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Two charges +Q each r fixed at x = -a & x = +a..... A particle of mass m & charge -q placed at origin is given a small displacement along y- axis ... Find time period of S.H.M.???ppz expln..!!!
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Two charges +Q each r fixed at x = -a & x = +a..... A particle of mass...
It is one of the best questions of electrstatsBoth +q charge will apply force on -q charge The resultant force will pull it towards the originHence the charge comes to origin but due to inertiaIt keeps moving and goes in -Y axis Again +q charges apply force and this continues Hence -q charge starts doing shm on y axis
Community Answer
Two charges +Q each r fixed at x = -a & x = +a..... A particle of mass...
Given Information:
- Two charges +Q each fixed at x = -a & x = +a
- A particle of mass m and charge -q placed at the origin
- Particle given a small displacement along the y-axis
Analysis:
- The system forms a simple harmonic motion (S.H.M.) due to the coulombic force between the charges and the charge of the particle
- The restoring force acting on the particle is proportional to the displacement from equilibrium position
Calculating Time Period of S.H.M.:
- The net force on the particle is due to the electric force between the particle and the charges
- The force can be calculated using Coulomb's law and considering the equilibrium position as the point where the net force is zero
- The restoring force can be calculated using the principle of superposition of forces
- By equating the restoring force to the force constant times the displacement, we can determine the angular frequency of the S.H.M.
- The time period of the S.H.M. can be calculated using the formula T = 2π/ω
Conclusion:
- By analyzing the system of charges and the particle, we can determine the time period of the simple harmonic motion induced by the electrostatic forces
- The time period of the S.H.M. gives us information about the oscillatory behavior of the particle along the y-axis due to the forces acting on it
- Two charges +Q each fixed at x = -a & x = +a
- A particle of mass m and charge -q placed at the origin
- Particle given a small displacement along the y-axis
Analysis:
- The system forms a simple harmonic motion (S.H.M.) due to the coulombic force between the charges and the charge of the particle
- The restoring force acting on the particle is proportional to the displacement from equilibrium position
Calculating Time Period of S.H.M.:
- The net force on the particle is due to the electric force between the particle and the charges
- The force can be calculated using Coulomb's law and considering the equilibrium position as the point where the net force is zero
- The restoring force can be calculated using the principle of superposition of forces
- By equating the restoring force to the force constant times the displacement, we can determine the angular frequency of the S.H.M.
- The time period of the S.H.M. can be calculated using the formula T = 2π/ω
Conclusion:
- By analyzing the system of charges and the particle, we can determine the time period of the simple harmonic motion induced by the electrostatic forces
- The time period of the S.H.M. gives us information about the oscillatory behavior of the particle along the y-axis due to the forces acting on it
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Two charges +Q each r fixed at x = -a & x = +a..... A particle of mass m & charge -q placed at origin is given a small displacement along y- axis ... Find time period of S.H.M.???ppz expln..!!!
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Two charges +Q each r fixed at x = -a & x = +a..... A particle of mass m & charge -q placed at origin is given a small displacement along y- axis ... Find time period of S.H.M.???ppz expln..!!! for NEET 2024 is part of NEET preparation. The Question and answers have been prepared according to the NEET exam syllabus. Information about Two charges +Q each r fixed at x = -a & x = +a..... A particle of mass m & charge -q placed at origin is given a small displacement along y- axis ... Find time period of S.H.M.???ppz expln..!!! covers all topics & solutions for NEET 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Two charges +Q each r fixed at x = -a & x = +a..... A particle of mass m & charge -q placed at origin is given a small displacement along y- axis ... Find time period of S.H.M.???ppz expln..!!!.
Two charges +Q each r fixed at x = -a & x = +a..... A particle of mass m & charge -q placed at origin is given a small displacement along y- axis ... Find time period of S.H.M.???ppz expln..!!! for NEET 2024 is part of NEET preparation. The Question and answers have been prepared according to the NEET exam syllabus. Information about Two charges +Q each r fixed at x = -a & x = +a..... A particle of mass m & charge -q placed at origin is given a small displacement along y- axis ... Find time period of S.H.M.???ppz expln..!!! covers all topics & solutions for NEET 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Two charges +Q each r fixed at x = -a & x = +a..... A particle of mass m & charge -q placed at origin is given a small displacement along y- axis ... Find time period of S.H.M.???ppz expln..!!!.
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