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Govind Ballabh Pant University of Agriculture and Technology, Pantnagar

After independence, development of the rural sector was considered the primary concern of the Government of India. In 1949, with the appointment of the Radhakrishnan University Education Commission, imparting of agricultural education through the setting up of rural universities became the focal point. Later, in 1954 an Indo-American team led by Dr. K.R. Damle, the Vice-President of ICAR, was constituted that arrived at the idea of establishing a Rural University on the land-grant pattern of USA. As a consequence a contract between the Government of India, the Technical Cooperation Mission and some land-grant universities of USA, was signed to promote agricultural education in the country. The US universities included the universities of Tennessee, the Ohio State University, the Kansas State University, The University of Illinois, the Pennsylvania State University and the University of Missouri. The task of assisting Uttar Pradesh in establishing an agricultural university was assigned to the University of Illinois which signed a contract in 1959 to establish an agricultural University in the State. Dean, H.W. Hannah, of the University of Illinois prepared a blueprint for a Rural University to be set up at the Tarai State Farm in the district Nainital, UP. In the initial stage the University of Illinois also offered the services of its scientists and teachers. Thus, in 1960, the first agricultural university of India, UP Agricultural University, came into being by an Act of legislation, UP Act XI-V of 1958. The Act was later amended under UP Universities Re-enactment and Amendment Act 1972 and the University was rechristened as Govind Ballabh Pant University of Agriculture and Technology keeping in view the contributions of Pt. Govind Ballabh Pant, the then Chief Minister of UP. The University was dedicated to the Nation by the first Prime Minister of India Pt Jawaharlal Nehru on 17 November 1960. The G.B. Pant University is a symbol of successful partnership between India and the United States. The establishment of this university brought about a revolution in agricultural education, research and extension. It paved the way for setting up of 31 other agricultural universities in the country.

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  • ThesisItemOpen Access
    A Study of quaternionic quantized Proca-Maxwell equations
    (G.B. Pant University of Agriculture and Technology, Pantnagar, District Udham Singh Nagar, Uttarakhand. PIN - 263145, 2022-09) Gwasikoti, Sumit Kumar; Chanyal, B.C.
    Under this work, we develop the quantum formulation of Proca-Maxwell equations of dyon using quaternionic algebra. The quaternionic algebra is regarded as the four dimensional norm division algebra called as hypercomplex algebra which contains real and imaginary part. The four potential, four current and four fields of dyons are expressed in quaternionic form. We establish an expression for the quaternionic quantized electromagnetic fields of dyon. The quantum Lorenz gauge condition is obtained for the generalized electromagnetic fields of dyon. An approximate relation is expressed for the classical electromagnetic field vector from the quantum electromagnetic field vector. We deduce a set of quaternionic quantized Proca-Maxwell equations for dyon. We express the quaternionic quantized wave equation for dyon which represents an analogous of Klein-Gordon equation. We discuss the quaternionic form of quantized electromagnetic wave equations and the quantum continuity equation for dyon. We have checked the duality invariance for the quantized Proca-Maxwell equations and wave equation for dyon. Hence, it has shown that the quaternionic quantized Proca-Maxwell equations and wave equations are duality invariant. We also discuss the quaternionic formulation of quantized electromagnetic energy for dyon. As such, the Poynting theorem for the field equations of dyon has been developed. As a result, we have concluded that the quaternionic formalism is a simple, compact and preferable way to represent the quantum analogue of generalized electromagnetic field, Proca-Maxwell equations and wave equations of dyon.