Magnetism and magnetic effects of electric current — Concept Maps
Tamil Nadu Board · Class 12 · Physics
3 concept maps of Magnetism and magnetic effects of electric current for Tamil Nadu Board Class 12 Physics, each also written out as a text outline.
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Complete Chapter Overview: Magnetism and Magnetic Effects of Electric Current
The map in words
- root((Magnetism and
- Magnetic Effects))
- Earth Magnetic Field
- Declination D
- Dip Inclination I
- Horizontal Component BH
- Special Cases
- Equator I=0
- Poles I=90
- Bar Magnet Properties
- Magnetic Moment pm=qm times 2l
- Magnetic Length 5/6 ratio
- Coulombs Law F=kqmAqmB/r2
- Axial Field Baxial=mu0 times 2pm/4pi times r3
- Equatorial Field Beq=mu0 times pm/4pi times r3
- Torque tau=pmB sin theta
- Potential Energy U=-pmB cos theta
- Magnetic Materials
- Diamagnetic
- Chi negative
- Bismuth Copper Water
- Meissner Effect
- Paramagnetic
- Chi small positive
- Aluminium Platinum
- Curie Law Chi=C/T
- Ferromagnetic
- Chi large positive
- Iron Nickel Cobalt
- Domains
- Curie-Weiss Law
- Hysteresis Loop
- Retentivity
- Coercivity
- Hard vs Soft magnets
- Diamagnetic
- Magnetic Properties
- Magnetising Field H
- Permeability mu and mur
- Magnetisation M
- Susceptibility Chim
- B=mu0 times H+M
- Biot-Savart Law
- dB=mu0 times Idl sin theta/4pi times r2
- Long Straight Wire B=mu0I/2pi times a
- Circular Coil B=mu0NI/2R at centre
- On Axis B=mu0NI/2 times R2/R2+z2 pow 3/2
- Right Hand Thumb Rule
- Maxwell Cork Screw Rule
- Tangent Galvanometer
- Current Loop as Dipole pm=IA
- Bohr Magneton muB
- Ampere Circuital Law
- Closed loop integral B.dl=mu0 I
- Long Wire B=mu0I/2pi times r
- Solenoid B=mu0nI inside
- Toroid B=mu0nI inside ring
- Lorentz Force
- Fm=qv times B
- Circular Motion r=mv/qB
- Cyclotron Period T=2pi times m/qB
- Cyclotron Frequency f=qB/2pi times m
- Velocity Selector v=E/B
- Cyclotron Device
- Forces on Conductors
- F=BIl sin theta
- Fleming Left Hand Rule
- Parallel Wires F/L=mu0I1I2/2pi times r
- Same direction Attract
- Opposite direction Repel
- Definition of Ampere
- Torque on Current Loop
- tau=NABI sin theta
- Moving Coil Galvanometer
- I=G theta G=K/NAB
- Current Sensitivity Is=NAB/K
- Voltage Sensitivity Vs=Is/Rg
- Ammeter low shunt parallel
- Voltmeter high resistance series
- Earth Magnetic Field
Chapter Overview: Magnetism and Magnetic Effects of Electric Current
The map in words
- Magnetism and Magnetic Effects
- Earths Magnetic Field
- Magnetic Declination D
- Magnetic Dip I
- Horizontal Component BH
- BH equals BE cos I
- BV equals BE sin I
- Bar Magnet Properties
- Magnetic Moment pm
- Coulombs Law
- Axial Field
- Equatorial Field
- Torque in Uniform Field
- Potential Energy
- Magnetic Materials
- Diamagnetic
- Negative Susceptibility
- Repelled by Field
- Example Bismuth Copper
- Paramagnetic
- Small Positive Susceptibility
- Curie Law
- Example Aluminium Oxygen
- Ferromagnetic
- Large Positive Susceptibility
- Domains
- Curie Weiss Law
- Example Iron Nickel Cobalt
- Hysteresis
- Retentivity
- Coercivity
