Reckoning of time-velocity of change particle activated by time-dependent Cosine function external force in motion into uniform magnetic field
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Abstract
This research aimed to show the method of the time-dependent velocity of change particle +qc in y axes and time-dependent velocity of change particle +qcin z axes. In which electrically charged particles are stimulated by external Cosine forces to move within an area with a magnetic field. Electrically charged particles are stimulated by external Cosine forces to move in the presence of a magnetic field. We can use technique method of variation of parameters and use technique integration by parts calculate the time-dependent velocity of charged particles. The magnetic field is constant at all times. The research results show that the time-dependent velocity of charged particles +qc in y axes and z axes moving in a magnetic field has an oscillating motion similar to a wave group.
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References
วุทธิพันธุ์ ปรัชญพฤทธิ์, และสุวรรณ คูสำราญ. (2548). ฟิสิกส์(แม่เหล็กไฟฟ้า) (น. 154-165). โครงการตำราวิทยาศาสตร์และคณิตศาสตร์มูลนิธิ สอวน.:มูลนิธิส่งเสริมโอลิมปิกวิชาการและพัฒนามาตรฐานวิทยาศาสตร์ศึกษา.
สมพงษ์ ใจดี. (2543). ฟิสิกส์ มหาวิทยาลัย 3 (น. 348-360). กรุงเทพฯ: สำนักพิมพ์จุฬาลงกรณ์มหาวิทยาลัย.
Atamp, A. (1990). Introduction to classical mechanics (pp.336-340). United States America: Prentice-Hall.
Riley, K.F., & Hobson, M.P. (2006). Mathematical Methods for Physics and Engineering. (3th ed.). New York: Cambridge University Press.
Goldstein, P.S., (2002). Classical Mechanics (3th ed., pp. 265-271). United States America: Prentice-Hall.
David, J. G. (1999). Introduction to electrodynamics (3th ed., pp.392-402). New Jersey: Prentice-Hall International, Inc.
Murray, R.S., & John, L. (1999). Mathematical Handbook of Formulas and Tables (2rd ed., pp. 46-97). New York: Mcgraw-hill New York.
Wang, Y., & Hezabr A. (2023). Knowledge Analysis of Charged Particle Motion in Uniform Electromagnetic Field Based on Maxwell Equation. Applied Mathematics and Nonlinear Sciences. 8(1). 1539-1550.
Dubik A., & Malachowski, M.J. (2021). Basic features of a charged particle dynamics in a laser beam with staticaxial magnetic field. OPTO−ELECTRONICS REVIEW. 17(4).
Wanaek, A., & Hutem, A. (2023). Calculation of Time-dependent Angular Displacement Angular Velocity and Tension Force of Particle in the Pendulum Motion under Air Resistance Force and Cosine External Force. Journal of Earth Science, Astronomy and Space, 6(1), 14-28.
Kuaykaew, S., Kerdmee, S., Banyenugam, P., Moonsri, P., & Hutem, A. (2016). The AnalyticalDescription of Projectile Motion of Cricket Ball in a Linear Resisting Medium the Storm Force. Applied Mechanics and Materials, 855, 188-191.
Hutem, A., & Masoongnoen, N. (2021). SOLVE THE SERIES OF RLC CIRCUIT VIA THE TIME-DEPENDENT VOLTAGE SINE FUNCTION USING WRONSKIAN’S OF DIFFERENTIAL EQUATION. PSRU Journal of Science and Technology, 6(2), 22-35.
Hutem, A., & Masoongnoen, N., (2022). The studying the behavior of the electric charge, electric field, and electric potential of the virtual-conductor under the volume charge density. Journal of Earth Science, Astronomy and Space, 5(1), 66-77.
Hutem, A. (2023). Calculation of the time-dependent velocity and displacement of particle move under time-dependent external force of damping oscillation. Journal of Science and Technology CRRU, 2(1), 1-7.
Saptip, C., Moonsri, P., & Hutem, A. (2021). Calculation of displacement and velocity of particle perturbation by time-dependent external force of cosine and sine function. Journal of Science and Technology Phetchabun Rajabhat University, 1(2), 1-7.