Engineering Electromagnetics
Engineering Electromagnetics
Engineering
– CoreElectromagnetics
Concepts
– Core
of Electric
Concepts
– and
Core
ofMagnetic
Electric
Concepts and
Fields,
ofMagnetic
Electric
Fieldand
Theory
Fields,
Magnetic
and
FieldApplications
Theory
Fields, and
FieldStudy
Applications
Theory
Guide.pdf
and Study
Applications
Guide.pdf
Study Guide.pdf
Engineering
Electromagnetics –
Core Concepts of
Electric and
Magnetic Fields,
Field Theory and
Applications Study
Guide
Engineering Electromagnetics
Engineering Electromagnetics
Engineering
– CoreElectromagnetics
Concepts
– Core
of Electric
Concepts
– and
Core
ofMagnetic
Electric
Concepts and
Fields,
ofMagnetic
Electric
Fieldand
Theory
Fields,
Magnetic
and
FieldApplications
Theory
Fields, and
FieldStudy
Applications
Theory
Guide.pdf
and Study
Applications
Guide.pdf
Study Guide.pdf
,Engineering Electromagnetics.pdf Engineering Electromagnetics.pdf Engineering Electromagnetics.pdf
Electric field strength of the force that would be observed in the presence of a test
charge
Electric field lines lines begin and end only at charges (+ to -) or infinity
lines are closer together where the field is stronger
larger charges have more lines
lines never cross
at any location the direction of the electric field is tangent to the electric
field line that passes through that location
Engineering Electromagnetics.pdf Engineering Electromagnetics.pdf Engineering Electromagnetics.pdf
, Engineering Electromagnetics.pdf Engineering Electromagnetics.pdf Engineering Electromagnetics.pdf
Magnetic field measure of the force experienced by a moving charge with v according to
Lorentz force model F = qv μH, Lorentx force Law: F = q(E + v uH)
+ and - poles
direction of a magnetic field = direction of the force on a north pole (RH
rule)
3 branches of electromagnetics Electrostatics - stationary charges - Electric field intensity E (V/m) - electric
flux density D (C/m²) - D = εE
Magnetostatics - Steady currents - magnetic flux density B (T) - magnetic
field intensity H (A/m) - B = μH
Dynamics - time varying fields/currents - (E,D) coupled to (B,H)
μ = magnetic permeability (F/m)
ε = electric permeability (H/m)
σ = conductivity (S/m)
homogeneous medium constituent parameters are constant throughout
propagation constant / wave number k = 2π/λ
when k = vector it defines the em propagation direction
Engineering Electromagnetics.pdf Engineering Electromagnetics.pdf Engineering Electromagnetics.pdf
Engineering Electromagnetics
Engineering
– CoreElectromagnetics
Concepts
– Core
of Electric
Concepts
– and
Core
ofMagnetic
Electric
Concepts and
Fields,
ofMagnetic
Electric
Fieldand
Theory
Fields,
Magnetic
and
FieldApplications
Theory
Fields, and
FieldStudy
Applications
Theory
Guide.pdf
and Study
Applications
Guide.pdf
Study Guide.pdf
Engineering
Electromagnetics –
Core Concepts of
Electric and
Magnetic Fields,
Field Theory and
Applications Study
Guide
Engineering Electromagnetics
Engineering Electromagnetics
Engineering
– CoreElectromagnetics
Concepts
– Core
of Electric
Concepts
– and
Core
ofMagnetic
Electric
Concepts and
Fields,
ofMagnetic
Electric
Fieldand
Theory
Fields,
Magnetic
and
FieldApplications
Theory
Fields, and
FieldStudy
Applications
Theory
Guide.pdf
and Study
Applications
Guide.pdf
Study Guide.pdf
,Engineering Electromagnetics.pdf Engineering Electromagnetics.pdf Engineering Electromagnetics.pdf
Electric field strength of the force that would be observed in the presence of a test
charge
Electric field lines lines begin and end only at charges (+ to -) or infinity
lines are closer together where the field is stronger
larger charges have more lines
lines never cross
at any location the direction of the electric field is tangent to the electric
field line that passes through that location
Engineering Electromagnetics.pdf Engineering Electromagnetics.pdf Engineering Electromagnetics.pdf
, Engineering Electromagnetics.pdf Engineering Electromagnetics.pdf Engineering Electromagnetics.pdf
Magnetic field measure of the force experienced by a moving charge with v according to
Lorentz force model F = qv μH, Lorentx force Law: F = q(E + v uH)
+ and - poles
direction of a magnetic field = direction of the force on a north pole (RH
rule)
3 branches of electromagnetics Electrostatics - stationary charges - Electric field intensity E (V/m) - electric
flux density D (C/m²) - D = εE
Magnetostatics - Steady currents - magnetic flux density B (T) - magnetic
field intensity H (A/m) - B = μH
Dynamics - time varying fields/currents - (E,D) coupled to (B,H)
μ = magnetic permeability (F/m)
ε = electric permeability (H/m)
σ = conductivity (S/m)
homogeneous medium constituent parameters are constant throughout
propagation constant / wave number k = 2π/λ
when k = vector it defines the em propagation direction
Engineering Electromagnetics.pdf Engineering Electromagnetics.pdf Engineering Electromagnetics.pdf
