ORIGIN OF HEAT IN OUR SYSTEM.

Professor Helmholtz, assuming that at the commencement the density of

the nebulous matter was a vanishing quantity, as compared with the

present density of the sun and planets, calculates how much work has

been performed by the condensation; how much of this work still exists

in the form of mechanical force, as attraction of the planets towards

the sun, and as _vis viva_ of their motion; and finds by this how much

of the force has been converted into heat.

The result of this calculation is, that only about the 45th part

of the original mechanical force remains as such, and that the

remainder, converted into heat, would be sufficient to raise a

mass of water equal to the sun and planets taken together, not

less than 28,000,000 of degrees of the centigrade scale. For the

sake of comparison, Professor Helmholtz mentions that the highest

temperature which we can produce by the oxy-hydrogen blowpipe,

which is sufficient to vaporise even platina, and which but few

bodies can endure, is estimated at about 2000 degrees. Of the

action of a temperature of 28,000,000 of such degrees we can form

no notion. If the mass of our entire system were of pure coal, by

the combustion of the whole of it only the 350th part of the above

quantity would be generated.

The store of force at present possessed by our system is equivalent

to immense quantities of heat. If our earth were by a sudden shock

brought to rest in her orbit--which is not to be feared in the

existing arrangement of our system--by such a shock a quantity of

heat would be generated equal to that produced by the combustion of

fourteen such earths of solid coal. Making the most unfavourable

assumption as to its capacity for heat, that is, placing it equal

to that of water, the mass of the earth would thereby be heated

11,200°; it would therefore be quite fused, and for the most part

reduced to vapour. If, then, the earth, after having been thus

brought to rest, should fall into the sun, which of course would be

the case, the quantity of heat developed by the shock would be 400

times greater.

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