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Currents and Magnetism Physics 102:   Lecture 09
Summary of Today ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object]
Force of B-field on Current + v  ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],B v L = vt B I = q/t + + + +
force is zero    out of the page    into the page  Here     = 0 Preflight 9.1 A rectangular loop of wire is carrying current as shown. There is a uniform magnetic field parallel to the sides a-b and c-d. What is the direction of the force on section a-b of the wire? B I L  F = I B Lsin  a b c d B I
force is zero    out of the page    into the page  Preflight 9.2 A rectangular loop of wire is carrying current as shown. There is a uniform magnetic field parallel to the sides a-b and c-d. What is the direction of the force on section b-c of the wire? a b c d B I F
Here     = 180° Force on loop A rectangular loop of wire is carrying current as shown. There is a uniform magnetic field parallel to the sides a-b and c-d. Force on section c-d is zero! Same as a-b B I L  F = I B Lsin  a b c d B I
force is zero    out of the page  into the page  ACT: Force on loop (cont’d) A rectangular loop of wire is carrying current as shown. There is a uniform magnetic field parallel to the sides a-b and c-d. What is the direction of the force on section d-a of the wire? a b c d B I F
Net force on loop is  zero . But the net  torque  is  not ! Torque on Current Loop in B field The loop will  spin in place ! Preflights 9.3, 9.4: Look from here a b c d B I F F a b c d F F B
Torque on Current Loop The loop will spin in place! Torque on loop is     =  L   F  sin(  ) = I   Lw   B   sin(  )   Force on sections b-c and a-d:  F  = I B w a b c d F F B a b c d F F B a b c d F F B Recall from Phys 101: B F F     Torque is: Lw = A ! L w
ACT: Torque on Current Loop ,[object Object],[object Object],[object Object],[object Object],x x x x x x x x x x x x x x x x  x x x x x x x x x x x x x x x x  x x x x x x x x x x x x x x x x  x x x x x x x x x x x x x x x x  x x x x x x x x x x x x x x x x  x x x x x x x x x x x x x x x x  x x x x x x x x x x x x x x x x  x x x x x x x x x x x x x x x x
Torque on Current Loop It is useful to define  normal vector   ⊥  to loop  B F F     = 180 –     Note torque will align normal parallel to B  like a magnetic dipole ! Even if loop is not rectangular, as long as it is flat a b c d F F B Torque is:  normal  normal If there are N loops:  a b c d F F B  normal S N
Current loops act like dipoles Electron orbit and “spin” are current loops Why some materials are magnetic Nuclear Magnetic Resonance (NMR) and MRI Orbits of electrons “ spin”
ACT: Torque Compare the torque on loop 1 and 2 which have identical area, and current. (1) 1)   1  >   2    2)   1  =   2    3)   1  <   2   Area points out of page for both!      = 90    = I A B sin(  B I B I (2)
Currents  create  magnetic fields ,[object Object],Magnitude Direction ,[object Object],[object Object],[object Object],[object Object],“ Permeability of free space” (similar to   0  for electricity) Note: there are different versions of RHR I   (out of page) B field circles wire B r
A long straight wire is carrying current from left to right. Near the wire is a charge  q  with velocity  v Compare magnitude of magnetic force on q in (a) vs. (b) a) has the larger force  b) has the larger force  c) force is the same for (a) and (b)  ACT/Preflight 9.6 q q v I v (a) r • • r (b) F F
Two long wires carry opposite current What is the direction of the magnetic field above, and midway between the two wires carrying current – at the point marked “X”? x ACT: Adding Magnetic Fields 1) Left  2) Right  3) Up  4) Down  5) Zero
Force between current-carrying wires Another  I  towards us Currents in same direction attract! I  towards us Another  I  away from us Currents in opposite direction repel! Example Currents in same direction Currents opposite direction I  towards us B F B F
Comparison: Electric  Field vs.  Magnetic  Field   Electric Magnetic Source   Charges Moving Charges Acts on   Charges  Moving Charges Force    F = Eq  F = q v B sin(  ) Direction   Parallel E Perpendicular to v,B Field Lines Opposites    Charges   Attract Currents Repel +
What is the direction of the force on the top wire, due to the two below? 1) Left  2) Right  3) Up  4) Down  5) Zero ACT: Force between Wires
B I B is uniform everywhere inside of solenoid:  n is the number of turns of wire/meter (n = N/L) B field lines look like bar magnet!  Solenoid has N and S poles! Solenoids  Magnitude Direction ,[object Object],[object Object],B I
(1)  Attractive (2)  Zero (3)  Repulsive ACT: The force between the two solenoids is …
Summary of Right-Hand Rules RHR 1 RHR 2 Alternate Force on moving q B field from current I Straight wire Solenoid I B I B I r

