Some Features of Plasma Bunches Throwing to Hypervelocities in a Magnetoplasma Accelerator
In this article, we consider some features of plasma bunches throwing in a rail electromagnetic accelerator [magnetoplasma accelerator (MPA)] associated with the limitation of experimentally achieved muzzle velocity compared to the theoretically expected one. The problem is considered from two point...
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Veröffentlicht in: | IEEE transactions on plasma science 2020-05, Vol.48 (5), p.1279-1282 |
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description | In this article, we consider some features of plasma bunches throwing in a rail electromagnetic accelerator [magnetoplasma accelerator (MPA)] associated with the limitation of experimentally achieved muzzle velocity compared to the theoretically expected one. The problem is considered from two points of view: 1) based on a qualitative study of the equations of the 1-D flow of an ideal conductive gas in an electromagnetic field and 2) from the point of view of accelerating a current bridge with lumped parameters. It is shown that the results of the qualitative studies of the steady-state gas flow equations are not applicable to the case of plasma bunches throwing in pulsed MPAs since the theory assumes a continuous effect, in particular of an electromagnetic field, on conductive gas over the entire length of the device. Using a model of the moving current bridge, implying that the current flows only in a narrow current layer (plasma piston), which allows us to accurately reflect the process of its throwing in an MPA until the plasma piston remains compact. Stratification of the plasma piston and secondary breakdowns in the space between the accelerator breech and the piston lead to the cessation of the acceleration process and the transition of the process described by the model similar to the steady-state flow model. |
doi_str_mv | 10.1109/TPS.2020.2986080 |
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The problem is considered from two points of view: 1) based on a qualitative study of the equations of the 1-D flow of an ideal conductive gas in an electromagnetic field and 2) from the point of view of accelerating a current bridge with lumped parameters. It is shown that the results of the qualitative studies of the steady-state gas flow equations are not applicable to the case of plasma bunches throwing in pulsed MPAs since the theory assumes a continuous effect, in particular of an electromagnetic field, on conductive gas over the entire length of the device. Using a model of the moving current bridge, implying that the current flows only in a narrow current layer (plasma piston), which allows us to accurately reflect the process of its throwing in an MPA until the plasma piston remains compact. 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The problem is considered from two points of view: 1) based on a qualitative study of the equations of the 1-D flow of an ideal conductive gas in an electromagnetic field and 2) from the point of view of accelerating a current bridge with lumped parameters. It is shown that the results of the qualitative studies of the steady-state gas flow equations are not applicable to the case of plasma bunches throwing in pulsed MPAs since the theory assumes a continuous effect, in particular of an electromagnetic field, on conductive gas over the entire length of the device. Using a model of the moving current bridge, implying that the current flows only in a narrow current layer (plasma piston), which allows us to accurately reflect the process of its throwing in an MPA until the plasma piston remains compact. Stratification of the plasma piston and secondary breakdowns in the space between the accelerator breech and the piston lead to the cessation of the acceleration process and the transition of the process described by the model similar to the steady-state flow model.</description><subject>Acceleration</subject><subject>Electromagnetic fields</subject><subject>Electromagnetics</subject><subject>Electromagnetism</subject><subject>Equilibrium flow</subject><subject>Flow equations</subject><subject>Gas flow</subject><subject>Magnetohydrodynamics</subject><subject>Magnetoplasma accelerator (MPA)</subject><subject>Mathematical model</subject><subject>Mathematical models</subject><subject>model of moving current bridge</subject><subject>muzzle velocity limitation</subject><subject>Pistons</subject><subject>Plasma</subject><subject>plasma bunch</subject><subject>Plasmas</subject><subject>Plasmas (physics)</subject><subject>Rails</subject><subject>sound plasma speed</subject><subject>stationary flow model</subject><subject>Steady state models</subject><subject>Throwing</subject><issn>0093-3813</issn><issn>1939-9375</issn><fulltext>true</fulltext><rsrctype>article</rsrctype><creationdate>2020</creationdate><recordtype>article</recordtype><sourceid>RIE</sourceid><recordid>eNo9kE1Lw0AQhhdRsFbvgpeA59TZj3zssRZrhYqF1ouXZbuZbVPSbN1NlP57U1I8DbzzvDPwEHJPYUQpyKfVYjliwGDEZJ5CDhdkQCWXseRZckkGAJLHPKf8mtyEsAOgIgE2IF9Lt8doirppPYbI2WhR6bDX0XNbm22XrLbe_Zb1JmpcNDse0P9g5UzZlN2urCMdvetNjY079LWxMVih143zt-TK6irg3XkOyef0ZTWZxfOP17fJeB4bJmkT65SnRmtMmOGFsLAGKxKkGmmeJpJCYYEig3VCdUGzE6SzzIpc58itgIIPyWN_9-Ddd4uhUTvX-rp7qZgASpnIct5R0FPGuxA8WnXw5V77o6KgTgZVZ1CdDKqzwa7y0FdKRPzHJWQJSwX_A4k_bRA</recordid><startdate>20200501</startdate><enddate>20200501</enddate><creator>Plekhanov, Alexander V.</creator><general>IEEE</general><general>The Institute of Electrical and Electronics Engineers, Inc. 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The problem is considered from two points of view: 1) based on a qualitative study of the equations of the 1-D flow of an ideal conductive gas in an electromagnetic field and 2) from the point of view of accelerating a current bridge with lumped parameters. It is shown that the results of the qualitative studies of the steady-state gas flow equations are not applicable to the case of plasma bunches throwing in pulsed MPAs since the theory assumes a continuous effect, in particular of an electromagnetic field, on conductive gas over the entire length of the device. Using a model of the moving current bridge, implying that the current flows only in a narrow current layer (plasma piston), which allows us to accurately reflect the process of its throwing in an MPA until the plasma piston remains compact. 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subjects | Acceleration Electromagnetic fields Electromagnetics Electromagnetism Equilibrium flow Flow equations Gas flow Magnetohydrodynamics Magnetoplasma accelerator (MPA) Mathematical model Mathematical models model of moving current bridge muzzle velocity limitation Pistons Plasma plasma bunch Plasmas Plasmas (physics) Rails sound plasma speed stationary flow model Steady state models Throwing |
title | Some Features of Plasma Bunches Throwing to Hypervelocities in a Magnetoplasma Accelerator |
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