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Full view - 1912 - 190 pages - Science |
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Common terms and phrasesalcohol ammonia amyl acetate angles aniline away beads beam benzene Berthoud black film blow blow-pipe blown break bright band brilliant cut camphor Capillarity carbon Castille soap catenoid celluloid centi Chichester Bell coal gas colour cubic inch curvature curved cylinder diameters apart diffraction gratings drops duckweed edge elastic skin electric arc electrical electrified equal ether Etruscan exactly experiment fall film flat film float fountain froth glass glassblower glycerine grains grease green light gutta-percha half hyperbola inch in diameter india-rubber inflammable inner bubble inside large bubble larva lighter than air liquid Lord Rayleigh Louvre lycopodium mercury millimetre millionths mixture NORTHUMBERLAND AVENUE nozzle oleate oleic acid outer bubble Ovid paraffin paraffin wax perfect circle perfectly petroleum photograph piece pigments pipe plate pressure produced pull quartz quicksilver reflected refracted rest against ring round saponine sealing-wax seen side sieve slowly soap solution soap-bubble soap-film soldered spectroscope speed speed of light sphere spherical spider spirits of wine square centimetre straight-edge stretched stretched film surface surface tension tension therefore thickness thin thin film thinner film travels tube tuning-fork vapour vibrate viscous visible spectrum waist water-drops wave-length weight weight of water wetted Willard Gibbs wire wire frame wire gauze wire ring zircon References from web pagesSoap bubble - Wikipedia, the free encyclopedia Soap Bubbles: Part 1 JSTOR: Geometry and Soap Bubbles Experiments with Soap-bubbles Woolgathersome: Electricity and Fountains, Sealing-wax, a Smoky ... scienceworks No. 1750: Soap Bubbles Bubble Shapes Manchester Artist Led Gallery - Castlefield Gallery Soap Bubbles References to this bookFrom Google ScholarWhip wavesTyler McMillen, Alain Goriely - 2003 - Physica D: Nonlinear Phenomena Harihara BaskaranMichael J Swickrath - 2007 Tyler McMillen, Alain Goriely bD Physica - 2003 - Physica D Popular passagesthat this movement is referred to in Proverbs xxiii. 31:" Look not thou upon the wine when it is red, when it giveth his colour in the cup, when it moveth itself aright. Page 34 They went to sea in a sieve, they did, In a sieve they went to sea : In spite of all their friends could say, On a winter's morn, on a stormy Page 22 A centipede was happy quite, Until a toad, in fun, Said, ' Pray which leg goes after which ? ' This raised her doubts to such a pitch She fell distracted in the ditch, Not knowing how to run. Page 28 They sailed away in a sieve, they did, In a sieve they sailed so fast, With only a beautiful pea-green veil, Tied with a riband by way of a sail, To a small tobacco-pipe mast ; " • * » * And so on. You see that it is quite possible to go to sea in a sieve—that is, if the sieve is large enough and the water is not too Page 22 BY THE AUTHOR AS A TOKEN OF ESTEEM AND GRATITUDE, AND IN THE HOPE THAT IT MAY EXCITE IN A FEW YOUNG PEOPLE SOME SMALL FRACTION OF THE INTEREST AND ENTHUSIASM WHICH HIS ADVENT AND HIS LECTURES AWAKENED IN THE AUTHOR, UPON WHOM THE LIGHT OF SCIENCE THEN SHONE FOR THE FIRST TIME Page 3 grains to the inch exactly. This is obtained as follows : The diameter of the circle of which the curved thread is a part is equal to half the length of the thread multiplied by itself and divided by the deviation of its middle point. The diameter of the circle then is 35 x 35 x Page 109 grains to the inch in a soapfilm is quite enough in the case of the five-foot loop to make it require some exertion to keep it pulled so that the two threads are not much nearer in the middle than at the ends. In fact, this experiment provides the means by which the feeble tension of Page 108 as that of water, for the surface contamination had no time to form. He allowed the liquid to issue from a small elliptical hole in a thin plate covering the end of a tube which came from a reservoir of the solution. When liquid issues from such a hole as at a, Page 106 or analytical, this will be a nice problem for you to solve, as also that the surface of the three bubbles and of the three interfaces is the least possible that will confine and separate the three quantities of air. The proof that the three films drawn according to the construction of Page 127 36 inch-grains. Let us pull it out to such a length that the weight of the film drawn out is itself equal to 2 £ grains, that is to the weight its own tension will just carry. By way of example let us consider a film not very thick or very thin, but of the well-defined apple-green colour. This, Page 110 Other editions
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