Physics Blog
Number 9 - August 15, 2013
Minimum Physics Knowledge for Graduate School
Leonard Susskind has
recently published a book titled "The
Theoretical Minimum: What You Need to Know to Start Doing
Physics." It's not geared toward prospective physicists,
but to the interested layperson, who may or may not have the
mathematical background to pursue physics research, nor possibly
even understand the book.
Someone who IS ready
to "do physics" is someone about to graduate with a bachelor's
degree in physics and is planning on going to graduate
school. This is where the real "doing physics" will
commence. Many of my students wonder whether they are ready for
grad school, and so I've put together a list of standard topics
and undergraduate textbooks that they should be familiar with
before heading off to grad school. I've been helped by
several grad schools.
1. Carnegie Mellon's graduate
admissions page says:
The following coursework is considered to be part of a regular undergraduate preparation. Textbooks are given in brackets to indicate the general level expected from a successful undergraduate education:
2. Purdue's graduate admissions page says:
A good preparation
in physics for entering students includes a sound knowledge of
general physics, intermediate level mechanics, electricity and
magnetism, optics, statistical and thermal physics, introductory
atomic and nuclear physics including some principles of quantum
mechanics. A corresponding mathematical background would include
vector analysis, advanced calculus, ordinary differential
equations, boundary value problems, and some knowledge of
introductory complex analysis. Graduate credit courses are offered
at two levels in quantum mechanics and a classical physics review
course that surveys problem solving in intermediate mechanics,
electricity and magnetism, and some thermal physics is offered. In
addition, two courses in mathematical methods of physics are
offered. First-year students can be placed in courses that will
supplement their undergraduate programs and correct deficiencies.
Strong undergraduate preparation would be provided by adequate
study of textbooks at the level of:
If you know all of this material, you will be far ahead of many
graduate students, so the goal is not to memorize it all, but to
be familiar with the problems and be able to solve some of the
most important, basic, problems.