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THE POPULAR EDUCATOR.

En fuyant la main qui l'attire16
Avec tristesse il semble dire:
Ce n'est pas lui! 17

COLLOQUIAL EXERCISE.

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etc.; and from the Technological and Scientific Dictionaries of both Languages. By Professor DE LOLME and HENRY BRIDGEMAN, Esq.

The following are the distinctive features which render this Work superior to any of the same class now extant. It has been compiled with unusual care from the very best authorities. It contains correct renderings of all the most modern words and phrases-including those of science, art, manufac ture, commerce, law, politics, etc., as well as familiar conversation —which are indispensable to a knowledge of language, but yet are rarely, if ever, to 9. Le chien suivit-il le convoi the two languages-the constructions of verbs, the force of prepositions, and be found properly translated in any Dictionary. The idiomatic usages of de son maître? the changes of meaning caused by different combinations of words-are more copiously and carefully illustrated than elsewhere within the same limits. The meanings are also classified and arranged in such a manner as 12. Comment la gloire y jeta-t-in price as it is comprehensive in aim, accurate in detail, and superior in to prevent the possibility of mistake. To crown all, the Work is as moderate elle son maître? neat cloth; the English-French Division, price 46. paper covers, or 58. arrangement. The French-English Division, price 4s. paper covers, or 5s.

10. Paraissait-il triste?

11. Où se traîna-t-il avec peine?

13.

Pourquoi ne le connaissaiton pas ?

14. Que devint alors le fidèle

animal?

15. Son chagrin paraissait-il se
dissiper?

16. Etait-il sensible aux caresses
qu'on lui faisait ?

17. Que semblait-il dire avec
tristesse ?

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ANSWERS TO CORRESPONDENTS.

IN compliance with the urgent request of several correspondents, it is our intention to give a few Lessons in Spanish, commencing in our next number, and to complete our Lessons in Arithmetic.

EDMUND LEE may procure the missing numbers of the POPULAR EDUCATOR by ordering them of any bookseller.

W. R.: The bookbinder will understand how to bind the maps and engraving.

CONVEX had better apply to the Secretary of the Society of Arts. ALEPH: The difficulty under which you labour is one which most students of Hebrew experience. Hurwitz's Grammar may perhaps relieve, if it do not remove it.

R. J. KENT: In Italian c'è is pronounced tchai. The usage of which you speak is not to be imitated.

THOMAS BOTTOMLEY has solved all the second portion of the Second
Centenary of Algebraical Problems except five.
understand our solution of No. 39, which we made as simple as we could.
We are surprised he cannot
If he will try again, we think he mu-t succeed.

A correspondent, whose name is not put to his solutions, has solved all the first thirty-two of the Second Centenary of Algebraical Problems. The first solution contains a reference to "Cassell's Algebra." There are four

papers, numbered 1, 2, 3, and 4. We shall be happy to give the name if the writer will furnish us with it.

CHARLES SUTTON has solved twenty-one of the Second Centenary of Algebraical Problems, from No. 33 to 56, omitting Nos. 35, 39, and 52. He will find a solution of No. 39 in N. 126 of the P. E. Some of his solutions are longer than they need have been, but they are very creditable on the whole.

ONE THIRSTING FOR KNOWLEDGE will find what he wants in "Cassell's Arithmetic," p. 5.

J. MATHER: Thanks. Most of your corrections are right, but that of page 25, ex. 7, is wrong. Surely

8x2 y2 8z
8x ys:

9x

=

9

JOHN CHARLES JONES: We cannot give more information than has already appeared in these pages on the subject of the University of London. Undoubtedly a fair knowledge of all the subjects mentioned is required before matriculation and taking the B. A. degree. might perhaps more easily manage to get a degree in a Scotch or Irish Our correspondent university. A certificate from the College of Preceptors would be of great use, and it might be obtained by industry.

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THE HISTORICAL EDUCATOR.

This curious and interesting work contains the Travels and Discoveries
complete Chronological Tables, etc. etc.; with a profusion of curious and
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unique Engravings.
of America, by MARY HOWITT; the History of Greece, by J. GODKIN, Esq.;

(Continued from page 444.)

TERRESTRIAL MAGNETISM-THE COMPASS.

