Modeling of the Electrical Properties of a Solar Cell with Many Nano-hetero Junctions
( Pp. 70-77)
More about authors
Imamov Erkin Z.
Ташкентский университет информационных технологий имени Мухаммеда аль-Хорезмий (ТУИТ) Министерства по развитию информационных технологий и коммуникаций Республики Узбекистан
г. Ташкент, Республика Узбекистан Muminov Ramizulla A.
Физико-технический институт Научно-производственного объединения «Физика-Солнце» Академии наук Республики Узбекистан
г. Ташкент, Республика Узбекистан Rakhimov Rustam Kh. Doctor of Engineering; Head at the Laboratory No. 1; Institute of Materials Science of the SPA “Physics-Sun” of the Academy of Sciences of the Republic of Uzbekistan; Institute of Renewable Energy Sources
Institute of Materials Science of the SPA “Physics-Sun” of the Academy of Science of Uzbekistan
Tashkent, Republic of Uzbekistan Karimov Khasan N. Department of Physics
Tashkent University of Information Technologies named after Muhammad al-Khwarizmi (TUIT) of the Ministry for Development of Information Technologies and Communications of the Republic of Uzbekistan
Tashkent, Republic of Uzbekistan Askarov Mardon A.
Каракалпакский государственный университет имени Бердаха Министерства высшего и среднего специального образования Республики Узбекистан
г. Нукус, Республика Каракалпакстан, Республика Узбекистан
Ташкентский университет информационных технологий имени Мухаммеда аль-Хорезмий (ТУИТ) Министерства по развитию информационных технологий и коммуникаций Республики Узбекистан
г. Ташкент, Республика Узбекистан Muminov Ramizulla A.
Физико-технический институт Научно-производственного объединения «Физика-Солнце» Академии наук Республики Узбекистан
г. Ташкент, Республика Узбекистан Rakhimov Rustam Kh. Doctor of Engineering; Head at the Laboratory No. 1; Institute of Materials Science of the SPA “Physics-Sun” of the Academy of Sciences of the Republic of Uzbekistan; Institute of Renewable Energy Sources
Institute of Materials Science of the SPA “Physics-Sun” of the Academy of Science of Uzbekistan
Tashkent, Republic of Uzbekistan Karimov Khasan N. Department of Physics
Tashkent University of Information Technologies named after Muhammad al-Khwarizmi (TUIT) of the Ministry for Development of Information Technologies and Communications of the Republic of Uzbekistan
Tashkent, Republic of Uzbekistan Askarov Mardon A.
Каракалпакский государственный университет имени Бердаха Министерства высшего и среднего специального образования Республики Узбекистан
г. Нукус, Республика Каракалпакстан, Республика Узбекистан
Abstract:
The growth parameters, optimal electro physical and optical properties that ensure sufficiently high rates of conversion of solar radiation into electricity and a predictable and controlled nature of the efficiency value are determined by computer modeling of a semi-phenomenological model of a heterocontact structure and its volt-ampere characteristics.
How to Cite:
Imamov E.Z., Muminov R.A., Rakhimov R.K., Karimov K.N., Askarov M.A., (2022), MODELING OF THE ELECTRICAL PROPERTIES OF A SOLAR CELL WITH MANY NANO-HETERO JUNCTIONS. Computational Nanotechnology, 4 => 70-77.
Reference list:
Rifkin J. If there is no more oil... Who will lead the global energy revolution The hydrogen economy: The creation of the world-wide energy web and the redistribution of power on earth. Moscow: Secret of the Firm, 2006. 416 p. ISBN: 5-98888-004-5.
Kozlov S.I. Hydrogen energy: Current state, problems, prospects. Moscow: Gazprom VNIIGAZ, 2009. 520 p. ISBN: 5-89754-062-4.
Kuzyk B.N., Yakovets Yu.V. Russia: The strategy of transition to hydrogen energy. Moscow: Institute of Economic Strategies, 2007. 400 p. ISBN: 978-5-93618-110-8.
Ametistova E.V. Under the general editorship of the corresponding member. In 2 vols. Vol. 1: Fundamentals of modern energy. Prof. A.D. Trukhnia (ed.) Moscow: Publishing House of MEI, 2008. ISBN: 978-5-383-00162-2.
Rezvanov R. Russia in the global hydrogen market // Business Economic Magazine Invest-Foresight (March 30, 2021).
Imamov E.Z., Muminov R.A., Jalalov T.A., Karimov Kh.N. Ilmiy xabarnoma // Scientific Bulletin. 2019. No. 1. Pp. 25-27.
Imamov E.Z., Muminov R.A., Jalalov T.A. et al. // Uzbek Journal of Physics. 2019. No. 3. Pp. 173-179.
Imamov E.Z., Muminov R.A., Jalalov T.A., Karimov Kh.N. // Physics of Semiconductors and Microelectronics. 2019. No. 4. Pp. 14-21.
Imamov E.Z., Muminov R.A., Rakhimov R.Kh. // Scientific-technical Journal (STJ FerPI). 2020. Vol. 24. No. 5. Pp. 31-36.
Imamov E.Z., Muminov R.A. Rakhimov R.Kh. Analysis of the efficiency of a solar cell with nano-dimensional hetero transitions // Computational Nanotechnology. 2021. No. 4. Pp. 47-56.
