- #1
ellieee
- 78
- 6
- Homework Statement
- are the orange arrows indicating the correct direction that each particle moves in?
- Relevant Equations
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PF rules require that you need to make some effort yourself before we can help. Do you think the orange arrows are correct? What's your reasoning?ellieee said:Homework Statement:: are the orange arrows indicating the correct direction that each particle moves in?
Relevant Equations:: -
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yep I think they are. my reasoning is: a cross represents the magnetic field traveling into the plane of the paper, thus the index finger is pointing into the paper. then, the current is flowing from right to left(because the positive terminal of the battery is on the right while negative terminal is on the left) , so the middle finger is pointing to the right. thus, the thumb is pointing forward, which means the force is traveling upwards, vice versa for the dot.Steve4Physics said:Do you think the orange arrows are correct? What's your reasoning?
There are some mistakes.ellieee said:yep I think they are. my reasoning is: a cross represents the magnetic field traveling into the plane of the paper, thus the index finger is pointing into the paper. then, the current is flowing from right to left(because the positive terminal of the battery is on the right while negative terminal is on the left) , so the middle finger is pointing to the right. thus, the thumb is pointing forward, which means the force is traveling upwards, vice versa for the dot.
how do you know when the cross/dot is used or not used to show field-direction?Steve4Physics said:The ‘X’ is not being used to show you the field-direction in this question – see note 2.
When North and South poles are shown, you know the field lines go North to South. So the field lines in the gap between the poles are lines drawn like this: https://physicsigcse.files.wordpress.com/2016/04/uniformfields.jpg and you know the direction is left to right. (In real life, the field lines are curved,so this is a simplification).ellieee said:how do you know when the cross/dot is used or not used to show field-direction?
I saw note 2 already but how does it prove that the cross is not used to show field-direction?
so in my diagram, the north and south poles are lying on the same plane as the dots and crosses that's why the cross/dot are not used to show field-direction?Steve4Physics said:As a general rule, dots and crosses for fields are only used when the N and S poles are above/below the paper
In your diagram the north and south poles are in the page(paper) plane if that's what you mean.ellieee said:so in my diagram, the north and south poles are lying on the same plane as the dots and crosses that's why the cross/dot are not used to show field-direction?
On your diagram, the field direction is left to right. The direction is not into/out of the paper. Using dots and crosses to show the field direction would be completely wrong in this situation.ellieee said:so in my diagram, the north and south poles are lying on the same plane as the dots and crosses that's why the cross/dot are not used to show field-direction?
Electromagnetism is a fundamental force of nature that is responsible for the interaction between electrically charged particles. It is a combination of electricity and magnetism, and it is described by Maxwell's equations.
Particles with an electric charge will experience a force when placed in an electromagnetic field. This force can cause the particles to accelerate and move in a specific direction, depending on the strength and direction of the field.
Electricity and magnetism are closely related phenomena. A changing electric field can create a magnetic field, and a changing magnetic field can induce an electric field. This relationship is described by Faraday's law and Ampere's law.
An electromagnet is a type of magnet that is created by passing an electric current through a coil of wire. The current creates a magnetic field, and the strength of the field can be controlled by changing the amount of current flowing through the coil.
Electromagnetism has numerous practical applications in our daily lives. Some examples include electric motors, generators, transformers, MRI machines, and telecommunications devices such as radios and cell phones.