Programming and Computer Techniques in Experimental Physics

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Satisfactory completion of the first three years of the Honours program entitles a student to apply for a Pass degree. Consult the Chemistry entry for a listing of program requirements. Students in other disciplines can obtain a Minor in Physics within their degree programs by completing four full credits from the following courses with a minimum 60 percent average:. Current research interests and activities involve experimental, theoretical and computational studies in condensed matter physics, materials science, and biophysics. Note that not all courses are offered in every session.

Refer to the applicable term timetable for details. Students must check to ensure that prerequisites are met. Description of the appearance of the night sky, history of astronomy, light and telescopes, measuring the properties of stars, structure and functioning of the Sun. Formation and evolution of stars, properties of some unusual astronomical objects, such as pulsars and black holes, galaxies, cosmology and a discussion of the planets of the solar system.

Kinematics, Newton's laws and their applications to equilibrium and dynamics; conservation laws; oscillations, waves and sound. Statics and dynamics of fluids; heat and thermodynamics; geometrical and wave optics; electric and magnetic forces; DC circuits; atomic and nuclear physics. Calculus-based course covering rotational and center-of-mass motion; work done by a variable force; electric and magnetic fields; electric potential and potential energy; magnetic induction; AC circuits and resonance; wave-particle duality; elements of modern physics.

Use of computers for data acquisition, visualization and analysis; elements of computer programming; principles of scientific writing and communications. Physical and chemical interactions of ionizing radiations and their biological effects, structural imaging magnetic resonance imaging, ultrasound, computed tomography and optical microscopy ; nuclear medicine, therapeutic applications of radiation.

Mechanics of particles and systems of particles by the Newtonian method; conservation of linear momentum, angular momentum and energy; elementary dynamics of rigid bodies; oscillators; motion under central forces; selected applications. Conduction in metals and semi-conductors; circuit analysis; semi-conductor junction, diode and transistor; rectification, switching and amplification; operational amplifiers, active filters; laboratory instruments. Secondary school algebra and some basic calculus will be used in the quantitative sections.

Principles of digital electronics; combinatorial logic and circuits; sequential circuits, counters; digital computing and control; analog-to-digital conversion; signal sampling; elements of computational science; an introduction to programming. Special relativity, photons, the wave-particle aspects of electromagnetic radiation and matter; introduction to wave mechanics; the hydrogen atom and atomic line spectra; orbital and spin angular momenta; lasers. Geometrical and wave optics, reflection, refraction, lenses, matrix methods, aberrations, gradient index phenomena including fibre optics, interference, coherence, holography, Fraunhofer and Fresnel diffraction, polarization.

Introduction to the molecular biophysics of cellular membranes, structure and function of the major cell components lipids, proteins and carbohydrates , experimental physical techniques, photobiology, biological electrokinetics, bioinformatics, biomechanics, and biomimetics. Electric field, divergence and curl of electrostatic field; relation between electric work and energy; conductors; application of Laplace's and Poisson's equation in electrostatics; electrostatic field in matter; field in polarized object and linear dielectric.

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Magnetostatics, divergence and curl of magnetic field; magnetic vector potential; magnetic field in matter; magnetization; field of magnetic object; magnetic field inside of linear and non-linear media; electrodynamics; Ohm's law; Faraday's law and Maxwell equations; energy and momentum in electrodynamics; electromagnetic waves. Introduction to probability distribution functions, accessible states, entropy, temperature, partition functions and relations to thermodynamic functions.

Wave particle dualism, Schrodinger equation, solution of simple one-dimensional barrier problems and the harmonic oscillator, hydrogen atom, angular momentum theory, introduction to perturbation theory and variational methods. Advanced treatment of the mechanics of particles and of rigid bodies; Lagrangian and Hamiltonian methods; Poisson brackets, applications to the theory of small oscillators and central force motions, elements of chaotic motions. Laboratory experiments to be selected from atomic physics, nuclear physics, solid state physics. Operational amplifiers, converters, switches, microcomputers and their application to physical measurements.

Principles of operation of solid-state devices, from the point of view of the quantum theory; electronic bands and conduction in semiconductors; operation and manufacture of silicon and germanium diodes, junction and field effect transistors; thin-film deposition technology; special topics. Techniques of mathematical physics in the context of physically relevant problems. Vector calculus in curvilinear coordinate systems, applied linear algebra, Fourier series and Fourier transforms, special functions of mathematical physics, and least-squares approximations.

Topics may include Calculus of variations, Lagrangian and Hamiltonian mechanics, field theory, differential forms, vector and polyvector fields, tensor fields, Lie derivative, connection, Riemann metric, Lie groups and algebras, manifolds, and mathematical ideas of quantum mechanics. Applications to theoretical physics. Topics may include techniques of mathematical physics and scientific computing. Small experimental, theoretical or applied physics research project to be carried out under the supervision of a member of the department. Note: the project may, under special circumstances, be started in the summer months.

Students must consult with the Department Chair regarding their proposed program during the first week of lectures. Detailed experimental, theoretical or applied physics research project to be carried out under the supervision of a member of the department. Restriction: open to PHYS single or combined majors with either a minimum of Linear and nonlinear travelling waves. Nonlinear evolution equations Korteweg de Vries, nonlinear Schrodinger, sine-Gordon.

Soliton solutions and their interaction properties. Lax pairs, inverse scattering, zero-curvature equations and Backlund transformations, Hamiltonian structures, and conservation laws. Computational methods and techniques commonly used in condensed matter physics research; graphing and visualization of data; elements of programming and programming style; use of subroutine libraries; common numerical tasks; symbolic computing systems. Discipline-specific scientific writing.

Note: case studies from various areas of computational physics. Preparation of documents and presentations. Fundamental postulates, equilibrium statistical mechanics and its relation to thermodynamics. Maxwell-Boltzmann, Bose-Einstein and Fermi-Dirac statistics are derived and applied in appropriate physical situations of non-interacting and interacting particles; fluctuations; elementary treatment of transport theory.

Postulates about states, observables, probabilities, change of state in a measurement, and time evolution. Dirac's bra and ket notation; representation and transformation theory. Two-level systems. Complete set of commuting observables and classification of states. Symmetries and their usage in classification of states. Intrinsic properties of nuclei, nuclear binding energy; qualitative treatment of shell model; alpha, beta and gamma radioactivities, nuclear fission, characteristics of nuclear reactions.

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Optical lattices, spatial light modulators, evanescent waves and their applications from biology to ultracold atoms. Laser cooling and optical trapping. Manipulation of crystal properties by light. Optical patterns: tweezers, mirrors, funnels, bottles. Maple-based coursework. Crystal structures and crystal binding; the vibration of atoms in solids and the thermodynamics of solids; introduction to transport properties of solids. Energy bands in metals and semiconductors, dynamics of electrons, Fermi surfaces and transport properties of solids, magnetism, screening in electron gas, optical properties.

Families of logic devices, selection and implementation techniques; synchronous and asynchronous sequential circuits; safety and physical constraints; programmable array logic designs; digital signal processing, optoelectronics; CAD; circuit layout. Review of Special Relativity and Minkowski space-time. Introduction to General Relativity theory; the space-time metric, geodesics, light cones, horizons, asymptotic flatness; energy-momentum of particles and light rays.

Curvature and field equations. Static black holes Schwarzschild metric , properties of light rays and particle orbits. Rotating black holes Kerr metric. Examples of topics are relativity and cosmology; surface physics and electronic states in ordered and disordered systems. Provide student with the opportunity to apply what they've learned in their academic studies through career-oriented work experiences at employer sites. Note: students will be required to prepare learning objectives, participate in a site visit, write a work term report and receive a successful work term performance evaluation.

Black, Stuart M. Rothstein, Ramesh C. Shukla Professors Shyamal K. Program Notes 1. Students should consult a faculty adviser when planning years 3 and 4 of the BSc programs or year 3 of the BSc Pass program. As a result, the students may take more than four years and Students should contact an Academic Adviser for their program.

For details, see the Graduate Calendar or contact the Chair of the Department. Course Descriptions Note that not all courses are offered in every session. Lectures, 3 hours per week. ASTR 1P02 Introduction to Astronomy II Formation and evolution of stars, properties of some unusual astronomical objects, such as pulsars and black holes, galaxies, cosmology and a discussion of the planets of the solar system. Lectures, 4 hours per week.

Lectures, 4 hours per week; lab, alternating weeks, 3 hours per week. PHYS 1P94 Introductory Physics III Calculus-based course covering rotational and center-of-mass motion; work done by a variable force; electric and magnetic fields; electric potential and potential energy; magnetic induction; AC circuits and resonance; wave-particle duality; elements of modern physics. Lectures, 3 hours per week; lab 3 hours per week. PHYS 2P02 Introduction to Medical Physics Physical and chemical interactions of ionizing radiations and their biological effects, structural imaging magnetic resonance imaging, ultrasound, computed tomography and optical microscopy ; nuclear medicine, therapeutic applications of radiation.

Lectures, 3 hours per week; tutorial, 1 hour per week. Information follows the description of the major.

About the course

The curriculum leading to the BA degree in physics is designed for maximum flexibility consistent with a thorough coverage of the essential principles of physics. Degree requirements include introductory and advanced physics and mathematics courses, as well as physics electives that allow students to pursue specific interests.

Students who plan to major in physics are encouraged to start course work in their first year. However, the program can be completed in three years, so one could start physics in the second year without delaying graduation. Two of the physics and two of the mathematics courses can be designated as general education courses, with sixteen courses remaining to fulfill the major.

In general, students should take the most advanced courses for which they have the appropriate prerequisites. Either course is appropriate for students planning to major or minor in physics. In addition to specified course work, the physics major requires three electives. These electives may be selected from the following courses:. Cannot be counted toward electives if used to satisfy requirements for the specialization in astrophysics.

The sample programs below illustrate different paths for fulfilling requirements for the physics major. In the first example, the Honors physics sequence PHYS is taken concurrently with calculus:. The next example shows a PHYS pathway. In addition, three electives selected from a list of approved courses must be taken. In deciding when to take electives, students should be mindful of any course prerequisites. The required laboratory sequence PHYS is a year-long study of experimental physics. Progress through the physics program can be accelerated by "doubling up" on some of the required courses.

This provides more options in the third and fourth years for electives, as well as research or graduate course work. Note that it is possible to complete all program requirements in three years. Finally, the sample programs shown here are only meant to be illustrative. Students are encouraged to speak with the departmental counselors in planning individual programs, especially regarding selection of mathematics courses and program electives.

The essential physics content of these two sequences is the same, but the s sequence covers material at a higher mathematical level. In addition, physics placement may be adjusted by consulting the undergraduate program chair KPTC during Orientation week.

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Transfer students who have satisfactorily completed calculus-based introductory physics courses at another university may be granted appropriate transfer credit upon petition to, and approval by, the program chair. The prerequisite is two quarters of calculus and completion of general chemistry.

While topics are similar to the s and s sequences, PHYS s cannot serve as a prerequisite for further courses in physics, and thus cannot be used for the physics major or minor. In all three sequences, a grade of at least C- is required to take the next course in the sequence. For a passing grade below C- , the student will need to obtain permission from the instructor of the next course before enrolling. Petitions for a waiver of this requirement must be presented to the undergraduate program chair before the second day of the succeeding course. Consult the section on Advanced Placement Credit in this catalog for more information.

The first examination may be taken by incoming students only at the time of matriculation in the College. All students who receive advanced standing on the basis of a physics accreditation examination are interviewed by the undergraduate program chair to determine the extent of their lab experience. Additional laboratory work may be required.

All regular non-research physics courses must be taken for quality grades. All courses used to satisfy prerequisites must be taken for quality grades. The physics program offers unique opportunities for College students to become actively involved in the research being conducted by faculty of the department. Interested students are welcome to consult with the departmental counselors.

