Dr. Chandra Bhan Vishwakarma


Assistant Professor

University School Of Engineering
PhD (2010) IIT Roorkee, M.Tech (IITR), B.E. (University Of Roorkee))
Control Theory, Process Control, Soft computing, Optimizations


Professional
Updates


Books


Patents


Journals

===INTERNATIONAL JOURNALS=== • Abha Kumari and C.B. Vishwakarma, “ Order abatement of Linear Dynamic Systems Using Renovated Pole Clustering and Cauer Second Form Techniques”, Circuit, Systems and Signal Processing, DOI:10.1007/s00034-021-01673-1 , Feb 2021. [SCIE, SCOPUS, UGC-CARE][Impact Factor: 1.68] • Abha Kumari, C.B. Vishwakarma, “Renovation in the modified pole clustering technique for the linear dynamic systems” IETE Journal of Research, 10 May 2021. DOI: 10.1080/03772063.2021.1920855. [SCIE] • Abha Kumari, C.B. Vishwakarma, “An evolutionary optimization technique for time domain modelling”, International Journal of Social Ecology and Sustainable Development, (Appected for Publication). [SCOPUS, UGC-CARE] • Namrta Sharma, C.B. Vishwakarma, “A Hybrid approach for simplification using logarithmic approach and moment matching”, International Journal of Social Ecology and Sustainable Development, (Appected for Publication). [SCOPUS, UGC-CARE] • Shikha Tyagi, C.B. Vishwakarma, “Dynamic System Simplification and Its Application”, International Journal of Engineering and Designing Innovation”, Vol. 3, Issue. 2, pp. 1-7, Feb 2021. [Google Scholar] • Namrta Sharma, C.B. Vishwakarma, “Linear Dynamic System Simplification Using Genetic Algorithm”, International Journal of Engineering and Designing Innovation”, Vol. 3, Issue. 2, pp. 8-14, Feb 2021. [Google Scholar] • C.B. Vishwakarma, “Simplification of MIMO Dynamic Systems using Differentiation and Cauer Second Form”, International Journal of Computer Sciences and Engineering, Vol.7, Issue-6, pp. 1088-1091, June 2019. [Google scholar, Research Gate] • Shikha Tyagi, C.B. Vishwakarma, “Dynamic System Simplification using Rectified Logarithmic Pole Clustering Technique”, International Journal of Information Science and Computing, Vol. 5, Issue-1, pp. 29-38, June 2018. [Google scholar, Research Gate] • Jay Singh, Kalyan Chatterjee, C.B. Vishwakarma, “Two degree of freedom internal model control-PID design for LFC of power system via logarithmic approximations”, ISA Transactions (Elsevier), Vol.72, pp.185-196, 2018. [SCI, Impact Factor: 3.78] • Shikha Tyagi, C.B. Vishwakarma, “System Simplification using simplified Routh approximation method (SRAM) and factor division”, International Journal of advance research in science and engineering, Vol. 06, Issue.11, pp. 1648-1654, November 2017. • Shikha Tyagi, C.B. Vishwakarma, “Dynamic System Simplification using Differentiation and Cauer Second form”, International Journal of advance research in science and engineering, Vol. 06, Issue.10, pp.1640-1645, October 2017. • Namrata Sharma, C.B. Vishwakarma, “A simple pole clustering technique for dynamic system simplification” International Journal of advance research in science and engineering, Vol. 06, Issue.10, pp. 1670-1676, October 2017. • Jay Singh, Kalyan Chatterjee, C.B Vishwakarma, “Reduced Order Modelling for Linear Dynamic Systems”, AMSE Journals-2015 –Series: Advances C:, Vol. 70, No. 1, pp.71-85, 2015. [SCI mago] • Jay Singh, C.B Vishwakarma, Kalyan Chatterjee, “Biased Reduction Method by combining Improved Modified pole Clustering and Improved Pade Approximations”, Applied Mathematical Modelling (Elsevier), Vol. 40, No. 2016, pp.1418-1426, 2015. [SCI, Impact Factor:2.94] • C.B Vishwakarma, R. Prasad, “ Time Domain Model Order Reduction using Hankel Matrix Approach”, Journal of The Franklin Institute (Elsevier), Vol. 351, Issue. 