So the forces acting on these charges have to be compared. Is it so? The famous formula meant to know about the force acting on a moving charged particle entering into a magnetic field is given as F = B q v sin@ Here @ is the angle inclined by the moving particle with the magnetic field.
In the first case @ = 90 deg. As sin90 = 1 the force is Bqv.
In second case @ = 30 deg. As sin 30 = 1/2 the force is 1/2 Bqv.
Hence the force on the latter will be half of that on the earlier one.
if charge particle is in motion ,then it has magnetic field
A magnetic field is caused by flowing currents, but the field lines are not directly related to the flow of electrons or other charged particles. They are simply an abstraction that tells you where the magnetic attraction is strongest, and in what direction it goes.
Charged particles are attracted to magnetic fields, and therefore are attracted to the magnetic poles of the Earth.
The Magnetosphere attracts charged particles emitted form the sun.
Yes Jupiter does have aurorae. This is because Jupiter has a magnetic field that can attract the electrically charged particles emitted from the Sun, as well as the charged particles given off by Jupiter's volcanic moon, Io. The auroral emission is caused by electrically charged particles striking atoms in the upper atmosphere from above. The particles travel along Jupiter's magnetic field lines. This is the same mechanism that causes auroras on Earth
A charged particle naturally changes direction in a magnetic field. This is because any charged particle produces a magnetic field when it is moving. And if the charged particle is moving through a magnetic field, the two fields (in this case the Earth's and the one created by the moving particle) interact to deflect the particle. The particle will be deflected "to the side" or laterally, and positively charged particles will be deflected in the opposite direction of negatively charged one.
Yes, a moving electron will create a magnetic field. Any moving charge will create a magnetic field around its path of travel. This is the basis for the electromagnetic force, which is one of the four fundamental forces in nature.
if charge particle is in motion ,then it has magnetic field
They are found to be deflected by electric and magnetic field in the specific direction in which a negatively charged particle would get deflected.
Yes.
That's going to depend on which pole of the magnet is sticking out towards the beta stream (there are two choices), and also on the direction in which the electrons are flowing past the magnet (there are two choices).
The Van Allen belts are caused by Earth's magnetic field. Charged particles are deflected in the presence of a magnetic field.
A magnetic field is caused by flowing currents, but the field lines are not directly related to the flow of electrons or other charged particles. They are simply an abstraction that tells you where the magnetic attraction is strongest, and in what direction it goes.
1800 magnetic deflection is mainly used in mass spectrograph for separating the different types of ions or for focusing the charged particles of same momentum on the screen nearly at the same point when they enter through the slit at different angles. Hence it is also known as 1800 magnetic focusing or momentum selector. When a beam of charged particles enters through a slit in a uniform magnetic field B in direction perpendicular to the direction of field with a velocity v the particles move in a circular path the radius of which is r=mv/qB. Thus a beam of particles of same momentum mv can be obtained after 1800 deflection .
The Sun's magnetic field produces charged particles and these charged particles are usually radiated out into space. Sometimes these charged particles may be caught in Earth's magnetic field and as they enter the upper atmosphere of Earth, they are in contact with other gases in the upper atmosphere and emit light and colors. The solar wind reacts to the Earth's magnetic field and then spreads across the ionosphere (the upper, charged layer of our atmosphere).
Charged particles are attracted to magnetic fields, and therefore are attracted to the magnetic poles of the Earth.
It is a way of representing the magnetic force at a point in the field. The magnitude and direction of the vector represents the strength and the direction of the magnetic force acting on a charged particle in the field.