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Lect09 handout

  • 1. Currents and Magnetism Physics 102: Lecture 09
  • 2.
  • 3.
  • 4. force is zero out of the page into the page Here  = 0 Preflight 9.1 A rectangular loop of wire is carrying current as shown. There is a uniform magnetic field parallel to the sides a-b and c-d. What is the direction of the force on section a-b of the wire? B I L  F = I B Lsin  a b c d B I
  • 5. force is zero out of the page into the page Preflight 9.2 A rectangular loop of wire is carrying current as shown. There is a uniform magnetic field parallel to the sides a-b and c-d. What is the direction of the force on section b-c of the wire? a b c d B I F
  • 6. Here  = 180° Force on loop A rectangular loop of wire is carrying current as shown. There is a uniform magnetic field parallel to the sides a-b and c-d. Force on section c-d is zero! Same as a-b B I L  F = I B Lsin  a b c d B I
  • 7. force is zero out of the page into the page ACT: Force on loop (cont’d) A rectangular loop of wire is carrying current as shown. There is a uniform magnetic field parallel to the sides a-b and c-d. What is the direction of the force on section d-a of the wire? a b c d B I F
  • 8. Net force on loop is zero . But the net torque is not ! Torque on Current Loop in B field The loop will spin in place ! Preflights 9.3, 9.4: Look from here a b c d B I F F a b c d F F B
  • 9. Torque on Current Loop The loop will spin in place! Torque on loop is  = L F sin(  ) = I Lw B sin(  ) Force on sections b-c and a-d: F = I B w a b c d F F B a b c d F F B a b c d F F B Recall from Phys 101: B F F   Torque is: Lw = A ! L w
  • 10.
  • 11. Torque on Current Loop It is useful to define normal vector ⊥ to loop B F F   = 180 –  Note torque will align normal parallel to B like a magnetic dipole ! Even if loop is not rectangular, as long as it is flat a b c d F F B Torque is:  normal  normal If there are N loops: a b c d F F B  normal S N
  • 12. Current loops act like dipoles Electron orbit and “spin” are current loops Why some materials are magnetic Nuclear Magnetic Resonance (NMR) and MRI Orbits of electrons “ spin”
  • 13. ACT: Torque Compare the torque on loop 1 and 2 which have identical area, and current. (1) 1)  1 >  2 2)  1 =  2 3)  1 <  2 Area points out of page for both!  = 90  = I A B sin(  B I B I (2)
  • 14.
  • 15. A long straight wire is carrying current from left to right. Near the wire is a charge q with velocity v Compare magnitude of magnetic force on q in (a) vs. (b) a) has the larger force b) has the larger force c) force is the same for (a) and (b) ACT/Preflight 9.6 q q v I v (a) r • • r (b) F F
  • 16. Two long wires carry opposite current What is the direction of the magnetic field above, and midway between the two wires carrying current – at the point marked “X”? x ACT: Adding Magnetic Fields 1) Left 2) Right 3) Up 4) Down 5) Zero
  • 17. Force between current-carrying wires Another I towards us Currents in same direction attract! I towards us Another I away from us Currents in opposite direction repel! Example Currents in same direction Currents opposite direction I towards us B F B F
  • 18. Comparison: Electric Field vs. Magnetic Field Electric Magnetic Source Charges Moving Charges Acts on Charges Moving Charges Force F = Eq F = q v B sin(  ) Direction Parallel E Perpendicular to v,B Field Lines Opposites Charges Attract Currents Repel +
  • 19. What is the direction of the force on the top wire, due to the two below? 1) Left 2) Right 3) Up 4) Down 5) Zero ACT: Force between Wires
  • 20.
  • 21. (1) Attractive (2) Zero (3) Repulsive ACT: The force between the two solenoids is …
  • 22. Summary of Right-Hand Rules RHR 1 RHR 2 Alternate Force on moving q B field from current I Straight wire Solenoid I B I B I r

Editor's Notes

  1. 1
  2. Use large right hand. Then do demo 184.
  3. Demo 253 Prop for forces on loop
  4. Demo 253 Prop for forces on loop
  5. Demo 253 Prop for forces on loop
  6. Demo 253 Prop for forces on loop
  7. 86% got that the net force was zero, but then 65% thought it wouldn’t move. Could be confusion about move vs spin. Demo 68: Big orange magnet and flip coil
  8. 86% got that the net force was zero, but then 65% thought it wouldn’t move. Could be confusion about move vs spin. Demo 68: Big orange magnet and flip coil
  9. 86% got that the net force was zero, but then 65% thought it wouldn’t move. Could be confusion about move vs spin. Demo 68: Big orange magnet and flip coil
  10. Hint: think about magnitude and direction of magnetic field in each case.
  11. Demo 740: force between two wires