Washington DC, 20059
DEPARTMENT OF PHYSICS AND ASTRONOMY | tel.: +1-202-806-6245 |
Electromagnetic Theory II
PHYS-215 (13003): MW: 1:10–2:30 pm, Thirkield Hall, Rm. 103
[Topics]
[Daily Schedule]
[Minimal Requirements]
[Assignments]
[eGear]
Grading recipe (no make-ups are offered, except in cases of documented medical or family emergency):
Component | Time | Remark | % of Grade |
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Homework | See in daily schedule | Late HW = 0 credit !!! | 20% |
Classwork/Quizzes | unannounced | current material; short and straightforward | 20% |
Midterm Exams (two) |
See in daily schedule | material covered since the previous exam | 20% (each) |
Drop the one worst of the above components (for each student individually). | |||
Final exam | Last week of semester | comprehensive: complete course content | 40% |
— See also the minimal requirements for passing the course —
The goal of this course is to explore the details of electrodynamic interactions, continuing the topics covered in the prequel (Electromagnetic Theory I). To this end, we will discuss the Lorentz-covariant formulation of electrodynamics, the interaction of the electromagnetic field with charged particles in motion. We then focus on specific configurations and arrangements, involving: (1) electromagnetic waves in nonconducting media, cavities and waveguides, (2) the multipole expansion of electromagnetic fields, radiation, scattering and diffraction, and various radiative processes. The course finishes with a brief review of electrodynamic feedback and the classical models of charged particles.
Day-to-Day Schedule |
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— Students are required to read ahead — see also Howard University Calendars | |||
01/08 | Course logistics and review of the 1st semester material | ||
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01/10 | D01 | Relativistic charged particle and the EM field 1: §12.1–4 | |
01/15 | Observed Holiday: Martin Luther King, Jr.’ Birthday | ||
01/17 | D02 | Relativistic charged particle and the EM field 2: §12.5–8 | |
01/22 | D03 | Effective photon mass; Conservation laws; Green’s functions: §12.9–11 | |
01/24 | D04 | EM waves in nonconducting media: §7.1–4 [HW1 due] | |
01/29 | D05 | Dispersion characteristics; Magnetohydrodynamics: §7.5–8 | |
01/31 | D06 | Dispersion and causality; Kramers-Kronig relations: §7.9–11 [HW2 due] | |
02/05 | D07 | Cavity waveguides; Energy flow and attenutation: §8.1–5 | |
02/07 | 1st Midterm Exam (Ch.12 + Ch.7) open-book in-class exam take-home part due Monday, 02/12, 12:00 am (midnight, end of day) |
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02/12 | D08 | Boundary conditions; cavity resonances; Earth and Ionosphere: §8.6–9 | |
02/14 | D09 | Multimode propagation; Dielectric waveguides; Normal modes: §8.10–12 [HW3 due] | |
02/19 | Observed Holiday: Presidents’ Day | ||
02/21 | D10 | Radiating systems; Dipole and quadrupole fields: §9.1–4 [HW4 due] | |
02/26 | D11 | Multipole expansion and fields; Angular momentum: §9.5–8 | |
02/28 | D12 | Angular distribution of radiation; Multipole moments; Atoms, nuclei and antennae: §9.9–12 [HW5 due] | |
03/02–10: Spring Recess | |||
03/11 | D13 | Scattering and attenuation; spherical wave expansion of a vector plane wave: §10.1–3 | |
03/13 | 2nd Midterm Exam (Ch.8–9) open-book in-class exam take-home part due Monday, 03/18, 12:00 am (midnight, end of day) |
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03/18 | D14 | Scattering by a sphere; Diffraction theory: §10.4–7 | |
03/20 | D15 | Diffraction by a circular aperture; Optical theorem: §10.8–11 [HW6 due] | |
03/25 | D16 | Collisions and energy loss: §13.1–3 | |
03/27 | D17 | Cherenkov radiation; Scattering of charged particles; Transition radiation: §13.4–7 [HW7 due] | |
04/01 | D18 | Time-adjusted potentials; Radiation emissions & energy loss: §14.1–4 | |
04/03 | D19 | Angular and frequency distribution of radiated energy; Undulators and wigglers: §14.5–8 [HW8 due] | |
04/08 | D20 | Collision radiation & Bremsstrahlung; Screening: §15.1–3 | |
04/10 | D21 | Virtual quanta; Radiation in β-decay and electron capture: §15.4–7 [HW9 due] | |
04/15 | D22 | Electrodynamic feedback; classical & non-relativistic models of charged particles §16.1–3 | |
