# Stokes Sentence Examples

- This question was treated by
**Stokes**in his " Dynamical Theory of Diffraction " (Camb. - Formulae derived by
**Stokes**(Camb. - Gwynn, Liber Ardmachanus; Whitley
**Stokes**, The Tripartite Life of St Patrick (London, 1887); N. **Stokes**(Edin.- Strutt, made him known over Europe; and his powers rapidly matured until, at the death of Clerk Maxwell, he stood at the head of British physicists, Sir George
**Stokes**and Lord Kelvin alone excepted. - 528;
**Stokes**, Bezzenbergers Beifrdge, II, p. 113). - Three anonymous Latin lives were published by Colgan in his Trias Thaumaturga (Louvain, 1645), and there exists an 1 ith-century Irish life in three parts published by Whitley
**Stokes**for the Rolls series (1887). **Stokes**(Phil.- The original investigation of
**Stokes**, here briefly sketched, extends also to the case where the streams are of unequal width h, k, and are separated by an interval 2g. - In order to apply these ideas to the investigation of the secondary wave of light, we require the solution of a problem, first treated by
**Stokes**, viz. - The proportionality of the secondary disturbance to sin 43 is common to the present law and to that given by
**Stokes**, but here there is no dependence upon the angle 0 between the primary and secondary rays. - The method of auscultation was soon introduced into England by pupils of Laennec. John Forbes (1787-1861) in 1824, and William
**Stokes**(1804-1878) of Dublin in 1825, published treatises on the use of the stethoscope. - William
**Stokes**(1804-1878) was especially known for his works on diseases of the chest and of the heart, and for his clinical teaching. - In heart disease the chief work of the latter half of the 19th century was, in the first quarter, such clinical work as that of William
**Stokes**and Peter Mere Latham (1789-1875); and in the second quarter the fuller comprehension of the vascular system, central and peripheral, with its cycles and variations of blood pressure, venous and arterial. - The specific effect of boric acid in this respect was correctly ascertained by
**Stokes**and Harcourt, but they mistook the effect of titanic acid. - (II) Thus cos 0 is the
**Stokes**' function of a point source at 0, and Papb of a line source AB. - Again, since d4)/dv =d /ds, d4)/ds= - d4y/dv, (13) T = 1 p f(1 9 d = - 2 p f4' d (14) With the
**Stokes**' function, y for motion symmetrical about an axis. - Taking Ox along OS, the
**Stokes**' function at P for the source S is p cos PSx, and of the source H and line sink OH is p(a/f) cos PHx and - (p/a) (PO - PH); so that = p (cos PSx+f cos PHx PO a PH), (q) and Ili = -p, a constant, over the surface of the sphere, so that there is no flow across. - When S and S' lie on the same radius, taken along Ox, the
**Stokes**' function can; be written down; and when S and S' coalesce a doublet is produced, with a doublet image at H. - For a doublet at S, of moment m, the
**Stokes**' function is M f cos PSx = - m p s3; and for its image at H the**Stokes**' function is m f cos PHx =m f 3 PH" (6) so that for the comnation _ a3 I I 2 4)-myb12 (f 3 PH PS 3) =m f 3 (pa ll 3 P53)' 3 and this vanishes over the surface of the sphere. - There is no
**Stokes**' function when the axis of the doublet at S does not pass through 0; the image system will consist of an inclined doublet at H, making an equal angle with OS as the doublet S, and of a parallel negative line doublet, extending from H to 0, of moment varying as the distance from O. - = constant, _ ff 00 NdA N BA-AA X - JA (a' +X) (b 2 +A)P - abc' a2 -b2 ' and at the surface A = o, I I N Bo-A 0 N I R - (a2+b2) abc a 2 -b 2 abc a2b2 I /b 2 N = R I /b2 - I /a2 abc I 1 I Bo - AO' a 2 b 2 - a2 b2 a 2 b2 = R (a 2 - b 2) /(a 22 + /b2) 2 - r (B o - Ao) U Bo+Co - B I - CI' Since - Ux is the velocity function for the liquid W' filling the ellipsoid A = o, and moving bodily with it, the effective inertia of the liquid in the interspace is Ao+B1+C1 Bo+Co - B1 - C, If the ellipsoid is of revolution, with b=c, - 2 XBo - - C BI' and the
**Stokes**' current function 4, can be written down (I) is (5) (7) (6) The velocity function of the liquid inside the ellipsoid A=o due to the same angular velocity will be = Rxy (a2 - b2)/(a2 + b2), (7) and on the surface outside _ N Bo -Ao c1)0xy abc 2 62' so that the ratio of the exterior and interior value of at the surface is ?o= Bo-Ao (9) 4)1 (a 2 -6 2)/(a2 + b) - (Bo - Ao)' and this is the ratio of the effective angular inertia of the liquid, outside and inside the ellipsoid X = o. **Stokes**(1846), and W.