Zobrazeno 1 - 5
of 5
pro vyhledávání: '"Nilam Ramaiya"'
Micro-particle injection experiments in ADITYA-U tokamak using an inductively driven pellet injector
Autor:
Sambaran Pahari, Rahulnath P.P., Aditya Nandan Savita, Pradeep Kumar Maurya, Saroj Kumar Jha, Neeraj Shiv, Raghavendra K., Harsh Hemani, Belli Nagaraju, Sukantam Mahar, Manmadha Rao, I.V.V. Suryaprasad, U.D. Malshe, J. Ghosh, B.R. Doshi, Prabal Kumar Chattopadhyay, R.L. Tanna, K.A. Jadeja, K.M. Patel, Rohit Kumar, Tanmay Macwan, Harshita Raj, S. Aich, Kaushlender Singh, Suman Dolui, D. Kumawat, M.N. Makwana, K.S. Shah, Shivam Gupta, V. Balakrishnan, C.N. Gupta, Swadesh Kumar Patnaik, Praveenlal Edappala, Minsha Shah, Bhavesh Kadia, Nandini Yadava, Kajal Shah, G. Shukla, M.B. Chowdhuri, R. Manchanda, Nilam Ramaiya, Manoj Kumar, Umesh Nagora, Varsha S., S.K. Pathak, Kumudni Asudani, Paritosh Chaudhuri, P.N. Maya, Rajiv Goswami, A. Sen, Y.C. Saxena, R. Pal, S. Chaturvedi
Publikováno v:
Nuclear Fusion, Vol 64, Iss 5, p 056007 (2024)
A first-of-its-kind, inductively driven micro-particle (Pellet) accelerator and injector have been developed and operated successfully in ADITYA-U circular plasma operations, which may ably address the critical need for a suitable disruption control
Externí odkaz:
https://doaj.org/article/b4fbf6aa91dc4b888321d7f60c0fcdf1
Autor:
Motoshi Goto, Nilam Ramaiya
Publikováno v:
Symmetry, Vol 13, Iss 2, p 297 (2021)
We have developed an atomic model for calculating the polarization state of the Lyman-α line in plasma caused by anisotropic electron collision excitations. The model assumes a nonequilibrium state of the electron temperature between the directions
Externí odkaz:
https://doaj.org/article/c68ab128fb4c493e8c2eba9808ce918e
Autor:
Nilam Ramaiya, Motoshi Goto
Publikováno v:
Symmetry
Volume 13
Issue 2
Symmetry, Vol 13, Iss 297, p 297 (2021)
Volume 13
Issue 2
Symmetry, Vol 13, Iss 297, p 297 (2021)
We have developed an atomic model for calculating the polarization state of the Lyman-α line in plasma caused by anisotropic electron collision excitations. The model assumes a nonequilibrium state of the electron temperature between the directions