I E Irodov Electrodynamics (Motion of Charged Particles in Electric and Magnetic Fields) Q. 3.399
I E Irodov Electrodynamics (Motion of Charged Particles in Electric and Magnetic Fields)
Motion of Charged Particles in Electric and Magnetic Fields is significant from the perspective of scoring high in IIT JEE. 2 to 3 questions asked every year in the JEE Main exam from Motion of Charged Particles in Electric and Magnetic Fields. IE Irodov Motion of Charged Particles in Electric and Magnetic Fields will be of great help to the IIT JEE students.
Q. 3.399 Since the period of revolution of electrons in a uniform magnetic field rapidly increases with the growth of energy, a cyclotron is unsuitable for their acceleration. This drawback is rectified in a microtron (Fig. 3.105) in which a change ΔT in the period of revolution of an electron is made multiple with the period of accelerating field T0. How many times has an electron to cross the accelerating gap of microtron to acquire an energy W = 4.6 MeV if ΔT = T0, the magnetic induction is equal to B = 107 mT, and the frequency of accelerating field to v = 3000MHz.
Complete I E Irodov Electrodynamics (Motion of Charged Particles in Electric and Magnetic Fields) Q 3.399 Video Solution -
Indian & NRI students who wish to take admission in top engineering colleges in India, Knowing the important topics of the latest JEE Main, weightage of Motion of Charged Particles in Electric and Magnetic Fields video solutions will help Indian & NRI students prepare faster and score more.
If any of your questions are unanswered please ask your questions below in the comment box. We will give you the solutions to your questions.
Electrodynamics
Electrodynamics is defined as the branch of mechanics dealing with the interaction of the electric current with magnetic fields or other electrical currents.
Electrodynamics is a foundational theory that every physics student and electrical engineering student knows well. The subject starts with writing Maxwell's equations and the constitutive relationships between the various fields, but even here there is a multitude of materials in which the theory can be applied, and surprising new phenomena can be found within the confines of ordinary classical electrodynamics.
Motion of Charged Particles in Electric and Magnetic Fields
In the electric and magnetic field the motion of a charged particle. In the event of a charge movement in a magnetic field, the magnetic force is perpendicular to the particle velocity.
The perpendicular force, q v × B, acts as a centripetal force, producing a perpendicular circular motion to the magnetic field.
Magnetic fields are also used for both research and medical purposes to direct the motion of charged particles in accelerators. The orbiting motion of charges in a magnetic field acts as the basis for determining an atom's mass.
Important Motion of Charged Particles in Electric and Magnetic Fields Field You Should Not Miss:
I E Irodov Topics Of Motion of Charged Particles in Electric and Magnetic Fields | I E Irodov Solutions |
I E Irodov Electrodynamics (Motion of Charged Particles in Electric and Magnetic Fields) Q. 3.378 | Video Solutions |
I E Irodov Electrodynamics (Motion of Charged Particles in Electric and Magnetic Fields) Q. 3.382 | Video Solutions |
I E Irodov Electrodynamics (Motion of Charged Particles in Electric and Magnetic Fields) Q. 3.386 | Video Solutions |
I E Irodov Electrodynamics (Motion of Charged Particles in Electric and Magnetic Fields) Q. 3.396 | Video Solutions |
Important Topics Covered in Electrodynamics IE Irodov:
In electrodynamic equations, the Coulomb constant, the electric force constant, or the electrostatic constant (denoted ke, k, or K), is a constant of proportionality. The value of this constant depends on the medium where the objects being charged are immersed in.
Following topics are covered in I E Irodov solutions:
I E Irodov Topics | I E Irodov Solutions |
Constant Electric Field in Vacuum | Video Solutions |
Conductors and Dielectrics in an Electric Field | Video Solutions |
Electric Capacitance and Energy of an Electric Field | Video Solutions |
Electric Current | Video Solutions |
Constant Magnetic Field and Magnetics | Video Solutions |
Electromagnetic Induction and Maxwell's Equations | Video Solutions |
Important IE Irodov Video Solutions You Should Not Miss:
- Physical Fundamentals of Mechanics
- Thermodynamics and Molecular Physics
- Oscillations and Waves
- Optics
- Atomic and Nuclear Physics
Useful JEE Main Links You Should Not Miss:
JEE Details You Should Not Miss:
JEE Coaching Centers: