Electric charge and electric field; Gauss's law; electric potential; dielectrics; electric circuits; magnetic field and magnetic forces; sources of magnetic field; electromagnetic induction; electromagnetic waves.

Electric charge and electric field; Gauss's law; electric potential; dielectrics; electric circuits; magnetic field and magnetic forces; sources of magnetic field; electromagnetic induction; electromagnetic waves.

Electromagnetism, electromagnetic waves, optics and vision, electrical characteristics of the nervous system, quantum theory of light, atoms, and molecules, intermolecular forces, interaction of light with matter, absorption, fluorescence, stimulated emission, physics of medical imaging techniques such as x-ray computerized tomography, magnetic resonance imaging, and positron emission tomography.

Review of vectors and matrices, orthogonal transformations; numerical simulations and animations of mechanical systems, kinematics and dynamics of particles; Newton's laws of motion; conservation laws; oscillations; central forces; orbits and scattering in a central force field; planetary motion; non-inertial reference frames; potential theory; the two-body problem.

The nature and propagation of light, geometric optics and optical instruments, interference, diffraction, relativity, photons electrons and atoms, the wave nature of particles, quantum mechanics, atomic structure, molecules and condensed matter, nuclear physics, particle physics and cosmology. Lab component.

Review of vector calculus; electrostatics, Gauss' law, Poisson's equation, dielectric materials, electrostatic energy, boundary-value problems; magnetostatics, law of Biot and Savart, Ampere's law, magnetic forces and materials, magnetic energy; electromagnetic induction; Faraday's law; Maxwell's equations, Poynting's theorem.

Review of the active and passive circuit components: design and construction of various electrical and electronic devices such as power supplies, audio amplifiers, radio receivers, temperature controllers, and motion detectors. Practical aspects of electronic circuit design. Familiarity with basic electronics at the level of Physics 102 is required.

Time-independent perturbation theory; fine structure of the hydrogen spectrum; variational approximation; helium atom; WKB quantization; time-dependent perturbation theory; two-level systems; emission and absorbtion; adiabatic approximation; geometric phase.

Selected experiments in physics. Single component and integrated solid state electronic device characteristics and applications in electronic circuits. Use of coherent and incoherent electromagnetic waves in modern physics experiments and contemporary technology applications with transmission, absorption, diffraction, and spectroscopic measurements. Laboratory technique, data recording and analysis, communication of results through written and oral reports.

Computational modeling of scientific problems and implementation of the numerical methods. Dynamical systems based on ordinary differential equations, nonlinear dynamics and chaos, potentials and fields, random systems, statistical mechanics, phase transitions, molecular dynamics, computational quantum mechanics, interdisciplinary topics such as protein folding, self-organized criticality, genetic algorithms.

Detailed examination of current topics in Physics.

Boundary-value problems in electrostatics and magnetostatics. Maxwell's equations. Conservation laws. Electromagnetic waves and wave propagation in different media. Waveguides and resonant cavities. Radiating systems.

Selected experiments in physics. Single component and integrated solid state electronic device characteristics and applications in electronic circuits. Use of coherent and incoherent electromagnetic waves in modern physics experiments and contemporary technology applications with transmission, absorption, diffraction, and spectroscopic measurements. Laboratory technique, data recording and analysis, communication of results through written and oral reports.

Computational modeling of scientific problems and implementation of the numerical methods. Dynamical systems based on ordinary differential equations, nonlinear dynamics and chaos, potentials and fields, random systems, statistical mechanics, phase transitions, molecular dynamics, computational quantum mechanics, interdisciplinary topics such as protein folding, self-organized criticality, genetic algorithms.

Research term project conducted individually by the student under the guidance of a faculty member. Results in a written project report. (Grade: Satisfactory - Unsatisfactory).

A consultancy-like project carried out by a team of students on a company’s or an organization’s real problem. Introduction to project management. Process management and team building.

A consultancy-like project carried out by a team of students on a company’s or an organization’s real problem. Introduction to project management. Process management and team building.

Foundations of psychology; perception; learning; motivation; intelligence; personality and social relations.

Foundations of psychology; perception; learning; motivation; intelligence; personality and social relations.

Research process and basic research concepts; critical framework to examine social science problems and evaluate research; constructing social explanations; concept of causality; measurement, sampling, questionnaire construction; experimental methodology, ethnomethodology, document study; philosophy of social science.

The individual as a member of social groups and social psychological perspectives on issues such as aggression and violence, bystander intervention, obedience, conformity, attitudes, prejudice, and attribution.