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It is an often-quoted observation of Friedrich Schlegels that every man is born either a Platonist or an Aristotelian. If we narrow the remark to the only class which, perhaps, its author recognised as human beings, namely, all thinking men, it will be found to contain a certain amount of truth, though probably not what Schlegel intended; at any rate something requiring to be supplemented by other truths before its full meaning can be understood. The common opinion seems to be that Plato was a transcendentalist, while Aristotle was an experientialist; and that this constitutes the most typical distinction between them. It would, however, be a mistake to292 suppose that the priori and posteriori methods were marked off with such definiteness in Platos time as to render possible a choice between them. The opposition was not between general propositions and particular facts, but between the most comprehensive and the most limited notions. It was as if the question were now to be raised whether we should begin to teach physiology by at once dividing the organic from the inorganic world, or by directing the learners attention to some one vital act. Now, we are expressly told that Plato hesitated between these two methods; and in his Dialogues, at least, we find the easier and more popular one employed by preference. It is true that he often appeals to wide principles which do not rest on an adequate basis of experimental evidence; but Aristotle does so also, more frequently even, and, as the event proved, with more fatal injury to the advance of knowledge. In his Rhetoric he even goes beyond Plato, constructing the entire art from the general principles of dialectics, psychology, and ethics, without any reference, except for the sake of illustration, to existing models of eloquence.

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This principle is somewhat obscure, and the nature of percussive forces not generally considereda matter which may be illustrated by considering the action of a simple hand-hammer. Few [103] people, in witnessing the use of a hammer, or in using one themselves, ever think of it as an engine giving out tons of force, concentrating and applying power by functions which, if performed by other mechanism, would involve trains of gearing, levers, or screws; and that such mechanism, if employed instead of a hammer, must lack that important function of applying force in any direction as the will and hands may direct. A simple hand-hammer is in the abstract one of the most intricate of mechanical agentsthat is, its action is more difficult to analyse than that of many complex machines involving trains of mechanism; yet our familiarity with hammers causes this fact to be overlooked, and the hammer has even been denied a place among those mechanical contrivances to which there has been applied the name of "mechanical powers."During the two centuries that ended with the close of the Peloponnesian war, a single race, weak numerically, and weakened still further by political disunion, simultaneously developed all the highest human faculties to an extent possibly rivalled but certainly not surpassed by the collective efforts of that vastly greater population which now wields the accumulated resources of modern Europe. This race, while maintaining a precarious foothold on the shores of the Mediterranean by repeated prodigies of courage and genius, contributed a new element to civilisation which has been the mainspring of all subsequent progress, but which, as it expanded into wider circles and encountered an increasing resistance from without, unavoidably lost some of the enormous elasticity that characterised its earliest and most concentrated reaction. It was the just boast of the Greek that to Asiatic refinement and Thracian valour he joined a disinterested thirst for knowledge unshared by his neighbours on either side.5 And if a contemporary of Pericles could have foreseen all that would be thought, and said, and done during2 the next twenty-three centuries of this worlds existence, at no period during that long lapse of ages, not even among the kindred Italian race, could he have found a competitor to contest with Hellas the olive crown of a nobler Olympia, the guerdon due to a unique combination of supreme excellence in every variety of intellectual exercise, in strategy, diplomacy, statesmanship; in mathematical science, architecture, plastic art, and poetry; in the severe fidelity of the historian whose paramount object is to relate facts as they have occurred, and the dexterous windings of the advocate whose interest leads him to evade or to disguise them; in the far-reaching meditations of the lonely thinker grappling with the enigmas of his own soul, and the fervid eloquence by which a multitude on whose decision hang great issues is inspired, directed, or controlled. He would not, it is true, have found any single Greek to pit against the athletes of the Renaissance; there were none who displayed that universal genius so characteristic of the greatest Tuscan artists such as Lionardo and Michael Angelo; nor, to take a much narrower range, did a single Greek writer whose compositions have come down to us excel, or even attempt to excel, in poetry and prose alike. But our imaginary prophet might have observed that such versatility better befitted a sophist like Hippias or an adventurer like Critias than an earnest master of the Pheidian type. He might have quoted Pindars sarcasm about highly educated persons who have an infinity of tastes and bring none of them to perfection;6 holding, as Plato did in the next generation, that one man can only do one thing well, he might have added that the heroes of modern art would have done much nobler work had they concentrated their powers on a single task instead of attempting half a dozen and leaving most of them incomplete.
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FORE:In view of such extensive labours, we might almost imagine ourselves transported back to the times when Chaucer could describe a student as being made perfectly happy by having
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FORE:VI.