6, pp. 3445-3456, 2014. [SCI, Impact Factor: 3.57] • C.B Vishwakarma, “Modified Hankel matrix approach for model order reduction in time domain”, International Journal of Mathematical, Computational Science and Engineering (WASET), Vol. 8, No.2, pp. 1-7, 2014. [Google Scholar] • Jay Singh, Kalyan Chatterjee, C.B Vishwakarma, “System Reduction by Eigen Permutation algorithm and improved Pade approximations”, International Journal of Mathematical, Computational Science and Engineering (WASET), Vol. 8, No.1, pp. 117-121, 2014. [Google Scholar] • Jay Singh, Kalyan Chatterjee, C.B Vishwakarma, “MIMO System using Eigen algorithm and improved Pade approximations”, SOP Transactions on Applied mathematics, Vol.1, No.1, pp.60-70, 2014. • Jay Singh, Kalyan Chatterjee, C.B Vishwakarma, “System reduction using modified pole clustering and modified cauer fraction”, Journal of Electrical, Computer, Electronics & communication Engg, Vol. 8, No.9, pp.1448-1452, 2014. [Google Scholar] • Jay Singh, Kalyan Chatterjee, C.B. Vishwakarma, “MOR Development and Applications”, International Journal of Advanced research in Electrical Electronics and instrumentation Engg, India, Vol. 1, Issue. 5, pp. 393-400, 2012. [Google Scholar] • C.B Vishwakarma, “Order Reduction using modified pole clustering and Pade approximations”, World Academy of Science, Engineering and Technology, Vol. 56, pp. 787-791, 2011. • C. B. Vishwakarma and R. Prasad, “MIMO System Reduction using Modified Pole Clustering and Genetic Algorithm”, Modelling and Simulation in Engineering, Hindawi Publishing Corporation, USA, Vol. 2009, Article ID 540895, 5 Pages, 2009. [On-line]. [Scopus] • C. B. Vishwakarma and R. Prasad, “Model reduction of SISO systems using modified pole clustering and Genetic Algorithm”, International Journal of Mathematical Modelling, Simulation and Applications (IJMMSA), Vol. 1, Issue. 4, October, pp. 459-465, October 2008. • C.B. Vishwakarma and R. Prasad, “Linear model order reduction using pole clustering and Genetic Algorithm”, International Journal of Applied Mathematics & Engineering Sciences, Vol. 3, No. 2, pp. 75-84, July – December 2009. • C. B. Vishwakarma and R. Prasad, “Systems simplification using pole clustering and factor division algorithm”, International Journal of Computer Science, Systems Engineering and Information Technology (Serial Publications), Vol. 3, No. 1, pp. 11-21, January-June 2010. • C.B Vishwakarma and R. Prasad, “Order Reduction using Modified Pole Clustering and Pade Approximations”, International Journal of Embedded Software and Open Source systems, Vol.1 , No. 1 , pp. 11-19, January-June 2011. ====NATIONAL JOURNALS=== • C.B. Vishwakarma and R. Prasad, “Order reduction using the advantages of differentiation method and factor division”, Indian Journal of Engineering & Materials Sciences, Niscair, New Delhi, Vol. 15, No. 6, pp. 447-451, December 2008. [SCI, Impact Factor:0.543] • C.B. Vishwakarma and R. Prasad, “Clustering method for reducing order of linear system using Pade approximation” IETE Journal of Research, Vol. 54, No. 5, pp. 323-327, September-October 2008. [SCI, Impact Factor: 0.829] • R. Prasad and C.B. Vishwakarma, “Linear model order reduction using Mihailov criterion and Cauer second form”, Journal of The Institution of Engineers (India), Kolkata, Vol. 90, pp. 18-21, December 2009. [Scopus] • C.B. Vishwakarma and R. Prasad, “Model order reduction using Polynomial derivatives and Genetic Algorithm”, Journal of Computer Science (JCS),Vol. 3, Issue. 3, pp. 1005-1011, March-April 2009.


