"POISEUILLE, (JEAN LÉONARD MARIE). - THE ""POISEUILLE-LAW"" GENERALIZED.
Reference : 45036
(1847)
Paris, Victor Masson, 1847. Contemp. hcalf, raised bands, gilt spine. Light wear along edges.Three small stamps on verso of titlepage. In ""Annales de Chimie et de Physique"", 3ieme Series, tome 21. 512 pp. a. 6 plates. (Entire volume offered). Poiseuille's paper: pp. 76-110. 3 small stamps on verso of titlepage. A small stamp on verso of plates.
First printing of the paper in which - after being persuated by a committee lead by Arago to make further experiments - Poiseuille generalized the law named after him, first announced in 1840. He studied experimentally the flow of different liquids through capillary tubes, and found the law named after him, that relates the flow to the pressure, the diameter and the lenght of the tube and to the viscosity of the liquid. Poiseuille's investigations are fundamental in blood viscosimetry. ""Poiseuille's work represents a major advance in blood pressure measurements""(Gedeon p. 189).""Poiseuille’s paper (the 1840-paper) was reviewed by a committee consisting of Arago, Piobert, and Regnault. They persuaded him to make further experiments with ether and mercury, and these investigations were published in 1847 (the paper offered). He found that ether yielded the same law as distilled water, whereas mercury obeyed a different law. In 1870 Emil Gabriel Warburg found that mercury obeys the Poiseuille law, except for certain anomalies caused by amalgamation in metal tubes.""(DSB). The paper was also printed at the same time in ""Comptes Rendues"".The volume contains other notable papers by August Laurent, Matteucci, Bravais, Senarmont ""Mémoire sur la Conductibilité des Substances cristallisées pour la Chaleur"", pp. 457-470.
P., Volland, 1811. In-8 relié demi basane (rel. d'époque), dos long très orné, VIII-271-30 pages-4 planches dépliantes. Très bon état.
La librairie fermera ses portes en 2025. Des remises de 25 à 50 % peuvent s'appliquer au cas par cas.
P., Bachelier, 1839, un volume grand in 4 relié en demi-chagrin rouge (reliure de l'époque), (très légères mouillures et traces de poussière dans la marge de quelques feuillets), 8pp., 226pp.,(1).
---- EDITION ORIGINALE ---- BON EXEMPLAIRE GRAND DE MARGE NON ROGNE ---- "It is the first work to deal with the subject by taking into account the rotation of the earth and the complementary acceleration resulting from the motion of the system of reference. A decade after its publication it inspired Foucault's famous experiment demonstrating the earth's rotation". (DSB supplément p. 485)**4255/L6DE
P., Bachelier, 1835/1837, 3 PARTIES reliées un volume in 4 demi-basane marron, dos orné de filets dorés (reliure de l'époque), (dos légèrement frotté, une coiffe émoussée, rousseurs comme souvent), 3 feuillets non chiffrés, 532pp., 1 PLANCHE DEPLIANTE pour le traité publié en 1835 ; 2 feuillets non chiffrés, 72pp. pour LE SUPPLEMENT publié en 1837
---- EDITION ORIGINALE ---- EXEMPLAIRE BIEN COMPLET DU SUPPLEMENT PARU EN 1837 qui a été relié, dans cet exemplaire, en tête du volume ---- "AN IMPORTANT WORK IN WHICH POISSON FORMULATES EQUATIONS FOR THE DISTRIBUTIONS OF HEAT IN BODIES. As opposed to Fourier, who maintained in his mémoire analytique de la chaleur that the conductibility of heat was contained in the motion of flux, POISSON showed that it must be derived form an absorptive coefficient restoring the neglected functionall dimension. Following his preliminary notes, POISSON devotes chapters to the laws of radiating heat, laws of cooling for bodies which have the same temperatue at all points, the movement of heat in the interior of solid bodies or liquids, movement of heat to the surface of a body of any form, digression on the integrales of equations with partial differences and a digression on the manner of expressing arbitrary functions by series of periodic quantities followed by a continuation of he same digression. Additional chapters are devoted to the distribution of heat in a bar whose transversal dimensions are very small, distribution of heat in spherical bodies and distributio of heat in various bodies, especially in a homogenous sphere originally warned in any manner, and the movement of heat in the interior and at the surface of the earth. He concludes with a series of three notes, the first relative to the equation of movement for heat at the interior of bodies, the second on molecular radiation, and the third relating to section 152 of the texte.... The supplement consists of a memoir read to the Academy of Science, to which have been joined some notes developing certain points in the memoir, principally relating to the temperatures of the globe and of space at different epoch". (Bibliotheca Mechanica p. 260) ---- DSB Supplément pp. 480/490**8079/ARB4