04/17 | D23 | Electrodynamic feedback; classical & relativistic models of charged particles §16.5–8 Final Exam handed out; due Friday, 04/26, 12:00 am (midnight, end of day) |
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04/22 | Review & Qualifier Questions | ||
04/24 | Review & Qualifier Questions | ||
04/26 | Final Exam due by 12:00 am (midnight, end of day) | ||
All indicated times and deadlines cite “Eastern time,” standard or daylight-saving — as Howard University officially adopts. |
To pass the course with a grade B or better, a graduate Student must by the time of the final exam be able to demonstrate the ability to determine:
A graduate student who cannot demonstrate the above listed skills by the time of the final exam automatically forfeits a grade of B or better — regardless of the total number of points acquired in homework, quizzes and exams.
All written assignments (HW & take-home tests) are due by 12:00 am (midnight), end of the day indicated and should be sent by e-mail as single (bundled) PDF files; to this end, using a camera-to-PDF-scanner app on a smart-phone or tablet is highly recommended. Late homework will not be accepted, except in cases of documented emergency.
Collaboration — but not blind copying — on the homework assignments is strongly encouraged; students should use this to learn from each other. There is no substitute for the diverse previous experiences and wealth of knowledge brought together by a cohort of students. All exams and quizzes are open text and open class-notes (including notebooks and class handouts), but no collaboration is allowed; by signing and submitting the exams and quizzes, the student vouches to have abided by this policy. Violation of this policy is covered under University regulations on academic dishonesty and cheating.
First and foremost: your assignments are your communication to the instructor of the level of expertise to which you have mastered the subject matter covered in the course. So, while a neat presentation of home,- quiz- and exam-work is not required for full credit, it certainly makes it easier to assess the quality of the work and give the proper credit due. In all cases, include a simple sketch if it might help conveying the approach or the calculations. Where necessary, include all units and symbols such as the measure of an integral, arrow on a vector, vertical bars for the absolute value of a quantity, for the magnitude of a vector or for the determinant of a matrix, etc.
Each assignment is to be submitted (and is date-stamped) by e-mail (→ thubsch@mac.com), as a single PDF file. Handwritten and other “hard-copy” answer-sheets should be scanned and bundled into a single PDF file — there are many smartphone and tablet apps that do this automagically; some printers also include a flatbed scanner, if you prefer.
Class Attendance Restricted to Registered Students: Only students whose names appear on the official course roster are permitted to attend class meetings. Students who are not registered are not permitted to attend or participate in course activities, do not have access to Blackboard, cannot submit course assignments, and will not receive a grade for this course. It is the students’ responsibility to ensure that they are properly registered by the published registration deadline. Requests to add courses after the deadline will not be considered.
Howard University is committed to creating an accessible, inclusive, and safe learning environment for all students and providing equal access to students with documented disabilities. Students seeking reasonable accommodation must first register with the Office of Student Services (OSS). There you can engage in a confidential conversation about the process for requesting reasonable accommodations in the classroom and clinical settings, which the Office of Student Services (OSS) determines. Accommodations must be requested each semester. Accommodations are not provided retroactively. If you want to request accommodations, please contact OSS via email at oss.disabilityservices@howard.edu or visit https://howard.edu/disability-services
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©2024, Tristan Hübsch