Conference Proceedings

====CONFERENCES (International & National) ==== • Abha Kumari, C.B. Vishwakarma, “A renovated pole clustering for model order reduction”, IEEE conference on power electronics, control and automation (CPECA), Jamial Millia Islamia, 16-17 November, 2019. • Abha Kumari, C.B. Vishwakarma, “Order reduction of dynamic systems by using renovated pole clustering techniques”, IEEE Conference on Power Energy, Environment and Intelligent Control (PEEIC)”, GL Bajaj, Greater Noida, 18-19 October, 2019. • Namrta Sharma, C.B. Vishwakarma, “Dynamic System Simplification using pole clustering and continued fraction expansion method”, IEEE Conference on multimedia, signal processing and Communication Technologies (IMPACT), Aligarh Muslim University, 24-27 November, 2017. • Jay Singh, C.B. Vishwakarma, “SISO Method uisng Modified Pole Clustering and Simulated Aneealing Algorithm”, International Conference on Advancement in Energy, Drive and Control (ICAEDC-2017), I.T.S, Greater Noida, 7-8 April 2017. • Jay Singh, C.B. Vishwakarma and Kalyan Chattterjee, “Linear system reduction using pole clustering and improved pade approximations” International Conference, ICECIT-2013, Thapar University Patiala Punjab India, Proceeding, 4-5 Oct.2013, pp. 336-345. • Jay Singh, KalyanChatterjee, C.B. Vishwakarma, “Model order reduction using eigen algorithm”, 1st UPCON-ICEEE2015, Department of Electrical & Electronic Engg, Galgotias College of Engg& Technology, Greater Noida, 26-28 March 2015. • Jay Singh, Kalyan Chatterjee, C.B. Vishwakarma, “SISO method using improved modified pole clustering and genetic algorithm”, 1st UPCON-ICEEE2015, Department of Electrical & Electronic Engg, Galgotias College of Engg& Technology, Greater Noida, 26-28 March 2015. • Chandra Bhan Vishwakarma and R. Prasad, “Computational Experience using Routh Approximation in time domain”, Proc. International Conference on Computer Applications in Electrical Engineering, IIT, Roorkee, India, pp.232-236, Sept. 29- Oct. 1, 2005. • Chandra Bhan Vishwakarma and R. Prasad, “Biased Reduced Models by Modified Differentiation method in frequency domain”, Proc. International Conference on Recent Advances and Applications of Computer in Electrical Engineering (RACE- 2007), Engineering College Bikaner, Rajasthan, India, Vol.1, Serial-5, pp.27-29, March 24-25, 2007. • C. B. Vishwakarma and R. Prasad, “System Simplification using pole clustering and factor division algorithm”, CD-R Proc.International Conference on Trends and Advances in Computation and Engineering, Barkatullah University Institute of Technology, Bhopal. Feb 11-13, 2010. • C.B. Vishwakarma and R. Prasad, “Order Reduction of the Large-scale interval Systems using Routh approximants”, Proc. Joint International Conference & Applied System Research (ASR) and XXXIII National Systems Conference (NSC-2009), Dayalbag Educational Institute, Agra, Nov. 27-29, 2009. • C.B. Vishwakarma and R. Prasad, “Order Reduction of time domain models using Hankel matrix approach”, CD-R Proc 4th International Conference on Computer Applications in Electrical engineering –Recent Advances (CERA-2009), Indian Institute of Technology Roorkee, India, Feb 19-21, 2010 • Jay Singh, C.B.Vishwakarma, KalyanChattterjee, “An approach for System Reduction”, IEEE Sponsored National Conference on Energy, Power and Intelligent Control Systems, GCET Gr. Noida, 28th-29th March 2014, pp.43-44. • Jay Singh, KalyanChattterjee, C.B.Vishwakarma, “A Mixed Order Reduction Technique”, IEEE Sponsored National Conference on Energy, Power and Intelligent Control Systems, GCET Gr. Noida, 28th-29th March 2014, pp.42-43. • Chandra Bhan Vishwakarma and R. Prasad, “Use of Hankel matrix for reduced order modeling”, Proc. National Conference on Current Trends, Institute of Technology, Nirma University, Ahemdabad, pp.392-395, Nov. 30- Dec. 2, 2006. • C.B. Vishwakarma and R. Prasad, “Order Reduction using Factor Division Algorithm and Polynomial Derivatives”, Proc. National Conference on Control and Instrumentation (NCCI-2007), National Institute of Technology, Kurukshetra, pp. 8-11, December 29-30, 2007. • C.B. Vishwakarma and R. Prasad, “Biased reduced order modeling of large-scale SISO system using differentiation technique”, Proc. National conference on Scenario of Electrical Power in India opportunities & Challenges at ShriShankaracharya College of Engg. & Tech, Bhillai. , Nagpur, pp.46-51, October 26-27, 2007. • C.B.Vishwakarma and R. Prasad, “System modelling using improved Pade approximation and differentiation technique”, Proc. National Conference on IT Research and Applications, Maharaja Agrasen Institute of Management and Technology, Jagadhary, Haryana , pp.64-67, November 16-18, 2007. • C.B. Vishwakarma & R. Prasad, “Systems Simplification using Pole Grouping Method”, Proc. IEEE National Conference on Applications of Intelligent Systems (AIS-2008), Hindu College of Engineering, Haryana, pp.3-6, March 13-15, 2008. • C.B. Vishwakarma and R. Prasad, “Reduced order modelling using pole clustering and Cauer second form”, CD-R Proc. National Conference on Recent Advances in Electrical Engineering, RAEE-2008, National Institute of Technology, Hamirpur, December 26-27, 2008. • C.B. Vishwakarma and R. Prasad, “Reduced order modelling using Mihailov criterion and Genetic Algorithm”, CD-R, Proc. XXXII National Systems Conference, (NSC-2008), Indian Institute of Technology, Roorkee, India, pp.566-570, December 17-19, 2008. • C.B. Vishwakarma and R. Prasad, “Optimization based reduced order modelling using dominant pole retention”, Proc. 4th -National Conference on Machine Intelligence. (NCMI- 2008), Haryana College of Engineering, August 22-23, pp. 6-10, 2008. • C.B. Vishwakarma and R. Prasad, “System reduction using modified pole clustering ad Pade approximation”, CD-R, Proc. XXXII National Systems Conference ,NSC- 2008, Indian Institute of Technology Roorkee, India, pp.592-596. December 17- 19, 2008.