P., Courcier, 1811, 2 volumes in 8 reliés en demi-basane, dos ornés de fers et filets dorés, étiquettes rouges, (mors fendus mais solides, faux-titre du tome 1 légèrement poussiéreux), T.1 : 28pp., (1), 507pp., 5 planches dépliantes, T.2 : 28pp., (1), 500pp., 3 planches dépliantes
---- EDITION ORIGINALE ---- "Poisson attended the Ecole Polytechnique, commencing his career on its teaching staff almost immediately upon his graduation. A student and close associate of Laplace he felt it to be his mission to build upon... (Laplace's) scientific legacy. In addition to his professorship at the Polytechnique, he was astronomer to the Bureau des Longitudes and professor of mechanics at the Sorbonne. Elected to the Institute in 1812, he became a prominent member of the Academie. Of great importance as an educator, his prolific writings did much to establish the direction for french science. This work on mechanics is organized on the pattern of the course taught at the Ecole Polytechnique. However, though, it would serve as a textbook, Poisson notes in the advertissement that it was intended as the introduction to his Traité de physique mathématique. At the end of volume II is an addition concerning the use of kinetic energy in calculating the movement of machines". (Roberts & Trent p. 258/259) ---- "Hamilton and then Jacobi later, derived inspiration from Poisson's calculations in creating the mathematical techniques that underlay the great developments in theoretical physics up to the start of the twentieth century. In Vorlesungen über Dynamik (1842), Jacobi proclaimed that "Poisson made the most important advance in the transformation of equations of motion since the first version of Mecanique analytique". (DSB Suppl. p. 485)**4256/l2-8013/ARB6-4254/ARM1D
P., Courcier, 1811, 2 volumes in 8 reliés en pleine basane mouchetée, étiquettes rouges, dos ornés de fers dorés, filets dorés sur les plats, tranches mouchetées (reliures de l'époque), T.1 : 28pp., (1), 507pp., 5 planches dépliantes, T.2 : 28pp., (1), 500pp., 3 planches dépliantes
---- EDITION ORIGINALE ---- BEL EXEMPLAIRE ---- "Poisson attended the Ecole Polytechnique, commencing his career on its teaching staff almost immediately upon his graduation. A student and close associate of Laplace he felt it to be his mission to build upon... (Laplace's) scientific legacy. In addition to his professorship at the Polytechnique, he was astronomer to the Bureau des Longitudes and professor of mechanics at the Sorbonne. Elected to the Institute in 1812, he became a prominent member of the Academie. Of great importance as an educator, his prolific writings did much to establish the direction for french science. This work on mechanics is organized on the pattern of the course taught at the Ecole Polytechnique. However, though, it would serve as a textbook, Poisson notes in the advertissement that it was intended as the introduction to his Traité de physique mathématique. At the end of volume II is an addition concerning the use of kinetic energy in calculating the movement of machines". (Roberts & Trent p. 258/259) ---- "Hamilton and then Jacobi later, derived inspiration from Poisson's calculations in creating the mathematical techniques that underlay the great developments in theoretical physics up to the start of the twentieth century. In Vorlesungen über Dynamik (1842), Jacobi proclaimed that "Poisson made the most important advance in the transformation of equations of motion since the first version of Mecanique analytique". (DSB Suppl. p. 485)**4254/ARM1D-8013/ARB6-4256/L2
Paris, Bachelier, 1833. Bound in 2 fine hcalf with richly gilt spines. (4),XXX,(2),696(4),782 pp. and 7 folded engraved plates. Light scattered brownspots, but a fine copy.
Paris, Courcier, 1811 Clotbacked blue boards preserving the original printed title-labels. Stamps on title-pages. XXVIII,(2),507XXVIII,(2),500 pp. and 7 folded engraved plates. A dampstain to lower right corners of 4 plates in volume I and to 3 in volume II. A dampstain to lower right corners on the first 8 leaves in volume II. A few brownspots. In general clean and printed on good paper.
First edition of this classic work, written in the style of Laplace and Lagrange it was for a long time a standard work in analytical mechanics. Here he introduced many novelties such as an explicit usage of momenta.
Paris, Bachelier, 1833. Bound in 2 contemp. hcalf. Gilt spines. Titlelabels with gilt lettering. A paperlabel pasted on top of spines. Stamps on title-pages.(4),XXX,(2),696(4),782 pp. and 7 folded engraved plates. Few scattred brownspots.
