magnetism Flashcards
property of B
- continuos closed loop
- tangent at any point gives direction
- no two magnetic field lines intersect
- the no. density of B at any point gives intensity of magnetic field
- in uniform magnetic field, B is parallel. equispaced and straight
magnetic dipole
arrangement of 2 equal and opposite magnets separated by small distance
magnetic dipole moment
SI
MATHEMATICAL REP
SCALAR OR VECTOR
DIRECTION
M= m 2l
J/T
vector
south to north
current loop as magnetic dipole
si unit
direction
M = N I A
Am^2
North pole - anti
south pole - clock wise
define A/m^2
magnetic moment of 1 turn of loop of area 1 m^2 carrying current 1A
what happens to magnetic moment and pole strenght when
1. magnet is cut longitudenally
2. magnet is cut transversely
- a. magnetic moment - half
b. pole stregnght is - halved - a. magnetic moment - half
b. poles stregnht is same
what is magnetic dipole moment with respect ot torque
magnetic dipole moment is th etorque acting on a dipole held perpe to B of 1 strength
magnetisation or intensity of magnetisation (I)
unit
the magnetic moment per unit volume
I = M/V
unit- A/m
pole strength per unit area of cross sec
magnetic intensity (H)
unit
⛲🚿🔩🔗🐝🐝
no. of ampere turns flowing around unit length of toroidal solenoid to produce the magnetic induction B, in the solenoid
B = μo n I
B = μo H
H= μo/B
MAGNETIC SUSCEBILITY (Xm)
unit:
DONT BE NAIVE
THE ratio of intensity of magnetisation to magnetic intensity
Xm = I/H
MAGNETIC PERM
μ
UNIT:
RATIO of magnetic induction to th emagnetic intensity
μ = B/H
Tm/A
DIA MAGNETIC
1. SUS
2. RELATIVE PERM
3. AT OR REP
4. DENSITY OF M.F
5. EXAMPLES
6. NET DIPOLE
- -1<X <0
- 0<μ<1 and μr = X+1and μ <μ o
- IN non uniform M.F they move from strong to weak
- m.f less dense inside
- cu, N2, H20, NaCl, Pb
- IS 0
PARA MAGNETIC
1. SUS
2. RELATIVE PERM
3. AT OR REP
4. DENSITY OF M.F
5. EXAMPLES
6. NET DIPOLE
- 0< X<ε
- 1<μ <1+ε andμ >μ o
- in non uniform M.F they move from weak to strong
- M.F denser inside
- 02, Al, Ca, Na
- is non zero
FERRO MAGNETIC
1. SUS
2. RELATIVE PERM
3. AT OR REP
4. DENSITY OF M.F
5.NET DIPOLE
- X»1
- μ»_space;1 and μ»_space;μ 0
- in non uniformM.F they attract strongly
- NET DIPOLE IS NON 0
PERMENANT MAGNETS
and examples
magnetisation persists
Al, Ni, Co
soft ferro magnets
magnetisation disappear
soft iron