0410 Centroids 



Geometry of Masses 



Centroids 0410 



CENTROIDS. 



Ferriot, . N. A. Mth. 2 (1843) 49-. 

 Terquem, 0. N. A. Mth. 2 (1843) 548-. 

 Essen, E. Grunert Arch. 24 (1855) 344-. 

 Haton de la Goupilliere, J. N. [1867] Par. 



EC. Pol. J. 26 (1870) 123-. 

 Piani, D. [1868] Bologna Ac. Sc. Mm. 10 



(1870) 393-. 



Minozzi, A. G. Mt. 15 (1877) 235-. 

 application to mechanical problems. Kennedy, 



A.B.W. Nt. 16 (1877) 48-. 

 of arc of helix. Ferriot, . N. A. Mth. 1 



(1842) 201-. 

 Archimedes's conception. Vailati, G. Tor. 



Ac. Sc. At. 32 (1896) 500- or 742-. 

 of area and arc of catenary. Mansion, P. 



(xii) Mathesis 3 (1883) 81-. 



bronze cannon. Timmermans, J. A. Quete- 

 let Cor. Mth. 6 (1830) 32-. 



circular arc and spherical surfaces. Terquem, 

 0. N. A. Mth. 1 (1842) 278-. 



class of curves and surfaces. Bardelli, G. 

 Mil. I. Lomb. Ed. 4 (1871) 44-. 



curvature - centroid (Kriimmungs-Schwerpunct) 



of plane curve. Steiner, J. Berl. Ab. (1838) 



19-. 

 ( ) , theorem of Steiner. 



Ferrers, N. M. QJ. Mth. 4 (1861) 92-. 

 curve denned by property of centre of gravity of 



its area. Collignon, E. As. Fr. C. E. (1886) 



(Pt. 2) 53-. 

 of curves. Barsotti, G. [1842] Lucca At. Ac. 



12 (1843) 309-. 



. Eetali, V. G. Mt. 12 (1874) 326-. 



, determination by hyperbolic functions. 



Barsotti, G. Tortolini A. 2 (1851) 489-. 

 , surfaces and solids. Feussner, . D. 



Nf. Tbl. (*1878) 233-. 

 determination. Berthot, . Par. EC. Pol. 



Cor. 1 (1804-8) 229-. 

 . Ligowski, W. Arch. Mth. Ps. 48 (1868) 



482. 

 , analytical. Lacaze, J. P. A. Cond. Pon. 



Chauss. 21 (1877) (Pt. 1) 8-, 25-, 44-. 

 , . Collin, A. A. Cond. Pon. Chauss. 21 



(1877) (Pt. 1) 120-. 

 , new method. Terssen, E. Liege Mm. S. 



Sc. 16 (1861) 313- ; (vm) 18 (1863) 79-. 

 of die. Virieu, J. de. N. A. Mth. 2 (1863) 



220-. 



double pyramid, frustum of pyramid, and 

 oblique prism. Most, R. Arch. Mth. Ps. 

 49 (1869) 351-. 



and ellipses of inertia, connection. Pascal, E. 



Nap. Ed. 25 (1886) 259-. 

 of ellipsoidal surface. Schlomilch, 0. Schlo- 



milch Z. 1 (1856) 377-. 



figure bounded by straight lines or planes, 

 coordinates. Finlay, R. Mathematician 2 

 (1847) 254-. 



formula, new. Davis, J. W. V. Nost. Eng. 



Mg. 20 (1879) 467-. 

 of frustum of right cylinder. Petersen, J. P. C. 



(xii) Ts. Mth. 3 (1867) 24-; 5 (1869) 140- ; 



2 (1878) 178-. 



67 



Guldin's properties. Cherriman, J. B. Cn. J. 

 8 (1863) 33-. 



, properties analogous to. Hart, H. 

 Mess. Mth. 14 (1885) 100-. 



and Simpson's rule, application. Saija, G. 

 Acireale Ac. At. 8 (1898) (Mm. Sc.) 115-. 



of homogeneous bodies, determination. Gelpke, 



V. Giving. 39 (1893) 13-. 

 systems. Bardelli, G. Mil. I. Lomb. 



Ed. 8 (1875) 151-. 



in- and e-scribed centres of triangle. Long- 

 champs, G. de. As. Fr. C. E. (1893) (Pt. 2) 



locomotive. Cole, F. J. Am. Eng. & Bail- 

 road J. 74 (1900) 70-, 97-. 



. Caswell, F. K. Am. Eng. & Eailroad 



J. 74 (1900) 153. 

 , determination. Henderson, G. R. Am. 



Eng. & Eailroad J. 73 (1899) 319. 

 , Wells, R. Am. Eng. & Eailroad 



J. 74 (1900) 56. 



logarithmic curve. Fontana, G. Turin 

 Mm. Ac. (1802-3) 273-. 



lunes of Hippocrates (on sides of right-angled 

 triangle), and extension of theorem. Dostor, 

 G. Arch. Mth. Ps. 65 (1880) 193-. 



octahedron. Clifford, W. K. L. Mth. S. 

 P. 9 (1877-78) 26-. 



parallel surfaces. Duporcq, E. C. E. 124 

 (1897) 492-. 



point system and of polygon. Zrzavy, F. 

 Prag Sb. (1882) 419-. 



systems, theorems. Gallucci, G. N. A. 



Mth. 16 (1897) 13-. 



points of contact of polygon inscribed to one 

 circle and circumscribing another. Padel- 

 letti, D. Nap. Ed. 21 (1882) 155-. 



polygon. Laisant, C. A. N. A. Mth. 16 

 (1877) 407-. 



- . Hoppe,R. Arch. Mth. Ps. 64 (1879)439. 



, from coordinates of angles. Eschweiler, 



T. J. Grunert Arch. 3 (1843) 3-. 

 , graphical method, new. Davis, J. W. 



V. Nost. Eng. Mg. 21 (1879) 323-. 



polygons and polyhedra, geometric method. 

 Most, R. Arch. Mth. Ps. 49 (1869) 355-. 



portion of conic intercepted between co- 

 ordinates and axis of x. Tychsen, C. Mth. 

 Ts. 2 (1860) 145-. 



spherical and other surfaces. Giulio, 



C. I. Liouv. J. Mth. 4 (1839) 386-. 

 problem. Strehlke, F. Grunert Arch. 32 



(1859) 433-. 

 properties. Blondat, . Par. EC. Pol. Cor. 2 



(1809-13) 267-. 

 . Brassinne, E. Toul. Mm. Ac. 6 (1839-41) 



46-; Liouv. J. Mth. 8 (1843) 46-. 

 . Laisant, C. A. Par. S. Mth. Bll. 10 



(1882) 40-. 



(Laisant). Laquiere, E. M. Par. S. Mth. 

 Bll. 10 (1882) 131-. 



( ). Schlegel, S. F. V. Par. S. Mth. Bll. 

 10 (1882) 220-. 



, apparatus to verify. Plateau, J. A. F. 



Pogg. A. 60 (1843) 152-. 

 , deduction of mechanical from geometrical 



(Carnot). Gerono, G. C. Quetelet Cor. 



Mth. 3 (1827) 78-, 137-. 



E 2 



