0820 



Dynamical Laws and Principles 



0900 



proof, Duhamel's. Daug, H. T. Tips. Vet. S. and matter. Whewell, W. [1841] Camb. Ph. 



Arsk. 1 (1860) 149-. S. T. 7 (1842) 197-. 



, Lagrange's. Challis, J. Ph. Mg. 2 (1833) . Hare, R. Silliman J. 42 (1842) 



16-. 260-. 



in "Mecanique Celeste", book i, chapter 3. use of word. Neesen, . Berl. Ps. Gs. Vh. 



Poinsot, L. Liouv. J. Mth. 3 (1838) 244-. (1885) 14-. 



Virtual work. Fourier, J. B. J. Par. EC. Pol. 



J. 5 e cah. (1798) 20-. 

 , Fourier's inequality principle, dynamical 



application. Farkas, G. Orv.-Termt. Ets. 



(Termt. Szak) (1895) 43-, 104, 212-, 326-. 

 , principle, applications. Farkas, G. 



Mth. Termt. Ets. 12 (1894) 457- ; Mth. Nt. 



B. Ung. 12 (1895) 263-. 



, , algebraic basis. Farkas, G. 

 [1897-98] Mth. Nt. B. Ung. 15 (1899) 25-; 

 Mth. Termt. Ets. 16 (1898) 361- ; Mth. Nt. 

 B. Ung. 16 (1899) 154-. 



, principle, from Aristotle to Hero of 

 Alexandria. Vailati, G. Tor. Ac. Sc. At. 

 32 (1896) 678- or 940-. 



in two displacements. Morera, G. Km. 



E. Ac. Line. Ed. 2 (1893) (Sem. 2) 245-. 



VIS VIVA. 



Cauchy, A. L. Ferussac Bll. Sc. Mth. 12 



(1829) 121-. 

 Guldberg, C. M. Christiania F. 13 (1870) 



498-. 

 exceptions to theorem. Lemmi, E. Liouv. 



J. Mth. 2 (1876) 233-. 

 experiment. Gill, R. Palermo G. Sc. Nt. 3 



(1867) 141-. 

 and momentum. Wood, D[e V.] Franklin I. 



J. 44 (1862) 351- ; 47 (1864) 84-. 

 . Skinner, J. J. V. Nost. Eng. Mg. 17 



(1877) 128-, 233-, 321-, 420-, 497-; 18 



(1878) 166-, 242-, 529-. 



and force. Wood, De V. V. Nost. Eng. 



Mg. 18 (1878) 33-, 241. 

 principle, for what kind of motion valid. 



Rethy, M. (xn) Erdel. Mz. 1 (1874) 161-. 

 and work. Nystrom, J. W. Franklin I. J. 49 



(1865) 181-. 

 , theorem derived from consideration of 



lost velocities, and applications. Gilbert, 



L. P. [1877] (xn) Brux. S, Sc. A. 2 (1878) 



(Pt. 1) 62- ; (Pt. 2) 41-. 



WEIGHT. 



experiments on mass and weight. Kreichgauer, 

 D. Berl. Ps. Gs. Vh. (1891) 13-. 



and gravitation and force. Longo, A. [1875] 

 Catania Ac. Gioen. At. 10 (1876) 181-. " 



mass. Tait, P. G. Nt. 35 (1887) 512. 



. Greenhill, A. G. Nt. 38 (1888) 54-. 



. Lock, J. B. Nt. 38 (1888) 77. 



. Greenhill, A. G. Nt. 46 (1892) 247-. 



and force. Hayward, R. B. Nt. 36 



(1887) 221. 



, definitions and units in mechanics. 



Freycinet, de. C. B. 105 (1887) 903-. 



Work, definition. MacGregor, J. G. N. Scotia 



I. Sc. P. & T. 8 (1895) 460-. 

 , imaginary, an action of centrifugal and 



gyratory force. Scheffler, H. Z. Mth. Ps. 



11 (1866) 93-. 

 and moments, relation of theorems. Preston, 



T. [1893] Dubl. S. Sc. P. 8 (1893-98) 167-. 



0900 Kinematics and dynamics 

 of hyperdimensional and non- 

 Euclidean space. 



Curved spaces, rigid motions and thermal de- 

 formations in. Cesdro, E. Em. E. Ac. 

 Line. Ed. 4 (1888) (Sem. 2) 376-. 



Elliptic space, dynamics of rigid body in. 

 Heath, R. S. [1884] Phil. Trans. 175 

 (1885) 281-. 



, system moving in. Ball, R. S. 



[1881] Ir. Ac. T. 28 (1880-86) 159- 



, kinematics and dynamics of rigid system 



in. Ball, R. S. [1884] Ir. Ac. P. 4 (1884- 

 88) 252-. 



, theory of screws in. Buchheim, A. L. 



Mth. S. P. 15 (*1883-84) 83- ; 16 (1884-85) 

 15- ; 17 (1885-86) 240- ; 18 (1886-87) 88-. 



Gaussian and Eiemann spaces, gravity in 

 multiply extended. Schering, E. Gott. Nr. 

 (1873) 149-. 



space, gravity in. Schering, E. Gott. 

 Nr. (1870) 311-. 



Infinitesimal motions of rigid bodies. Linde- 



mann, F. Erlang. Sb. Ps. Md. S. 5 (1873) 



122- ; Mth. A. 7 (1874) 56-. 

 Non-Euclidean mechanics, studies in. Tilly, 



J. M. de. [1868] Brux. Mm. Cour. 8vo, 21 



(1870) (No. 3) 98 pp. 



space, kinematics. Burnside, W. [1894] 

 L. Mth. S. P. 26 (1895) 33-. 



, mechanics. Killing, W. Crelle J. Mth. 



98 (1885) 1-. 

 ,2 theorems in elementary kinematics. 



Burnside, W. Mess. Mth. 25 (1896) 74-. 



statics, paradoxes. Andrade, . Par. S. 

 Mth. Bll. 27 (1899) 73-. 



Prepotentials, i.e. multiple integrals of form 



^ --, Cayley, 



{(a -*)'...+ (c -) + ( -w)*}* +q 

 A. Phil. Trans. 165 (1875) 675-. 

 Space of constant curvature, cubic dilatation of 

 isotropic elastic body in. Somigliana, C. 

 A. Mt. 16 (1888-89) 101-. 



, 3-dimensional, mechanics in. 

 Francesco, D. de. [1900] Nap. Ac. At. 10 

 (1901) No. 4, 38 pp., No. 9, 33 pp. 



