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¹qºÏ¾Ç¬°µL½u³q°T¡B°ª³t¹q¸ô¡B·Lªi¤uµ{³]pªº°ò¦¡A¬°·s¬ì§Þ²£·~¥²¶·¨ã³Æªº±M·~ª¾ÃÑ¡C¥»½Òµ{¥Dn¬O¤¶²Ð¹qºÏ¾Ç°ò¥»²z½×¡A¥]¬A: Vector Analysis,. Electrostatic
Fields, Steady Electric Currents, Magnetostatic Fields, Time-Varying Fields and Maxwell¡¦s
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1. Introduction |
l
To illustrate the need for
understanding EM principles in order to design modern high-speed and
high-frequency electronic devices. l
Introduction of the fundamental
concepts of EM |
l
Define
and understand the concepts of electromagnetics
(EM) and wave l
Describe
typical engineering applications of EM principles l
Determine
when a lumped-circuit model are invalid for the design of electric circuit |
A-1 A-2 A-3 A-4 |
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2. Vector
Analysis |
l
The basic orthogonal coordinate
systems l
The operations of vectors: dot,
cross, gradient, curl, and divergence l
The operations of vector
calculus: line and surface integrals |
l
Understand
the meaning of vectors l
Be
able to compute vector operations l
Be
able to compute the line and surface integrals of a vector field l
Be
able to sketch a vector field in coordinate systems |
A-1 A-2 A-3 |
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3. Electrostatic
Fields |
l
Coulomb¡¦s law of electrostatic
force l
Electric field intensity l
Electric flux and electric flux
density l
Gauss¡¦s law l
Electric potential l
Materials in an electric field l
Energy stored in an electric
field l
Boundary conditions for electric
fields l
Capacitor and capacitance l
Method of images |
l
Be
able to use Coulomb¡¦s law to compute the force between charges l
Define
and understand the electric field intensity and electric flux density l
Be
able to compute the electric field intensity for various charge distributions l
Understand
the effect of dielectric materials on the electric fields l
Use
Gauss¡¦ law to compute the electric field l
Be
able to compute electric potential for various charge distributions l
Be
able to calculate the capacitance of various structure |
A-1 A-2, A-3 A-4 |
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4. Steady Electric Currents |
l
Current density l
Resistance l
Equation of continuity l
Relaxation time l
Dissipated power l
Boundary conditions for current
density |
l
Define
current density and resistance l
Understand
the Ohm¡¦s law and equation of
continuity in EM l
Be
able to calculate the resistance of various structure using Ohm¡¦s law l
Realize
the relaxation time l
Be
able to calculate dissipated power in EM fields |
A-1 A-2, A-3 A-4 |
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5. Magnetostatic
Fields |
l
The Biot-Savart
law l
Ampere¡¦s force law & Lorentz force law l
Magnetic field intensity and
Ampere¡¦s law l
Magnetic flux and Gauss¡¦s law for
magnetic fields l
Magnetic Materials l
Boundary conditions for magnetic
fields l
Inductance |
l
Be
able to use the Biot-Savart law to compute the
magnetic flux density for various current distributions l
Be
able to force law to determine the force due to charge and currents l
Determine
the effect of magnetic materials on the magnetic fields l
Be
able to use Ampere¡¦s law to compute the magnetic field for current
distributions that exhibit symmetry l
Understand
the meaning of Gauss¡¦s law for magnetic fields l
Be
able to calculate the inductance of various structure |
A-1 A-2, A-3 A-4 |
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6. Time-Varying Fields and Maxwell¡¦s Equations |
l
Static fields, Dynamic Fields,
and Time-harmonic fields l
Maxwell¡¦s equations |
l
Understand
the meaning of Static fields, Dynamic Fields, and
Time-harmonic fields l
Understand
the physical meaning of Maxwell¡¦s equations |
A-1 A-2 |
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7. |
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8. |
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09/13 |
1.
Introduction |
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09/20 |
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Vector Analysis |
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Vector Analysis |
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10/04 |
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Vector Analysis |
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3. Electrostatic Fields |
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3. Electrostatic Fields |
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4. Steady Electric Currents |
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Magnetostatic Fields |
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Magnetostatic Fields |
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Time-Varying Fields and Maxwell¡¦s Equations |
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Time-Varying Fields and Maxwell¡¦s Equations |
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