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FORE:Such a view was essentially unfavourable to the progress of science, assigning, as it did, a higher dignity to meagre and very questionable abstractions than to the far-reaching combinations by which alone we are enabled to unravel the inmost texture of visible phenomena. Instead of using reason to supplement sense, Aristotle turned it into a more subtle and universal kind of sense; and if this disastrous assimilation was to a certain extent imposed upon him by the traditions of Athenian thought, it harmonised admirably with the descriptive and superficial character of his own intelligence. Much was also due to the method of geometry, which in his time had already assumed the form made familiar to us by Euclids Elements. The employment of axioms side by side with definitions, might, indeed, have drawn his attention to the existence and importance of judgments which, in Kantian terminology, are not analytic but syntheticthat is, which add to the content of a notion instead of simply analysing it. But although he mentions axioms, and states that mathematical theorems are deduced from them, no suspicion of their essential difference from definitions, or of the typical significance which they were destined to assume in the theory of reasoning, seems ever to have crossed his mind; otherwise he could hardly have failed to ask how we come by our knowledge of them, and to what they correspond in Nature. On the whole,385 it seems likely that he looked on them as an analysis of our ideas, differing only from definition proper by the generality of its application; for he names the law of contradiction as the most important of all axioms, and that from which the others proceed;277 next to it he places the law of excluded middle, which is also analytical; and his only other example is, that if equals be taken from equals the remainders are equal, a judgment the synthetic character of which is by no means clear, and has occasionally been disputed.278
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FORE:Shrinkage, or the contraction of castings in cooling, is provided for by adding from one-tenth to one-eighth of an inch to each foot in the dimensions of patterns. This is a simple matter, and is accomplished by employing a shrink rule in laying down pattern-drawings [97] from the figured dimensions of the finished work; such rules are about one-hundredth part longer than the standard scale.
FORE:Before entering on the chain of reasoning which led Aristotle to postulate the existence of a personal First Cause, we must explain the difference between his scientific standpoint, and that which is now accepted by all educated minds. To him the eternity not only of Matter, but also of what he called Form,that is to say, the collection of attributes giving definiteness to natural aggregates, more especially those known as organic specieswas an axiomatic certainty. Every type, capable of self-propagation, that could exist at all, had existed, and would continue to exist for ever. For this, no explanation beyond the generative power of Nature was required. But when he had to account for the machinery by which the perpetual alternation of birth and death below, and the changeless revolutions of the celestial spheres above the moon were preserved, difficulties arose. He had reduced every other change to transport through space; and with regard to this his conceptions were entirely mistaken. He believed that moving matter tended to stop unless it was sustained by some external force; and whatever their advantages over him in other respects, we cannot say that the Atomists were in a position to correct him here: for their349 theory, that every particle of matter gravitated downward through infinite space, was quite incompatible with the latest astronomical discoveries. Aristotle triumphantly showed that the tendency of heavy bodies was not to move indefinitely downwards in parallel lines, but to move in converging lines to the centre of the earth, which he, in common with most Greek astronomers, supposed to be also the centre of the universe; and seeing light bodies move up, he credited them with an equal and opposite tendency to the circumference of the universe, which, like Parmenides and Plato, he believed to be of finite extent. Thus each kind of matter has its appropriate place, motion to which ends in rest, while motion away from it, being constrained, cannot last. Accordingly, the constant periodicity of terrestrial phenomena necessitates as constant a transformation of dry and wet, and of hot and cold bodies into one another. This is explained with perfect accuracy by the diurnal and annual revolutions of the sun. Here, however, we are introduced to a new kind of motion, which, instead of being rectilinear and finite, is circular and eternal. To account for it, Aristotle assumes a fifth element entirely different in character from the four terrestrial elements. Unlike them, it is absolutely simple, and has a correspondingly simple mode of motion, which, as our philosopher erroneously supposes, can be no other than circular rotation.

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Designing, or generating the plans of machinery, may be considered the leading element in engineering manufactures or machine construction, that one to which all others are subordinate, [75] both in order and importance, and is that branch to which engineering knowledge is especially directed. Designing should consist, first, in assuming certain results, and, secondly, in conceiving of mechanical agents to produce these results. It comprehends the geometry of movements, the disposition and arrangement of material, the endurance of wearing surfaces, adjustments, symmetry; in short, all the conditions of machine operation and machine construction. This subject will be again treated of at more length in another section.Matched stonesand priceless, added Larry. The paper said they were a present to one of Mr. Everdails ancestors by one of the most fabulously rich Hindu Nabobs who ever lived.36
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