In addition to these formal arrangements, students at any level may become involved in research by working in a faculty member's lab or research group on an extracurricular basis. With the introduction of the major in astrophysics in the —19 academic year, the degree program in physics with specialization in astrophysics is being discontinued. Students who matriculated in Autumn Quarter or earlier may still complete the specialization with approval from the department.

Students entering the College in Autumn Quarter or later and wish to pursue study in astrophysics should plan to major in astrophysics. The program leading to a BA in physics with a specialization in astrophysics is a variant of the BA in physics. The degree is in physics, with the designation "with specialization in astrophysics" included on the final transcript.

If the latter option is chosen, the thesis topic must be approved by the program chair. This thesis may simultaneously fulfill part of the requirements for honors in physics. A grade of at least C- must be obtained in each course. The minor in physics is designed to present a coherent program of study to students with a strong interest in physics but insufficient time to pursue the major. The courses required for the minor are:. Consequently, the number of courses needed for the minor will vary between five and eight.

Students who elect the minor program in physics must meet with the physics undergraduate program chair before the end of Spring Quarter of their third year to declare their intention to complete the minor.

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The approval of the program chair for the minor program should be submitted to a student's College adviser by the deadline above on a form obtained from the College adviser. Courses for the minor are chosen in consultation with the program chair. Courses in the minor 1 may not be double counted with the student's major s or with other minors and 2 may not be counted toward general education requirements. Courses in the minor must be taken for quality grades, and students must have a GPA of 2.

You Should Be Coding in Your Physics Course

More than half of the requirements for the minor must be met by registering for courses bearing University of Chicago course numbers. This is a one-year sequence in the fundamentals of physics for students in the biological sciences and pre-medical studies. Univariable calculus will be used as needed. Where appropriate, attention will be drawn to interdisciplinary applications. The first two courses meet the general education requirement in physical sciences. This is a one-year introductory sequence in physics for students in the physical sciences.

Univariable calculus will be used extensively. Topics include particle motion, Newton's Laws, work and energy, systems of particles, rigid-body motion, gravitation, oscillations, and special relativity. MATH or may be taken concurrently. Topics include electric fields, Gauss' law, electric potential, capacitors, DC circuits, magnetic fields, Ampere's law, induction, Faraday's law, AC circuits, Maxwell's equations, and electromagnetic waves.

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Topics include mechanical waves, sound, light, polarization, reflection and refraction, interference, diffraction, geometrical optics, heat, kinetic theory, and thermodynamics. A strong background in univariable calculus is assumed. Multivariable and vector calculus will be introduced and used extensively. Honors Electricity and Magnetism. Honors Waves, Optics, and Heat. This course is an introduction to quantum physics. Applications to nuclear and solid-state physics are presented.

Topics include a review of Newtonian mechanics, the calculus of variations, Lagrangian and Hamiltonian mechanics, generalized coordinates, canonical momenta, phase space, constrained systems, central-force motion, non-inertial reference frames, and rigid-body motion. This is a year-long laboratory sequence, offering experiments in atomic, molecular, solid-state, nuclear, and particle physics. Additional material, as needed, is presented in supplemental lectures.

Content varies from quarter to quarter.

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L Note s : Open only to students who are majoring in Physics. Introduction to Mathematical Methods in Physics. This course, with concurrent enrollment in PHYS , is required of students who plan to major in physics.

Topics include infinite series and power series, complex numbers, linear equations and matrices, partial differentiation, multiple integrals, vector analysis, and Fourier series. These methods are used to study Maxwell's equations, wave packets, and coupled oscillators. Mathematical Methods in Physics. Topics include linear algebra and vector spaces, ordinary and partial differential equations, calculus of variations, special functions, series solutions of differential equations, and integral transforms. This is a two-quarter sequence on static and time-varying electric and magnetic fields.

Intermediate Electricity and Magnetism I. Topics include electrostatics and magnetostatics, boundary-value problems, and electric and magnetic fields in matter.