A Treatise on HydromechanicsDeighton, Bell, 1867 - 291 Seiten |
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action angular velocity axes axis vertical centre of gravity centre of pressure co-ordinates cone constant curved surface cylinder density depth determine differential direction displaced fluid distance dy dx elastic fluid equal pressure filled with fluid fixed floats fluid displaced fluid pressure force free surface given Hence homogeneous liquid horizontal plane immersed incompressible fluid lamina latus rectum length mass of fluid motion obtained oscillations parallel particles perfect differential perpendicular portion position of equilibrium radius ratio resultant pressure rotates uniformly shew solid solid of revolution specific gravity sphere spherical spheroid standard substance string suppose surface of revolution surfaces of equal taking temperature tension tube unit of weight varies vertical angle vertical plane vessel vibrations volume wave whole pressure
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Seite 275 - Edition, revised and enlarged. Fcp. 8vo. 5s. An Historical and Explanatory Treatise on the Book of Common Prayer. By WILLIAM GILSON HUMPHRY, BD, late Fellow of Trinity College, Cambridge; Vicar of St. Martin's in the Fields, Westminster. Third Edition, revised and enlarged.
Seite 273 - Edition. Post 8vo. 7s. 6d. Foliorum Silvula. Part II. Being Select Passages for Translation into Latin Lyric and Comic Iambic Verse. By HUBERT A. HOLDEN, LL.D. Third Edition. Post 8vo. 5s. Foliorum Silvula. Part III. Being Select Passages for Translation into Greek Verse, edited with Notes by HUBERT A. HOLDEN,
Seite 269 - 5 DIFFERENTIAL AND INTEGRAL CALCULUS. Elementary Treatise on the Differential Calculus. By WH MILLER, MA Third Edition. 8vo. 6s. Elementary Treatise on the Differential Calculus, in which the method of Limits is exclusively made use of. By the Rev. M. O'BRIEN, MA 8vo. 10s. 6d.
Seite 271 - 6d. Elementary Course of Mathematics. Designed principally for Students of the University of Cambridge. By the Very Rev. HARVEY GOODWIN, DD, Dean of Ely. Sixth Edition, revised and enlarged by PT MAIN, MA, Fellow of St. John's Coll., Cambridge. 8vo. 16s. Problems and Examples, adapted to the " Elementary Course of Mathematics." With an Appendix, containing the Questions proposed during the first three days of
Seite 268 - 8vo. 6s. 6d. •»* SOLUTIONS OF THE EXAMPLES. 8vo. 6s. Problems in illustration of the Principles of Theoretical Mechanics. By W. WALTON, MA Second Edition. 8vo. 18s. Treatise on the Motion of a Single Particle and of two Particles acting on one another. By A. SANDEMAN. 8vo.
Seite 270 - 6rf. Treatise on Plane Co-ordinate Geometry. Or the Application of the Method of Co-Ordinates to the Solutions of Problems in Plane Geometry. By the Rev. M. O'BRIEN, MA 8vo. 9s. Solutions of the Geometrical Problems, consisting chiefly of Examples, proposed at St. John's College, from 1830 to
Seite 271 - Problems and Examples, adapted to the " Elementary Course of Mathematics." With an Appendix, containing the Questions proposed during the first three days of the Senate House Examination. By TG VYVYAN, MA Third Edition. 8vo. 5s. Solutions of Goodwin's Collection of Problems and Examples. By WW HUTT, MA, late Fellow of Gonville and Cains College. Third Edition, revised and enlarged. By the Rev. TG VYVYAN, MA 8vo.
Seite 266 - A. WRIGLEY, MA 3s. 6d. Principles and Practice of Arithmetic. Comprising the Nature and Use of Logarithms, with the Computations employed by Artificers, Gagers, and Land Surveyors. Designed for the Use of Students By the Rev. J.
Seite 269 - 6d. Geometrical Illustrations of the Differential Calculus. By MB PELL. 8vo. 2s. 6d. CONIC SECTIONS AND ANALYTICAL GEOMETRY. Elementary Analytical Geometry for Schools and Beginners. By TG VYVYAN, Fellow of Gonville and Caius College, and Mathematical Master of Charterhouse. Crown 8vo. 7s. 6rf.
Seite 273 - facili modo notavit THOMAS JARRETT, MA, Linguae Hebraae apus Cantabrigiensis Professor regius. One Vol., 8vo., price 12s. Translations into English and Latin, by CS CALVERLEY, MA, late Fellow of Christ's College, Cambridge. Post 8vo. Is. 6d. Arundines Cami. Sive Musarum Cantabrigiensium Lusus Canori. Collegit atque