14
On an Instrument to illustrate Poinsot’s Theory of Rotation
246-247
15
On a Dynamical Top, for exhibiting the phenomena of the motion of a system of invariable form about a fixed point, with some suggestions as to the Earth’s motion (1857)
248-262
16
Account of Experiments on the Perception of Colour (1857)
263—270
17
On the General Laws of Optical Instruments (1858)
271—285
18
On Theories of the Constitution of Saturn’s Rings
286—287
19
On the Stability of the motion of Saturns’s Rings (1856)
288—376
20
Illustrations of the Dynamical Theory of Gases (1860)
377—409
21
On the Theory of Compound Colours, and the Relations of the Colours of the Spectrum (1860)
410—444
22
On the Theory of Three Primary Colours (1861)
445—450
23
On Physical Lines of Force
451-513
24
On Reciprocal Figures and Diagrams of Forces
514-525
25
A Dynamical Theory of the Electromagnetic Field (1864)
526-597
26
On the Calculation of the Equilibrium and Stiffnes of Frames
597-604
Volum II:
Стр.
27
The Bakerian Lecture.— On the Viscosity or Internal Friction of Air and other Gases (1865)
1—25
28
On the Dynamical Theory of Gases (1866)
26—78
29
On the Theory of the Maintenance of Electric Currents by Mechanical Work without the use of Permanent Magnets (1867)
79-85
30
On the Equilibrium of a Spherical Envelope (1867)
86—95
31
On the best Arrangement for producing a Pure Spectrum on a Screen (1867—1868)
96—100
32
The Construction of Stereograms of Surfaces
101
33
On Reciprocal Diagrams in Space, and their relation to Airy’s Function of Stress
102—104
34
On Governors (1868)
105—120
35
«Experiment in Magneto-Electric Induction». In a Letter to W. R. Grove F. R. S. (1868)
121-124
36
On a Method of Making a Direct Comparison of Electrostatic with Electromagnetic Force; with a Note on the Electromagnetic Theory of Light (1868)
125—143
37
On the Cyclide (1867)
144—159
38
On a Bow seen on the Surface of Ice
160
39
On Reciprocal Figures, Frames and Diagrams of Force (1869—1870)
161-207
40
On the Displacement in a Case of Fluid Motion
208—214
41
Address to the Mathematical and Physical Sections of the British Association (1870)
215-229
42
On Colour-vision at different points of the Retina
230—232
43
On Hills and Dalles
233-240
44
Introductory Lecture on Experimental Physics
241—255
45
On the Solution of Electrical Problems by the Transformation of Conjugate Functions
256
46
On the Mathematical Classification of Physical Quantities
257—266
47
On Colour Vision
267—279
48
On the Geometrical Mean Distance of Two Figures on a Plane (1872)
280-285
49
On the Induction of Electric Currents in a Infinite Plane Sheet of Uniform Conductivity
286-296
50
On the Condition that, in the Transformation of any Figure by Curvilinear Coordinates in Three Dimensions, every angle in the new Figure shall by equal to the corresponding angle in the original Figure (1872)
297-300
51
Reprint of Papers on Electrostatics and Magnetism. By sir W. Thomson (1872)
301-307
52
On the Proof of the Equations of Motion of a Connected System (1876)
308—309
53
On a Problem in the Calculus of Variations in which the solution is discontinuous (1876)
310
54
On Action at a Distance
311-323
55
Elements of Natural Philosophy
324—328
56
On the Theory of a System of Electrified Conductors, and other Physical Theories involving Homogeneous Quadratic Functions
329-331
57
On the Focal Lines of a Refracted Pencil
332-337
58
An Essay on the Mathematical Principles of Physics. By the Rev. James Challis
338—342
59
On Loschmidt’s Experiments on Diffusion in relation to the Kinetic Theory of Gases
343-350
60
On the Final State of a System of Molecules in motion subject to forces of any kind
351—354
61
Faraday
355—360
62
Molecules
361—378
63
On Double Refraction in a Viscous Fluid in Motion (1873)
379—380
64
On Hamilton’s Characteristic Function for a narrow Beam of Light (1874)
364-390
65
On the Relation of Geometrical Optics to other parts of Mathematics and Physics
391-392
66
Plateau on Soap-Bubbles
393—399
67
Grove’s «Correlation of Physical Forces»
400—405
68
On the application of Kirchoff’s Rules for Electric Circuits to the Solution of a Geometrical Problem
406
69
Van der Waals on the Continuity of the Gaseous and Liquid Slates
407—415
70
On the Centre of Motion of the Eye
416-417
71
On the Dynamical Evidence of the Molecular Constitution of Bodies (A Lecture)
418-438
72
On the Application of Hamilton’s Characteristic Function to the Theory of an Optical Instrument symmetrical about its axis (1875)
439-444
73
Atom
445—484
74
Attraction
485—491
75
On Bow’s method of drawing diagrams in graphical statics with illustrations from Peaucellier’s linkage (1876)
492—407
76
On the Equilibrium of Hetergeneous Substances (1876)
