Book contents
- Frontmatter
- PREFACE
- Contents
- Chronological List of Papers with References to the Volumes in which they are contained
- Errata
- PART I PERIODIC ORBITS
- PART II THE TIDES
- PART III MISCELLANEOUS PAPERS IN CHRONOLOGICAL ORDER
- 5 On some Proposed Forms of Slide-rule
- 6 An Application of Peaucellier's Cell
- 7 The Mechanical Description of Equipotential Lines
- 8 On a Mechanical Representation of the Second Elliptic Integral
- 9 On Maps of the World
- 10 A Geometrical Puzzle
- 11 A Geometrical Illustration of the Potential of a Distant Centre of Force
- 12 On Graphical Interpolation and Integration
- 13 On a Theorem in Spherical Harmonic Analysis
- 14 On Fallible Measures of Variable Quantities, and on the Treatment of Meteorological Observations
- 15 On the Horizontal Thrust of a Mass of Sand
- 16 On the Formation of Ripple-mark in Sand
- 17 Note on Mr Davison's Paper on the Straining of the Earth's Crust in Cooling
- 18 On the Mechanical Conditions of a Swarm of Meteorites, and on Theories of Cosmogony
- 19 On the Perturbation of a Comet in the Neighbourhood of a Planet
- 20 The Eulerian Nutation of the Earth's Axis
- 21 The Analogy between Lesage's Theory of Gravitation and the Repulsion of Light
- PART IV PAPERS ON TIDES (Supplementary to Volume I)
- PART V ADDRESSES TO SOCIETIES
- APPENDIX
- INDEX
- Plate section
16 - On the Formation of Ripple-mark in Sand
Published online by Cambridge University Press: 07 September 2010
- Frontmatter
- PREFACE
- Contents
- Chronological List of Papers with References to the Volumes in which they are contained
- Errata
- PART I PERIODIC ORBITS
- PART II THE TIDES
- PART III MISCELLANEOUS PAPERS IN CHRONOLOGICAL ORDER
- 5 On some Proposed Forms of Slide-rule
- 6 An Application of Peaucellier's Cell
- 7 The Mechanical Description of Equipotential Lines
- 8 On a Mechanical Representation of the Second Elliptic Integral
- 9 On Maps of the World
- 10 A Geometrical Puzzle
- 11 A Geometrical Illustration of the Potential of a Distant Centre of Force
- 12 On Graphical Interpolation and Integration
- 13 On a Theorem in Spherical Harmonic Analysis
- 14 On Fallible Measures of Variable Quantities, and on the Treatment of Meteorological Observations
- 15 On the Horizontal Thrust of a Mass of Sand
- 16 On the Formation of Ripple-mark in Sand
- 17 Note on Mr Davison's Paper on the Straining of the Earth's Crust in Cooling
- 18 On the Mechanical Conditions of a Swarm of Meteorites, and on Theories of Cosmogony
- 19 On the Perturbation of a Comet in the Neighbourhood of a Planet
- 20 The Eulerian Nutation of the Earth's Axis
- 21 The Analogy between Lesage's Theory of Gravitation and the Repulsion of Light
- PART IV PAPERS ON TIDES (Supplementary to Volume I)
- PART V ADDRESSES TO SOCIETIES
- APPENDIX
- INDEX
- Plate section
Summary
The following paper contains an account of experiments and observations on the formation of ripple-mark in sand. The first section is devoted to experiments on the general conditions under which ripple-mark is formed, and especially on the mode of formation and maintenance of irregular ripples by currents. In the second section it is shown that regular ripple-mark in sand is due to a complex arrangement of vortices in oscillating water; and the last section gives some account of the views of certain recent observers in this field, and a discussion of some phenomena in the vortex motion of air and water.
First Series of Experiments
A cylindrical zinc vessel, like a flat bath, with upright sides, 2 feet 8 inches in diameter and 9 inches deep, was placed on a table, which was free to turn about a vertical axis. Some fine sand was strewn over the bottom to a depth of about an inch, and water was poured in until it stood three inches deep over the sand. After some trials of simply whirling the bath, in which no regular ripple-mark was formed, I found that rotational oscillation with a jerking motion of small amplitude gave rise almost immediately to beautiful radial ripples all round the bath. If the jerks were of small amplitude the ripples were small, and if larger they were larger.
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- Information
- The Scientific Papers of Sir George DarwinPeriodic Orbits and Miscellaneous Papers, pp. 330 - 353Publisher: Cambridge University PressPrint publication year: 2009First published in: 1911