- Soft and Hard Materials
- Diamagnetic
- Biot Savart Law
- Infinite Straight Wire B equals mu0I over 2pia
- Circular Coil Centre
- Tangent Galvanometer
- Current Loop as Dipole
- Ampere Circuital Law
- Solenoid B equals mu0nI
- Toroid
- Lorentz Force
- Force on Moving Charge
- Circular Motion r equals mv over qB
- Velocity Selector v equals E over B
- Cyclotron
- Force on Conductor
- F equals BIl sin theta
- Parallel Conductors
- Fleming Left Hand Rule
- Torque on Current Loop
- tau equals NIAB sin theta
- Moving Coil Galvanometer
- Ammeter and Voltmeter
- Earths Magnetic Field
Magnetism and Magnetic Effects - Comprehensive Concept Map
The map in words
- Magnetism
- Magnetic Field Fundamentals
- Earth's Magnetic Field
- Declination D
- Inclination I
- Horizontal Component BH
- Magnetic Dipole Moment
- Bar Magnet pm = qm × 2l
- Current Loop pm = IA
- Electron Orbit μL = eνR/2
- Magnetic Field Strength
- Definition: Force per unit pole
- Units: N A-1 m-1
- Field Lines Pattern
- Earth's Magnetic Field
- Magnetic Effects of Current
- Biot-Savart Law
- Straight Wire B = μ0I/2πa
- Circular Loop B = μ0IR²/2(R²+z²)³/²
- Solenoid B = μ0nI
- Toroid B = μ0NI/2πr
- Right Hand Rules
- Thumb Rule for Field
- Cork-screw Rule
- Ampère's Circuital Law
- ∮B·dl = μ0Ienclosed
- Applications to Symmetry
- Biot-Savart Law
- Motion in Magnetic Fields
- Lorentz Force
- Charged Particles F = q(v × B)
- Force on Conductor F = BIl
- Work and Power
- Circular Motion
- Radius r = mv/qB
- Period T = 2πm/qB
- Cyclotron Frequency f = qB/2πm
- Cyclotron Device
- Particle Acceleration
- Resonance Condition
- High Energy Physics
- Velocity Selector
- Crossed E and B Fields
- Speed Filter v = E/B
- Mass Spectrometry
- Lorentz Force
- Magnetic Materials
- Classification
- Diamagnetic χm < 0
- Repelled by fields
- Temperature Independent
- Examples Cu Au Bi
- Paramagnetic χm > 0 small
- Attracted to fields
- χm ∝ 1/T Curie's Law
- Examples Al O2 Pt
- Ferromagnetic χm >> 1
- Strongly Magnetized
- χm ∝ 1/(T-Tc) Curie-Weiss
- Examples Fe Co Ni
- Diamagnetic χm < 0
- Properties
- Permeability μ
- Susceptibility χm
- Magnetization M
- Hysteresis
- Loop Area = Energy Loss
- Remanence Residual Magnetism
- Coercivity Required Field
- Soft vs Hard Materials
- Classification
- Torque and Energy
- Magnetic Dipole
- Torque τ = pm × B = pmB sin θ
- Energy U = -pmB cos θ
- Alignment with Field
- Current Loop
- Torque τ = NIAB sin θ
- Motor Principle
- Electric Motor Operation
- Potential Energy
- Minimum at parallel θ = 0°
- Maximum at antiparallel θ = 180°
- Magnetic Dipole
- Measuring Instruments
- Tangent Galvanometer
- Principle B = BH tan θ
- Crossed Fields Method
- Current Measurement
- Moving Coil Galvanometer
- Principle I = Gθ
- Current Sensitivity Is = NAB/K
- Voltage Sensitivity Vs = Is/Rg
- Ammeter
- Shunt Resistance Parallel
- Low Resistance Needed
- For n× Multiplication S = Rg/(n-1)
- Voltmeter
- Series Resistance
- High Resistance Needed
- For n× Multiplication Rh = (n-1)Rg
- Tangent Galvanometer
- Magnetic Field Fundamentals
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