Second edition of this classic work, written in the style of Laplace and Lagrange it was for a long time a standard work in analytical mechanics. Here he introduced many novelties such as an explicit usage of momenta.
(Paris, Didot, 1818). 4to. Uncut, no wrappers as ectracted from ""Mémoires de L'Academie Royale des Sciences de L'Institut de France"" Année 1816 - Tome Ier. Pp. 1-70. Clean and fine.
First printing of major paper in mathematical physics.
(Paris, Bachelier), 1837. 4to. No wrappers. In: ""Comptes Rendus Hebdomadaires des Séances de L'Academie des Sciences"", Tome IV, No 5. Pp. (137-) 188. (Entire issue offered). Poisson's paper: pp. (137-) 166.
First apperance of this importent appendix to his famous ""Theorie mathématique de la chaleur"". (1835).""In Théorie mathématique de la chaleur (1835), reprinted in 1837 with an important supplement, he offered evidence of his own originality in his treatment of the integration of the auxiliary differential equation"".
(Paris, Didot, 1818). 4to. Uncut, no wrappers as ectracted from ""Mémoires de L'Academie Royale des Sciences de L'Institut de France"" Année 1816 - Tome Ier. Pp. 71-186. Clean and fine.
First appearance of a major work on water waves (Poisson's first memoir on the subject), in which he derives the Fourier integral in about the same manner as Cauchy when he set up the general hydrodynamical equations.
"POISSON, (SIMÉON-DENIS). - CO-FOUNDING THE ""MATHEMATICAL THEORY OF ELASTICITY"".
Reference : 44897
(1828)
(Paris, Crochard, 1828). 8vo. Without wrappers. In 'Annales de Chimie et de Physique', Series 2 - Volume 37, Cahier 4. Pp. 337-444 (entire issue offered). Poisson's paper:pp. 337-355.
First appearance of one of the founding papers in ""The mathematical Theory of Elasticity"" and Poisson's first on the subject. ""The theory of elasticity based on the idea of a molecular structure attracted Poisson's interest, and he did much to lay the foundations of that science.""(Timoshenko p. 111 ff.).""In the preface to the long ""Mémoire sur I’équilibre et le movement des corps élastiques"" (14 April 1828), the hints yield to explicit declaration. In applying mathematics to physics, Poisson stated, it was necessary at first to employ abstraction and ""in this regard, Lagrange has gone as far as possible in replacing physical ties by equations between coordinates."" Now, however, ""along with this admirable conception,"" it is necessary to ""construct physical mechanics, the principle of which is to reduce everything to molecular actions."" In other words, the death of Laplace the previous year enabled Poisson to move boldly ahead with his long range plans and to present himself as Laplace’s successor.""(DSB)The issue offered contains notable papers by Berzelius, Gay-Lussac and others.
"POISSON, (SIMÉON-DENIS). - THE MATHEMATICAL ANALYSIS OF HEAT - POISSON'S ISENTROPE.
Reference : 44896
(1823)
(Paris, Crochard, 1823). 8vo. Without wrappers. In 'Annales de Chimie et de Physique', Series 2 - Volume 23, Cahier 4. With halftitle to vol. 23. Pp. 337-444 (entire issue offered). Poisson's paper: pp. 337-352.
First appearance of Poisson's importent paper on the mathematical treatment of ""specific heats"".""In ""Sur la chaleur des gaz et des vapeurs,"" published in August 1823 in Annales de chimie et de physique, Poisson developed ideas published four months before by Laplace in Book XII of Mécanique céleste. Poisson introduced all the precautions needed to render the confused notion of quantity of heat susceptible to mathematical analysis. He called quantity of heat the magnitude that characterizes the transition of a given mass of gas from an arbitrary initial state of temperature and pressure to another state. This definition makes more abstract the quantitative aspect that naturally follows from the concept of heat as a caloric fluid. Poisson could thus deal comfortably with this magnitude, since for him it is simply a function q of p, p, and ø (pressure, density, and temperature). The equation of state p= ap(1+aø) was already classic, and the growing acceptance of the notions of specific heats, at constant pressure and constant volume, allowed him to write the simple partial differential equation of which should be the integral. He also showed that independently of any additional hypothesis, and whatever the arbitray function used in the integration, the adiabatic transformations (the term did not yet exist) correspond to the formulas p · py = constant and (?+266.67)·p1y= constant, y being the ratio of the specific heats, assumed constant.""(DSB).
(Metz, Lithog. de l'Ecole d'Application de l'Artillerie et du Génie), 1844. 4to. Original lithographed wrappers. Uncut. 291 pp., 35 + 38 lithographed textillustrations. Clean and fine. Throughout in lithographed handwriting.
