Conduction Quotes (2)

For the evolution of science by societies the main requisite is the perfect freedom of communication between each member and anyone of the others who may act as a reagent.
The gaseous condition is exemplified in the soiree, where the members rush about confusedly, and the only communication is during a collision, which in some instances may be prolonged by button-holing.
The opposite condition, the crystalline, is shown in the lecture, where the members sit in rows, while science flows in an uninterrupted stream from a source which we take as the origin. This is radiation of science. Conduction takes place along the series of members seated round a dinner table, and fixed there for several hours, with flowers in the middle to prevent any cross currents.
The condition most favourable to life is an intermediate plastic or colloidal condition, where the order of business is (1) Greetings and confused talk; (2) A short communication from one who has something to say and to show; (3) Remarks on the communication addressed to the Chair, introducing matters irrelevant to the communication but interesting to the members; (4) This lets each member see who is interested in his special hobby, and who is likely to help him; and leads to (5) Confused conversation and examination of objects on the table.
I have not indicated how this programme is to be combined with eating.
Letter to William Grylls Adams (3 Dec 1873). In P. M. Harman (ed.), The Scientific Letters and Papers of James Clerk Maxwell (1995), Vol. 2, 1862-1873, 949-50.
See also:  |  Collision (3)  |  Colloid (5)  |  Communication (17)  |  Confusion (3)  |  Crystal (9)  |  Eat (7)  |  Examination (5)  |  Freedom (14)  |  Gas (12)  |  Greeting (2)  |  Irrelevant (2)  |  Lecture (18)  |  Programme (2)  |  Radiation (7)  |  Remark (2)  |  Society (33)  |  Talk (7)

How did Biot arrive at the partial differential equation? [the heat conduction equation] . . . Perhaps Laplace gave Biot the equation and left him to sink or swim for a few years in trying to derive it. That would have been merely an instance of the way great mathematicians since the very beginnings of mathematical research have effortlessly maintained their superiority over ordinary mortals.
The Tragicomical History of Thermodynamics, 1822-1854 (1980), 51.
See also:  |  Jean-Baptiste Biot (3)  |  Differentiation (6)  |  Equation (25)  |  Pierre-Simon Laplace (41)  |  Mathematicians (4)  |  Mortal (3)  |  Ordinary (4)  |  Research (221)  |  Sink (2)  |  Superiority (2)  |  Thermodynamics (15)

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