Abstract

An expression for the period of a conical Jolly balance spring is deduced theoretically and the result is verified by experimental data. By some assumptions which simplify the equation of motion it is reduced to that for simple harmonic motion from which the period is obtained.

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References

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  1. Kelvin and Tait. "Natural Philosophy," 2, arts, pp. 604–607.
  2. Timoshenko and Lessells. "Applied Elasticity," p. 32.
  3. G. F. C. Searle's "Experimental Harmonic Motion," Art. 30.
  4. Lord Rayleigh's "Theory of Sound," 1, Art. 88. Second edition.
  5. A. Sommerfeld, coupled "Oscillations of a Helical Spring," J.O.S.A. & R.S.I., 7, p. 529 1923.

Kelvin,

Kelvin and Tait. "Natural Philosophy," 2, arts, pp. 604–607.

Lessells,

Timoshenko and Lessells. "Applied Elasticity," p. 32.

Rayleigh’s, Lord

Lord Rayleigh's "Theory of Sound," 1, Art. 88. Second edition.

Searle’s, G. F. C.

G. F. C. Searle's "Experimental Harmonic Motion," Art. 30.

Sommerfeld, A.

A. Sommerfeld, coupled "Oscillations of a Helical Spring," J.O.S.A. & R.S.I., 7, p. 529 1923.

Tait,

Kelvin and Tait. "Natural Philosophy," 2, arts, pp. 604–607.

Timoshenko,

Timoshenko and Lessells. "Applied Elasticity," p. 32.

Other (5)

Kelvin and Tait. "Natural Philosophy," 2, arts, pp. 604–607.

Timoshenko and Lessells. "Applied Elasticity," p. 32.

G. F. C. Searle's "Experimental Harmonic Motion," Art. 30.

Lord Rayleigh's "Theory of Sound," 1, Art. 88. Second edition.

A. Sommerfeld, coupled "Oscillations of a Helical Spring," J.O.S.A. & R.S.I., 7, p. 529 1923.

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