Register to reply 
Magnetic Field Problem! HELP NEEDED 
Share this thread: 
#1
Apr1608, 06:03 PM

P: 300

1. The problem statement, all variables and given/known data
A proton of mass mp and charge e is in a box that contains an electric field E, and the box is located in Earth's magnetic field B. The proton moves with an initial velocity vertically upward from the surface of Earth. Assume gravity is negligible. (a) On the diagram above, indicate the direction of the electric field inside the box so that there is no change in the trajectory of the proton while it moves upward in the box. Explain your reasoning. (b) Determine the speed of the proton while in the box if it continues to move vertically upward. Express your answer in terms of the fields and the given quantities. The proton now exits the box through the opening at the top. (c) On the figure above, sketch the path of the proton after it leaves the box. (d) Determine the magnitude of the acceleration a of the proton just after it leaves the box, in terms of the given quantities and fundamental constants. 2. Relevant equations F=IL*B = qv*B B= uI / 2piR u=4pi*107 I don't have the diagram but i will try to find a picture of it on the internet. 


#2
Apr1808, 06:48 PM

Emeritus
Sci Advisor
PF Gold
P: 4,980

The reason nobody is answering this thread is because you haven't tried to solve any of the problems yourself.
http://www.physicsforums.com/showthread.php?t=94379 


#3
Apr1808, 07:02 PM

P: 300

well that is becasue i am very confused.
i don't even know where to start, that is why i haven't posted anything, usually i do, but i just am lost! help? :( 


#4
Apr1808, 07:08 PM

Emeritus
Sci Advisor
PF Gold
P: 4,980

Magnetic Field Problem! HELP NEEDED
Well what have you been doing? I'm sure you have some sort of notes or a book that can give you a slight clue as to what the answer to part a) should be.



#5
Apr1908, 09:30 PM

P: 300

i should use the curved hand rule right?



#6
Apr1908, 10:49 PM

P: 208

If the magnetic field is also in the box, you need to balance the force by the magnetic field with the force of the electric field, so the trajectory within the box is straight.To do this, you need to think about which way the force from the magnetic points initially, and how to place an electric field so the force on the charge is in the opposite direction. Once you have figured this out, you can start working with some formulas. Also, In such a problem its reasonable to neglect gravity i would think.



#7
Apr2008, 08:05 AM

P: 300

thank you engageengage!
okay so for part a) the electircal field is in the postive z direction (out of the page) right? and for part b) do i use the formula Fm=qv*B ? Where v is the velocity or in other words, the speed? (by the way, Fm=Force magnetic) PLEASE help! thanks to all who have helped me till now. buti still need to understand how to do the rest of it. thanks! 


#8
Apr2008, 08:10 AM

Mentor
P: 41,486




#9
Apr2008, 08:22 AM

P: 300

is that correct? 


#10
Apr2008, 08:30 AM

Mentor
P: 41,486




#11
Apr2008, 08:34 AM

P: 300

in order to cancel the magnetic force, the electric field must act in the positive x direction.
so the elctric field should point in the positive z direction? 


#12
Apr2008, 08:37 AM

Emeritus
Sci Advisor
PF Gold
P: 9,772




#13
Apr2008, 09:12 AM

P: 300

do they attract each other?



#14
Apr2008, 09:18 AM

Mentor
P: 41,486

You need to understand how to find the force on a charge due to both electric and magnetic fields. Look it up in your textbook. 


#15
Apr2008, 09:18 AM

P: 300

we don't have a textbook.



#16
Apr2008, 09:20 AM

P: 300

can someone explain to me "how to find the force on a charge due to both electric and magnetic fields. " ????? Please?



Register to reply 
Related Discussions  
Deflection of beam due to magnetic field  Introductory Physics Homework  9  
[101] Magnetic field strength in fN  Introductory Physics Homework  1  
Magnetic field strength needed to lift a heavy conductor  Introductory Physics Homework  6  
Magnetic Field of Two Wires  Introductory Physics Homework  2  
Magnetic Field due to a current loop  Introductory Physics Homework  4 