Ledentsov N.N., Ustinov V.M., Shchukin V.A. et al. Heterostructures with quantum dots: Production, properties, lasers. FTP. 1998. Vol. 32. No. 4. Pp. 385-410. (In Rus.)
Prigozhin I.R., Stengers I. Time, chaos, quantum. To solve the paradox of time M., 2000.
Haken H. Synergetics. Springer, Berlin-Heidelberg, 1997.
Sun B., Findikoglu A.T., Sykora M. et al. Hybrid photovoltaics based on semiconductor nanocrystals and amorphous silicon // Nano Lett. 2009. Vol. 9. No. 3. Pp. 1235-1241.
Stancu V., Pentia E., Goldenblum A. et al. // Romanian Journal of Information Science and Technology. 2007. Vol. 10. No. 1. Rp. 53-66.
Shendrey K., Gomulya V., Yarema M. et al. Nanocrystalline PbS solar cells with high efficiency and fill factor. Appl. Phys. Lett. 2010. No. 97. P. 203501. (In Rus.)
Tsoi B. Patent in the Eurasian Patent Office. EP2405487 A1. 30.08.2012.
Tsoi B. Patent in the World Intellectual Property Organization. № WO 2011/040838 A2 04.07.2011.
Gremenok V.F., Tivanov M.S., Zalessky V.B. Solar cells based on semiconductor materials. Minsk: Publishing House of the BSU Center, 2007. P. 222.
Pikus G.E. Fundamentals of the theory of semiconductor devices. Moscow: Nauka, 1965. 448 p.
Zimin S.P. Gorlachev E.S. Nanostructured lead chalcogenides. Yaroslavl: YarSU, 2011. 232 p. ISBN: 978-5-8397-0861-7.
Kozlov S.I. Hydrogen energy: Current state, problems, prospects. Moscow: Gazprom VNIIGAZ, 2009. 520 p. ISBN: 5-89754-062-4.
Kuzyk B.N., Yakovets Yu.V. Russia: The strategy of transition to hydrogen energy. Moscow: Institute of Economic Strategies, 2007. 400 p. ISBN: 978-5-93618-110-8.
Ametistova E.V. Under the general editorship of the corresponding member. In 2 vols. Vol. 1: Fundamentals of modern energy. Prof. A.D. Trukhnia (ed.) Moscow: Publishing House of MEI, 2008. ISBN: 978-5-383-00162-2.
Rezvanov R. Russia in the global hydrogen market // Business Economic Magazine Invest-Foresight (March 30, 2021).
Imamov E.Z., Muminov R.A., Jalalov T.A., Karimov Kh.N. Ilmiy xabarnoma // Scientific Bulletin. 2019. No. 1. Pp. 25-27.
Imamov E.Z., Muminov R.A., Jalalov T.A. et al. // Uzbek Journal of Physics. 2019. No. 3. Pp. 173-179.
Imamov E.Z., Muminov R.A., Jalalov T.A., Karimov Kh.N. // Physics of Semiconductors and Microelectronics. 2019. No. 4. Pp. 14-21.
Imamov E.Z., Muminov R.A., Rakhimov R.Kh. // Scientific-technical Journal (STJ FerPI). 2020. Vol. 24. No. 5. Pp. 31-36.
Imamov E.Z., Muminov R.A. Rakhimov R.Kh. Analysis of the efficiency of a solar cell with nano-dimensional hetero transitions // Computational Nanotechnology. 2021. No. 4. Pp. 47-56.
Ledentsov N.N., Ustinov V.M., Shchukin V.A. et al. Heterostructures with quantum dots: Production, properties, lasers. FTP. 1998. Vol. 32. No. 4. Pp. 385-410. (In Rus.)
Prigozhin I.R., Stengers I. Time, chaos, quantum. To solve the paradox of time M., 2000.
Haken H. Synergetics. Springer, Berlin-Heidelberg, 1997.
Sun B., Findikoglu A.T., Sykora M. et al. Hybrid photovoltaics based on semiconductor nanocrystals and amorphous silicon // Nano Lett. 2009. Vol. 9. No. 3. Pp. 1235-1241.
Stancu V., Pentia E., Goldenblum A. et al. // Romanian Journal of Information Science and Technology. 2007. Vol. 10. No. 1. Rp. 53-66.
Shendrey K., Gomulya V., Yarema M. et al. Nanocrystalline PbS solar cells with high efficiency and fill factor. Appl. Phys. Lett. 2010. No. 97. P. 203501. (In Rus.)
Tsoi B. Patent in the Eurasian Patent Office. EP2405487 A1. 30.08.2012.
Tsoi B. Patent in the World Intellectual Property Organization. № WO 2011/040838 A2 04.07.2011.
Gremenok V.F., Tivanov M.S., Zalessky V.B. Solar cells based on semiconductor materials. Minsk: Publishing House of the BSU Center, 2007. P. 222.
Pikus G.E. Fundamentals of the theory of semiconductor devices. Moscow: Nauka, 1965. 448 p.
Zimin S.P. Gorlachev E.S. Nanostructured lead chalcogenides. Yaroslavl: YarSU, 2011. 232 p. ISBN: 978-5-8397-0861-7.
Keywords:
presumably catastrophic growth, greenhouse effect, carbon dioxide, volt-ampere characteristic, mathematical modeling.
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