COURSE DETAIL
COURSE DETAIL
COURSE DETAIL
This is a calculus-based physics course with a laboratory component for students who are pursuing science and engineering degrees. This is the first of a two-course sequence. This intensive course introduces fundamental concepts of physics as a foundation for more advanced studies in physics and applications in other areas of science and engineering. This course covers mechanics including motion, Newton laws, work, energy, linear and angular momentum, rotation, equilibrium, fluid and gravitation. Competence in calculus as well as algebra, geometry, and trigonometry is essential. This course provides a solid understanding of main physics topics and introduces methods of experimental physics.
COURSE DETAIL
COURSE DETAIL
COURSE DETAIL
COURSE DETAIL
COURSE DETAIL
COURSE DETAIL
Topics include Fourier analysis: Fourier series, Fourier transform, Dirac delta function, sifting property, Fourier representation, convolution, correlations, Parseval's theorem power spectrum, sampling; Nyquist theorem, data compression, solving ordinary differential equations with Fourier methods, driven damped oscillators, Green's functions for 2nd order ODEs, partial differential equations, PDEs and curvilinear coordinates, Bessel functions, and Sturm-Liouville theory. Topics for probability and statistics include concept and origin of randomness, randomness as frequency and as degree of belief, discrete and continuous probabilities, combining probabilities, Bayes theorem, probability distributions and how they are characterized, moments and expectations, error analysis, permutations, combinations, and partitions, Binomial distribution, Poisson distribution, the Normal or Gaussian distribution, shot noise and waiting time distributions, resonance and the Lorentzian, growth and competition and power-law distributions, hypothesis testing, parameter estimation, Bayesian inference, correlation and covariance, and model fitting.
COURSE DETAIL
This course provides an introduction to the concepts, formalism, and applications of quantum mechanics in different disciplinary fields of science and technology: mathematics, computer science and information technology, basic physics, and physico-chemistry. It includes instruction from specialists within these disciplines in connection with current research issues.
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