saurabh Mittal; M. Meenalakshmi; Kirti Garg; Amlan Basu