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- Thurston , Robert Henry . 1886 . A History of the Growth of the Steam Engine 114 – 115 . New York
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- Haswell , Charles H. 1847 . Engineer's and Mechanics' Pocketbook , 4th ed. 190 – 190 . New York This rule actually does work. If we let m be the mass, W be the weight, g be the acceleration of gravity, r be the radius, and d be the diameter, then starting from the usual formula, the centrifugal force equals mv2/r. From this we obtain (w/g)·(v2/r) = w·v2/((g/2)·2r) = w·v2/((g/2)·) = w·[v/√(g/2)]2·(1/d). If we let w = 1 and g ⋍ 32 ft./sec.2, this last expression becomes (v/4.01)2/d, which is Haswell's rule.
- Haswell , Charles H. 1847 . Engineer's and Mechanics' Pocketbook , 4th ed. 192 – 192 . New York
- Rem. , 19 – 19 .
- Rem. , 20 – 22 .
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Theory and invention
The case of Charles Tablot Porter and his steam engine governor
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