A Treatise on the Theory of Screws
Forfatter: Sir Robert Stawell Ball
År: 1900
Forlag: The University Press
Sted: Cambride
Sider: 544
UDK: 531.1
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INDEX.
Accelerating Screw-chain 409
Accelerator in a 2-system 420
Address to British Association 496
Amplitude of a Twist defined 11
Angle between two Screws 276
Angle between two Screws in a 3-system
204
Anharmonic property, fundamental 113
Anharmonic property of Homographic Sys-
tems 266
Appell on Cylindroid 29, 535
Association, British, address to 496
Axioms of the Content 435, 448, 451
Axis, Homographic 127
Axis of Inertia 123
Axis, Principal properties of 260, 400
Battaglini 20, .34, 249, 518, 519, 520
Biquaternions 521
Bolyai 521
Bonola 439
British Association, address to 496
Buchheim 433, 522, 528
Budde 533
Burnside, Prof. W. 522, 533
Burnside, Prof. W. S. 281
Canonical, Co-reciprocals 38; Displace-
ment of Rigid Body 7; System of Forces
on Rigid Body, 10
Caporali 539
Cardinaal 539
Cai’tesian. Equation of Cylindroid 19, 224;
Equations of Sci'ew 39
Casey 30, 495
Cayley 20, 433, 509, 511, 514, 522, 527, 533
Chains, Screw- • Harmonic, 395; Homo-
graphy of 373; Impulsive and Instan-
taneous 392; Principal of Inertia 394;
Theory of 367
Chasles 1, 4, 510, 511, 512, 514, 524
Chawner 75, 531, 536
Chiastic Homography 306, 307
Circle, Representing Cylindroid 45
Clifford 433, 464, 509, 521, 525, 527, 528,
536
Coefficient, Virtual 17, 18
Complex, Linear 17, 20
Composition of Twists and Wrenches 16, 18;
of Vectors 473
Cone, Reciprocal to a Cylindroid 27
Conic, The Pitch-, 24, 204
Conjugate Screws, of Inertia 71, 299; of
Potential 89 ; of Quadratic «-system
240
Conjugate Screw-chains of Inertia 396
Conoid of Pliicker 20
Constraints 63, 64, 119
Contact of Conic and Cubic 490
Content, Axioms of the 435, 448, 451
Content defined 433
Co-ordinates, of Impulsive Screw 356; of a
Rigid Body 355; of Restraining Wrench-
chain 407; of a Screw 31, 36; of a Twist
or Wrench 34
Co-reciprocal Screws 33, 38, 335
Correspondence 383
Corresponding Screw-systems 271
Cox, Homersham 522, 527
Cubic equation in 3-system 492