**Stokes**and Sir W.- In like manner, after the French mathematicians had attempted, with more or less ingenuity, to construct a theory of elastic solids from the hypothesis that they consist of atoms in equilibrium under the action of their mutual forces,
**Stokes**and others showed that all the results of this hypothesis, so far at least as they agreed with facts, might be deduced from the postulate that elastic bodies exist, and from the hypothesis that the smallest portions into which we can divide them are sensibly homogeneous. - In May 1889 Mwanga, aided by the trader Charles
**Stokes**, approached Buganda by water, and after several bloody battles captured the capital, but shortly afterwards was again defeated, and Kalema and the Ba-Islamu reoccupied Mengo (the native capital). **Stokes**(1881).**Stokes**(Math.**Stokes**showed that this effect is one of refraction, due to variation of velocity of the air from the surface upwards Brit.**Stokes**, Proc. Roy.- Moreover, this is precisely the condition for the absence of interference between the component of a split beam; because, the time of passage being to the first order fds/V f(udx+vdy+wdz)V2, the second term will then be independent of the path (43 being a single valued function) and therefore the same for the paths of both the interfering beams. If therefore the aether can be put into motion, we conclude (with
**Stokes**) that such motion, in free space, must be of strictly irrotational type. **Stokes**, and later by A.- Critical Inquiries:
**Stokes**, art. - Such bodies are said to be fluorescent, the degradation of motion towards that determined by its temperature gives rise to the law of
**Stokes**, the fluorescent light being in nearly all cases of lower frequency than the incident light. - Howitzer (aft), r6
**Stokes**mortars, flame throwers, 16 Lewis guns, and 4 12-in. **Stokes**this statement is incorrect.**Stokes**, "On Pyrite and Marcasite," Bull.- In 1899, at the jubilee commemoration of Sir George
**Stokes**, he was Rede lecturer at Cambridge, his subject being the undulatory theory of light and its influence on modern physics; and on that occasion the honorary degree of D.Sc. was conferred on him by the university. - Others were the suppression of The Masses, a radical monthly, the cases of Abrams, Goldstein, Kate O'Hare, Berger, Rose Pastor
**Stokes**, and the I.W.W. **Stokes**(1814-1890) of Chicago transferred a large amount of munitions of war from St Louis, where the secession sentiment was strong, to Alton.**Stokes**, Six Months in the Apennines (London, 1892), 154 seq.; C. Cipolla, in L'Arte (1904), 241.- An interpretation of the oldest ogam inscriptions is given by Whitley
**Stokes**in Bezzenberger's Beitrage, xi. - The Aryan system of inflexion was preserved in Celtic, as may be seen in
**Stokes**'s restoration of Celtic declension (Trans. - Strachan, An Introduction to Early Welsh, with a Reader (Manchester, 1909);
**Stokes**, " Urkeltischer Sprachschatz," in Fick's Vergleichendes Worterbuch der idg. **Stokes**(Proc. Roy.**Stokes**, Ireland and the Celtic Church (6th ed., 1907); J.**Stokes**(Q.- Mr Charles
**Stokes**Read, a resident at the Agapemone and director of the V. - Edward Casper
**Stokes**John Franklin Fort . **Stokes**, Amer.**Stokes**(Amer.- The following are important references (kindly supplied by Dr Whitley
**Stokes**) for detailed research :- R. - 1858, pp. 81 ff.) sought to establish, is impossible (Whitley
**Stokes**in Max Miller's Lectures, 1891, i. **Stokes**to occur in fluorescent bodies.- J.Angstrom in 1853, by Balfour Stewart in 1858; while Sir George
**Stokes**held the solution of the problem in the irchhoff. **Stokes**, Ireland and the Celtic Church, revised by H.**Stokes**, Math.- Gabriel
**Stokes**, C. H. **Stokes**, Math.- Gabriel
**Stokes**(loc. cit.) and by E. - C.
**Stokes**, The Microscope (Detroit, 1887-1888); C. Zelinka, Zeitschr. **Stokes**, and which were published in the Proceedings of the Royal Society for 1855, that he discussed the mathematical theory of signalling through submarine cables, and enunciated the conclusion that in long cables the retardation due to capacity must render the speed of signalling inversely proportional to the square of the cable's length.