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ABSTRACT HOLMES'S equation1 rewritten in terms of specific surface area, _S_, can be derived from the differential equation: where _E_ is energy input per unit volume and _r_ is

Kick's law deviation exponent1. Equation (1) reduces to Kick's equation2 when _r_ = 0, Bond's third theory3 when _r_ = ½ and Rittinger's equation4 when _r_ = 1. These

equations suggest that material of unlimited fineness can be produced by milling. Access through your institution Buy or subscribe This is a preview of subscription content, access via your

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* Learn about institutional subscriptions * Read our FAQs * Contact customer support SIMILAR CONTENT BEING VIEWED BY OTHERS COMPARISON BETWEEN RESPONSE SURFACE METHODOLOGY AND TAGUCHI METHOD

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Article Open access 23 March 2023 REFERENCES * Holmes, J. A., _Trans. Inst. Chem. Eng._, 35, 125 (1957). Google Scholar  * Kick, F., _Das Gesetz der Proportionalem Widerstand und Seine

Anwendung_ (Leipzig, 1885). Google Scholar  * Bond, F. C., _Trans. Amer. Inst. Min. Eng._, 193, 484 (1952). Google Scholar  * Rittinger, P. R. von, _Lehrbuch der Aufbersitungskunde_ (Berlin,

1867). Google Scholar  * Kempthorne, O., _et al._ (eds.), _Statistics and Mathematics in Biology_ (Iowa State College Press, 1954). * Lotka, A. J., _Mathematical Biology_ (Dover

Publications, New York, 1956). MATH  Google Scholar  * Harris, C. C., _Second Symp. on Coal Preparation_, 191 (Univ. of Leeds. 1957). Google Scholar  * Harris, C. C., _J. App. Phys._, 31,

215 (1960). Article  ADS  Google Scholar  * Frangiskos, N. Z., Harris, C. C., and Jowett, A., _Intern. Surface Activity Cong., Cologne_, 4, 404 (1960). Google Scholar  * Svensson, J., and

Murkes, J., _Intern. Mineral Dressing Cong._, 37 (Stockholm, 1957). Google Scholar  Download references AUTHOR INFORMATION AUTHORS AND AFFILIATIONS * Department of Mining, University of

Leeds, C. C. HARRIS Authors * C. C. HARRIS View author publications You can also search for this author inPubMed Google Scholar RIGHTS AND PERMISSIONS Reprints and permissions ABOUT THIS

ARTICLE CITE THIS ARTICLE HARRIS, C. Comminution: a Modified Logistic Growth Function. _Nature_ 197, 371 (1963). https://doi.org/10.1038/197371a0 Download citation * Issue Date: 26 January

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