Category: Inspiring Teachers
Leslie Kaelbling: 6.01 Lecture 08 — Modeling Systems with Uncertainty
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6.01 Lecture 08 — Modeling Systems with Uncertainty: Discrete probability and Bayesian reasoning. Recorded 2012.
Leslie Kaelbling: 6.01 Lecture 02 — Signals and Systems
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6.01 Lecture 2 — Signals and Systems: Difference equations, block diagrams, and operator expressions. Recorded 2012.
James K. Roberge: 6.302 Lecture 08 — Compensation
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Topics include: improving performance of a system; drawing a gain phase plot; frequency domain concepts and techniques; compensation; operational amplifier configurations. Recorded: 1985.
Leslie Kaelbling: 6.01 Lecture 10 — Deriving Behavior from Models
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6.01 Lecture 10 — Deriving Behavior from Models: Planning as a graph-search problem. Recorded 2012.
James K. Roberge: 6.302 Lecture 18 — Oscillators (Intentional)
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Topics include: designing a sinusoidal oscillator; Wien-Bridge oscillator; component tolerance; field effect transistor; quadrature oscillator; envelope detection. Recorded: 1985.
James K. Roberge: 6.302 Lecture 06 — More Root Locus
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Topics include: stability analysis of loop transmissions; root contours; closed-loop zero locations and hole locations; demo with frequency-selective (rejection) amplifier that uses Twin-T network. Recorded: 1985.
Champions of Teaching Excellence
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A. Neil Pappalardo ’64 is a champion of teaching excellence at MIT. Born in Rochester, New York, Neil Pappalardo received the S.B. degree in Electrical Engineering from MIT. Following graduation Neil pursued his int...
Amar G. Bose: 6.312 Lecture 17—Transformers and Magnetic Circuits
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Topics include: magnetic circuits; transformers; Lenz's Law; leakage flux. Recorded: Nov. 7, 1995.
James K. Roberge: 6.302 Lecture 20 — Model Train Speed Control
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Topics include: speed control of a model (Lionel Corp.) train; time division multiplex telemetry scheme; cogging; up-down counter; review of the hardware; demos with oscilloscope; switching amplifiers. Recorded: 1985.
James K. Roberge: 6.302 Lecture 12 — Feedback Compensation of an Operational Amplifier
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Topics include: behavior of non-linear systems; non-linearity and dynamics; linearization technique and notation; Earnshaw's Theorem; demo with iron ball and magnetic field; linearized analysis; flywheel energy storag...
