Mesoscopic Physics
Mesoscopic physics is the area of Solid State physics that covers the transition regime between macroscopic objects and the microscopic, atomic world.The main goal of the course is to introduce the physical concepts underlying the phenomena in this field. Study Goals: Reach understanding of electronic properties of meso-size conductors, appreciate/recognize the role of classical and quantum processes, being able to explain electronic transport phenomena using simple physical concepts.Author(s): Creator not set

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(Video) Nobel Lecture Series - Anthony Legett.
Presentation of professor Tony Leggett - 2003 Nobel Laureate in Physics.
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Scientific Ethics and the Signs of Voodoo Science
Until recently, the issue of research ethics had not been a subject of explicit discussion within the Physics community. Over the past ten years, however, documented cases of scientific fraud have brought this issue to center stage. We will explore, through case studies, some examples ranging from poor scientific practice to deliberate manipulation and fabrication of data.
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2-D Kinematics; Forces and Newton's Laws 3
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The Physics of Startups - Shai Agassi (SAP AG)
Shai Agassi discusses his entrepreneurial journey from the enterprise software industry to his current work in clean energy. In the process, he describes the "physics of startups", drawing parallels between principles of business and the laws of physics. He emphasizes the importance of acting on an idea before it's adopted by the mainstream and navigating the inevitable uncertainties that can result in success or failure.
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8.592J Statistical Physics in Biology (MIT)
Statistical Physics in Biology is a survey of problems at the interface of statistical physics and modern biology. Topics include: bioinformatic methods for extracting information content of DNA; gene finding, sequence comparison, and phylogenetic trees; physical interactions responsible for structure of biopolymers; DNA double helix, secondary structure of RNA, and elements of protein folding; considerations of force, motion, and packaging; protein motors, membranes. We also look at collective
Author(s): Mirny, Leonid,Kardar, Mehran

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Content within individual OCW courses is (c) by the individual authors unless otherwise noted. MIT OpenCourseWare materials are licensed by the Massachusetts Institute of Technology under a Creative C

1-2. Two Paradigms of Colonial History (September 24, 2008)
American history, social science, humanism, language, England, colony, class, diversity, politics, scientific revolution, human condition, architecture, colonization, art, discovery, settler, Columbus, communication, African slave, black, immigration, Eur
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Neutron Stars: Lighthouses of the Cosmos
Prof. Kaspi describes the astonishing properties of pulsars, as well as how observations of these amazing objects help to constrain several interesting aspects of physics of extreme environments.
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Khirbat al-Mudayna al-Aliya: (Overview)
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Author(s): Bruce Routledge,Benjamin Porter,Khirbat al-Mudayna

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1. Fourier Transforms Lecture 1
Electrical, engineering, computers, math, physics, geometry, algebra, technology, functions, applications, coding theory, signal processing, fourier series, fourier transformation, analysis, synthesis, linear operations, symmetry, frequency, velocity
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3. Fourier Transforms Lecture 3
Electrical, engineering, computers, math, physics, geometry, algebra, technology, functions, linear operations, Fourier transformations, coefficients, cosin, sin, convergence, signal processing, continuos case, convergence of energy, finite energy
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4. Fourier Transforms Lecture 4
Electrical, engineering, computers, math, physics, geometry, algebra, calculus, technology, functions, linear operations, Fourier transformations, coefficients, cos, sin, infinite sum, integrability, vector addition, application, heat fl
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5. Fourier Transforms Lecture 5
Electrical, engineering, computers, math, physics, geometry, algebra, calculus, technology, functions, linear operations, Fourier transformations, periods, heat flow, Fourier series, convolution, non periodic, phenomena
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6. Fourier Transforms Lecture 6
Electrical, engineering, computers, math, physics, geometry, algebra, calculus, technology, functions, linear operations, Fourier transformations, Fourier series, coefficient, limiting case, periodize, constituent parts, Fourie inversion, synthesis, sinc
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7. Fourier Transforms Lecture 7
Electrical, engineering, computers, math, physics, geometry, algebra, calculus, technology, functions, linear operations, Fourier transformations, Fourier series, coefficient, inverse, the spectrum, signals, gaussian
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8. Fourier Transforms Lecture 8
Electrical, engineering, computers, math, physics, geometry, algebra, calculus, technology, functions, linear operations, Fourier transformations, Fourier series, delays, stretches, convolutions, shifted, interpretations, corresponding, phase shifts, sign
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9. Fourier Transforms Lecture 9
Electrical, engineering, computers, math, physics, geometry, algebra, calculus, technology, functions, linear operations, Fourier transformations, Fourier series, convolution, signal combinations, multiplying signals, turbidity, clarity of water, frequenc
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11. Fourier Transforms Lecture 11
Electrical, engineering, computers, math, physics, geometry, algebra, calculus, technology, functions, linear operations, sin, cosin, Fourier transformations, Fourier series, central limit theorem, repeated convolutions, random variables, CLT, convergence
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12. Fourier Transforms Lecture 12
Electrical, engineering, computers, math, physics, geometry, algebra, calculus, technology, functions, linear operations, sin, cosin, Fourier transformations, Fourier series, rapidly decreasing functions, decays, power of x, derivative, rapidly decreasing
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13. Fourier Transforms Lecture 13
Electrical, engineering, computers, math, physics, geometry, algebra, calculus, technology, functions, linear operations, sin, cosin, Fourier transformations, Fourier series, distribution, test functions, signals, rapidly decreasing functions, generalized
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