Measurement of point-spread function (PSF) for confocal fluorescence microscopy by InCheon Song and others by
Codex 0 Created 2026-10-13 Updated 2026-11-05
Published in Advanced Characterization Techniques for Optics, Semiconductors, and Nanotechnologies II.
Publisher: SPIE, Bellingham, WA.
8.333 Statistical Mechanics I: Statistical Mechanics of Particles by
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Publisher: Cortland faculty website (institutional host).
Demonstration experiments with a Stirling engine by Christopher G Deacon and others by
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Réflexions sur la puissance motrice du feu et sur les machines propres à développer cette puissance by Sadi Carnot by
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Publisher: Massachusetts Institute of Technology.
Cited passages: Thermodynamics and Propulsion, §1.2.2, system boundaries and closed systems; §1.2.3, sufficient state properties; §§1.2.5–1.2.6, process paths and quasi-equilibrium descriptions.
Cited passages: Thermodynamics and Propulsion, §1.3.1, heat crosses boundaries and is not stored; §1.3.3, external pressure, frictionless quasistatic limit and Figures 1.10–1.11; §1.3.4, Figure 1.14, resistor versus combined resistor/water boundary.
Cited passages: Thermodynamics and Propulsion, §5.3, opening reversible dW = p dV and dQ = T dS substitutions; §5.3, relations between state properties and enthalpy definition.
The notes title page credits E. M. Greitzer, Z. S. Spakovszky and I. A. Waitz as authors, separately from a LaTeX editing credit. The 2008 date is the copyright/course year; no separate section publication date is established.
Giant Rydberg Excitons in Cuprous Oxide by Tomasz Kazimierczuk and others by
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Excitons in Semiconductor Quantum Dots by Matjaž Humar by
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By Matjaž Humar.
Seminar for Theory of Nanomaterials.
Cited passages: Humar, §3, printed p. 6: small-radius Frenkel contrast; Humar, §3, printed pp. 5–6, equations (13)–(26); Matjaž Humar, Excitons in Semiconductor Quantum Dots, §3, printed pp. 4–6: bound pairs, effective masses and localized contrast.
A time of flight method to measure the speed of sound using a stereo sound card by Carlos C. Carvalho and others by
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Online text: arxiv.org/pdf/0712.1577
Publisher: Stanford University (course host; publication publisher not separately stated).
18.303 Linear Partial Differential Equations, Fall 2006 by Matthew J. Hancock by
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Basics of Space Flight (2017 edition) by Dave Doody by
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By Dave Doody.
Lunar Laser Ranging Tests of the Equivalence Principle by James G. Williams and others by
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Publication information: arxiv.org/abs/1203.2150
Published in Classical and Quantum Gravity.
Online text: arxiv.org/pdf/1203.2150
Publisher: OpenStax, Rice University.
MIT 8.13–14 Experimental Physics I & II, Junior Lab, Fall 2016–Spring 2017 by MIT Department of Physics by
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Electromagnetism lecture notes by Richard Fitzpatrick by
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MIT 2.71 and 2.710 Optics, Spring 2014 by Nicholas X. Fang by
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By Nicholas X. Fang.
Publisher: RP Photonics AG.
The entry Wavefronts, www.rp-photonics.com/wavefronts.html , describes surfaces of constant phase, planar and spherical wavefronts, and changes of wavefront shape through optical elements. It provides the geometric context for wavefront curvature.
The Feynman Lectures on Physics, Volume II by Richard Feynman and others by
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Publisher: Caltech / The Feynman Lectures Website (online edition).
Additional cited passages: II.14–6, equations (14.37)–(14.38): volume-to-wire conversion; II.14–7, equations (14.39)–(14.43): volume law, displacement convention and cross-product order; II.14–5, equations (14.33)–(14.36): loop magnetic moment and dipole field. Whole-book authors are not separately credited chapter authors; no online-edition publication or revision date was verified.
Additional cited passages: II.13–4, equations (13.12)–(13.13) and subsequent steady-source and closed-circuit discussion; II.13–5, equations (13.17)–(13.18) and internal-current explanation of magnetic matter. Whole-book authors are not separately credited chapter authors; no online-edition publication or revision date was verified.
Additional online chapters: www.feynmanlectures.caltech.edu/II_02.html and www.feynmanlectures.caltech.edu/II_12.html
Additional cited passages: II.2–7, Second derivatives of vector fields, equations (2.52)–(2.54), the Laplacian and the rectangular-component statement after (2.54); II.2–8, Pitfalls, equation (2.60) and final coordinate-system caution. II.12–4, equations (12.19)–(12.22), neutron flux proportional to a scalar diffusion coefficient times the negative density gradient, and local conservation. Equation (12.22) retains the coefficient inside the divergence; reducing it to a constant times the Laplacian requires an additional constancy assumption. Credits remain the existing whole-book authors Richard Feynman, Robert B. Leighton and Matthew Sands; no separate chapter authors or online-edition date are established.
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