""Beginning in 1824 Poncelet had essentially shifted his attention from geometry to applied mechanics. Although he had previously studied certain machines and ways of improving them, it was during the summer of 1824 that he achieved his first important innovation: the design and realization of an undershot waterwheel with curved paddles, which possessed a much increased efficiency. The paper he wrote on this subject gained him a prize in mechanics from the Académie des Sciences in 1825. After new trials conducted on full-scale models, he presented a revised version of his study in 1827. Yet, most of his activity at this period was devoted to elaborating and continually updating the course in mechanics applied to machines that he gave from 1825 to 1834."" (DSB).
P., Imprimerie Royale, 1832, un volume in 4 relié en demi-basane, dos orné de filets dorés (reliure de l'époque), (cachet de bibliothèque sur la page de titre, (2), 267pp., 7 planches dépliantes.
---- EDITION ORIGINALE ---- BEL EXEMPLAIRE ---- "Poncelet's work is in two radically different areas corresponding to different stages in his career : analytical geometry and applied mechanics. At the Polytechnique he studied under Monge, Lacroix, Poinsot, Ampère, and Hachette, and was admitted to the corps of military engineers in 1810. In 1812 he graduated from the Ecole d'Application de l'Artillerie et du Génie at Metz. At Arago's insistence, Poncelet became professor of mechanics applied to machines at the same school, a change which fired his interest in applied mechanics. In 1834 new duties as scientific rapporteur for the Committee of Fortifications, as editor of the Memorial de l'officier du génie and election to the mechanics section of the Académie des Sciences led him to leave his native Metz for Paris. There he taught from 1848 to 1850 as a member of the faculty of the Ecole Polytechnique. The Expérience, a continuation of those undertaken by Bossut and Du Buat at Mézières, were conducted from November of 1827 through 1828". (Bibliotheca Mechanica p. 264)**4273/ARM3
COLIN Armand. 3ème édition. 1942. In-16. Relié. Bon état, Couv. fraîche, Dos satisfaisant, Intérieur frais. 215 pages. Quelques figures en noir et blanc, dans le texte. 1er plat de couverture brochée, conservée.. . . . Classification Dewey : 530-Physique
Collection Armand Colin, Section de Physique N°87 Classification Dewey : 530-Physique
André Desvigne. 1972-1974. In-8. Broché. Bon état, Couv. légèrement passée, Dos satisfaisant, Intérieur frais. 475+203 pages. Coins frottés. Nombreux schémas en noir et blanc, dans le texte.. . . . Classification Dewey : 530-Physique
Classification Dewey : 530-Physique
PUBLICATIONS CHATEAUBRIAND. 1941. In-8. Broché. Etat d'usage, Plats abîmés, Coiffe en pied abîmée, Papier jauni. 143 pages illustrées de nombreuses figures dans l e texte - Quelques mouillures en fin d'ouvrage sans conséquence sur la lecture.. . . . Classification Dewey : 530-Physique
Classification Dewey : 530-Physique
Tübingen, 1825. 8°. XIV, 703, (1) S. Mit 12 gef. Tafeln. Pappband aus der Zeit.
Ausgeschiedenes Bibliotheksexemplar mit den entsprechenden Stempeln und handschr. Rückennummerierung. – Tafeln angerändert und angestaubt. Einband berieben.
Hermann. 1996. In-8. Broché. Bon état, Couv. convenable, Dos satisfaisant, Intérieur frais. XLIV+227 pages.. . . . Classification Dewey : 530-Physique
Edition établie et annotée par W.W.Bartley III - Traduction et présentation d'Emmanuel Malolo Dissaké. Classification Dewey : 530-Physique
Armand Colin. 1975. In-8. Broché. Bon état, Couv. convenable, Dos satisfaisant, Intérieur frais. 189 pages. Premier plat illustré d'une photo en couleur.. . . . Classification Dewey : 530-Physique
Pratique pédagogique. Le son parmi nous. Approche technique du son... Classification Dewey : 530-Physique
Lithographie format 37,5 x 25,5 cm marges comprises - Paris - Imprimerie Lemercier - vers 1880 -
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Photographie 7,5x4 cm - collée sur carton - vers 1900 -
Le magasin est fermé jusqu'au 6 avril - Nous verrons vos commandes ensuite - Merci -
Photographie 7,5x4 cm - collée sur carton - vers 1900 -
Le magasin est fermé jusqu'au 6 avril - Nous verrons vos commandes ensuite - Merci -