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Life and Scientific Work of Peter Guthrie Tait - School of Mathematics ...

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TABLE OF CONTENTS<br />

CHAPTER I<br />

MEMOIR—PETER GUTHRIE TAIT<br />

Early life in Edinburgh, 1-7; life in Cambridge, 8-1 1; life in Belfast, iz-15;<br />

later life in<br />

Edinburgh, 16-52 ; <strong>Tait</strong> as lecturer, 17-22 ; contributions to Chambers' Encyclopaedia, 23 ; sketch<br />

<strong>of</strong> literary work, 23-24; the physics <strong>of</strong> golf, 25-28 ; Royal Society <strong>of</strong> Edinburgh, 28-30; Kelvin's<br />

visits to Edinburgh, 31-32 ; favourite authors, 33 ; social meetings, 33-34; Gifford Lectures, 35 ;<br />

views on religion <strong>and</strong> politics, 35-37 ; the South African War, 37 ; retirement <strong>and</strong> last illness,<br />

39-41; obituary notices, 42-46; colleagues in Senatus, 46-47; portraits, 47-50;<br />

<strong>Tait</strong> Prize<br />

at <strong>Peter</strong>house, 50; <strong>Tait</strong> Memorial, 50-51; Sir John Jackson <strong>and</strong> Sir James Dewar, 51;<br />

<strong>Tait</strong> at St Andrews (contriliuted by J. L. Low), 52-63; "The Morning Round,'' 55;<br />

phosphorescent golf balls, 57; theory <strong>of</strong> the golf ball flight, 59-60; "The Bulger," 61-62;<br />

Freddie <strong>and</strong> his Father, 63.<br />

CHAPTER n<br />

EXPERIMENTAL WORK<br />

pp. 1-63<br />

Visit to Edinburgh in 1859, 65 ; enthusiasm over Thomson's galvanometers <strong>and</strong> electro-<br />

meters, 67-68; Vortex rings, 68-69; Sir David Brewster, 69-70; Physical Laboratory, 70-71;<br />

W. Robertson Smith, 71-72; Robert Louis Stevenson, 72-74; James Lindsay, 74; Fox Talbot,<br />

76; Thermoelectricity, 77-80; Crooke's Radiometer, 81-82; the "Challenger" thermo-<br />

meters, 82-85; expansion <strong>of</strong> laboratory, 86-87; hygrometry<br />

on Ben Nevis, 87-88; impact,<br />

88-90; fog horns, 91; rotatory polariscope, 91-92; diathermancy <strong>of</strong> water vapour, 92-93;<br />

rhyming correspondence with Maxwell, 93-95 ; general estimate, 95-97.<br />

CHAPTER HI<br />

MATHEMATICAL WORK<br />

pp. 64-97<br />

Brachistochrones, 99-100; Maxwell writes on spherical harmonics, 100-102; golf-raalch<br />

problem, 102-104; Maxwell writes on vortex rings, 106; Knots, 106-109; Mirage, 109;<br />

kinetic theory <strong>of</strong> gases, 109-113; Maxwell writes on viscosity, quaternions, entropy, the<br />

Second Law, etc., 114-116; golf-ball trajectory, 116-117; Josephus' problem, 118.<br />

pp. 98-118

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