A neutron, an antineutron, a neutrino, an antineutrino, and a photon would not be deflected by a magnetic field, as they all have no net electric charge. I do not find a reference to an antiphoton, but it makes sense that, if it existed, it would also not be affected by a magnetic field.
Any electrically charged particle is deflected by a magnetic field. The greatest
deflection would be experienced by a particle with the combination of greatest
charge and smallest mass, or, you might say, the greatest ratio of charge to mass.
An electron is a good one to look at. It has a full quantum of charge, and the other
naturally-occurring charged particle ... the proton ... has the same amount of charge
as an electron has but 1,840 times as much mass. So electrons are deflected much
more than protons are by the same magnetic field.
An uncharged particle, like a neutron, would move through a magnetic field and not be affected (deflected) by it.
Neutrons, having no charge, cannot be accelerated directly by magnetic fields.
neutron is a charge less particle and magnetic force acts only on a charged particle.
For example, a ray of light - or more generally, electromagnetic radiation.
Neutron
Neutron
Since a neutron has no charge, it would not be deflected by a magnetic field.
the wire would be deflected perpendicular to the magnetic field in the opposite direction.
Sure, like any moving and charged particle.
An alpha particle, which is a 24He nucleus, has a mass of 4 and a charge of +2. A beta particle has a charge of +1 or -1, depending on whether it is a positron (beta +) or an electron (beta -). It's mass is minuscule compared to the alpha particle, and it will undergo a comparatively huge deflection in the same field as an alpha particle would. Though the alpha particle has twice the charge as a beta particle, it has several thousand times the mass of that beta particle. As it is so much more massive than the beta particle, its inertia will be much more difficult to overcome even though it has twice the charge.
Depending on the direction of the magnetic field and the charge on the particle, the charge would move in a circular fashion either clockwise or anticlockwise depending on the circumstance. Using the right hand palm (push) rule, find the direction of the force (palm) and the charge continues on that path in a circular motion. If the particle leaves the field, it continues in that direction traveling in a straight line unless under other influences.
Since a neutron has no charge, it would not be deflected by a 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.
Any charged particle in motion especially not parallel to the magnetic field, current carrying conductor kept inclined or perpendicular to the magnetic field would get deflected. As far as electric field is concerned, even stationary charges would be displaced.
It would be induced to follow the lines of force in a clockwise spiral. As the lines of force at the equator are parallel to the surface of the Earth, the charged particle would be deflected northwards.
the wire would be deflected perpendicular to the magnetic field in the opposite direction.
Sure, like any moving and charged particle.
J. J. Thomson discovered the electron using an experiment involving cathode rays and a magnetic field. When subjected to the magnetic field, the cathode ray was deflected. If the magnetic field was flipped, the cathode ray was deflected in the opposite direction. This proved that a cathode ray was a stream of negatively charged particles that would later be deemed electrons.
An alpha particle, which is a 24He nucleus, has a mass of 4 and a charge of +2. A beta particle has a charge of +1 or -1, depending on whether it is a positron (beta +) or an electron (beta -). It's mass is minuscule compared to the alpha particle, and it will undergo a comparatively huge deflection in the same field as an alpha particle would. Though the alpha particle has twice the charge as a beta particle, it has several thousand times the mass of that beta particle. As it is so much more massive than the beta particle, its inertia will be much more difficult to overcome even though it has twice the charge.
J. J. Thomson discovered the electron using an experiment involving cathode rays and a magnetic field. When subjected to the magnetic field, the cathode ray was deflected. If the magnetic field was flipped, the cathode ray was deflected in the opposite direction. This proved that a cathode ray was a stream of negatively charged particles that would later be deemed electrons.
Depending on the direction of the magnetic field and the charge on the particle, the charge would move in a circular fashion either clockwise or anticlockwise depending on the circumstance. Using the right hand palm (push) rule, find the direction of the force (palm) and the charge continues on that path in a circular motion. If the particle leaves the field, it continues in that direction traveling in a straight line unless under other influences.
Most cosmic rays would be deflected by a magnetic field, with the degree of deflection depending upon their mass and the strength of the field. Remember that cosmic rays are largely protons or atomic nuclei and as such most of them do carry a charge and hence would feel the force or influence of electric or magnetic fields. Secondary cosmic rays are partly composed of electrically neutral particles (like neutrons) which would not feel the influence of magnetic fields and hence would not be deflected.
No, the deflection of ions in a magnetic field depends on their mass-to-charge ratio (m/z) rather than their speed. Heavier ions with larger mass-to-charge ratios will be deflected less than lighter ions with smaller mass-to-charge ratios. Therefore, ions traveling at the same speed but having different mass-to-charge ratios will be deflected by different amounts in the magnetic field.