Inclination or Dip; Magnetic Equator.-From the fact that the compass affects the direction towards the north, it might be supposed that the force which acts upon it comes from a point in the horizon; but this is not the case, for if we arrange the needle in such a manner that it can move freely in a vertical plane about a horizontal axis, we shall find that though the centre of gravity of the needle exactly coincides with the axis of suspension, its south pole inclines constantly to the north pole of the earth in this quarter of the globe. In the southern hemisphere, on the contrary, it is the north pole of the needle which inclines towards the south pole of the earth. When the vertical plane in which the needle moves coincides with the magnetic meridian, the angle it makes with the horizon is called the inclination or dip. In any other plane than the magnetic meridian, the dip increases, and is ninety degrees in a plane perpendicular to the magnetic meridian. In fact, the magnetic force of the earth being then resolved into two forces, the one vertical and the other horizontal, the former gives the needle its vertical position, while the latter, acting in the direction of the axis of suspension, cannot turn

The inclination, like the declination, varies with the latitude, but according to a more fixed law. Near the north pole it is nearly ninety degrees, and proceeding thence towards the equator, it diminishes till it becomes nothing at the equator. In the southern hemisphere the inclination reappears, but in a contrary direction, that is to say, it is the north pole of the needle which sinks below the horizon.

The curve which passes through all the points at which the inclination is nothing is called the magnetic equator, and the points at which it is 90° are called magnetic poles. According to the observations of M. Duperrey, the magnetic equator appears to intersect the terrestrial equator in two diametrically opposite points, one in the Pacific and the other in the Atlantic Ocean. The inclination varies at the same place from one period to another.

The Inclination Compass is the name given to an instrument used for measuring the magnetic inclination. This compass, which is made entirely of copper, is composed first of a horizontal circle m, graduated, and supported by three screws, fig. 370. Above this circle is a plate A, moveable about a vertical

axis, and supporting by means of two columns a second graduated circle M, which measures the inclination. A frame r supports the needle a b, and a level n serves by means of the three screws to give a horizontal position to the diameter passing through the two zeros of the circle M.

To observe the inclination, we begin by determining the magnetic meridian, which is done by turning the plate a upon the circle m till the needle becomes vertical, which takes place when the needle is in a plane perpendicular to the magnetic meridian. Then turning the plate A through 90 degrees on the circle m, we bring the vertical circle M to the magnetic meridian. The angle dea which the magnetised needle then makes with the horizontal diameter, is the angle of inclination. But there are two causes of error which must be taken into account. First, the magnetic axis of the needle may perhaps not coincide with the axis of the needle itself, whence arises an error which is corrected by the method of turning already described. Secondly, the centre of gravity of the needle may possibly not coincide with the axis of suspension, and then the angle de a is too small or too large, according as the centre of gravity is above or below the centre of suspension, for in the first case the action of gravitation is contrary to that of terrestrial magnetism in turning the needle, while in the second it is in the same direction. This error is corrected by reversing the poles of the needle, which is accomplished by rubbing it with the contrary poles of two bars in such a manner, that each pole of the magnet is rubbed by a pole of the same name as its own. The direction of the needle being then changed, if its centre of gravity was before above the point of suspension, it is now below, and the angle of inclination which was before too small is now too large. The true value is found by taking the mean between the two.

Astatic Needle and System.-A needle withdrawn from the magnetic action of the earth is said to be astatic. This is the case with a needle moveable about an axis in the plane of the magnetic meridian in a direction parallel to the inclination. An astatic system is the combination of two needles of the same power placed parallel, with their contrary poles opposite each other, as seen in fig. 371. If the two needles are of exactly

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the same power, the contrary action of the earth upon the poles a and b, as well as on a and b', is self-destructive, and the system is completely astatic.

MAGNETISATION AND LAWS OF MAGNETIC ACTION.

Sources of Magnetisation.-The various sources of magnetisation are the influence of powerful magnets, terrestrial magnetism, and electricity. There are three methods of magnetising by magnets, simple touch, separate touch, and double touch. Whichever of these methods be employed, there is a limit to the degree of acquired magnetic power, depending upon the temper and intensity of the magnets employed. When this limit is attained, the bar is said to be magnetised to saturation. When it has been passed, the bar soon returns to it, and even tends to sink below it, if the magnetic power is not retained by means of a process to be described presently.

Method of Simple Touch.-This consists in sliding the pole of a powerful magnet from one end of the bar we wish to magnetise to the other, and repeating the operation several times, but always in the same direction. This process is incapable of producing any great effect, and consequently is only applicable to small bars. It has the further inconvenience of frequently developing consequent points.

134

Method of Separate Touch.-This was adopted by Knight in this country in 1745, and consists in placing the two contrary poles of two bars of equal intensity at the middle of the bar we wish to magnetise, and making them both slide simultaneously towards one of the ends of the bar, holding them vertically. Each magnet is then brought back to the middle of the bar, and the operation is repeated several times on both sides till the bar is magnetised. Duhamel improved this method by placing the two ends of the bar to be magnetised at the contrary poles of two fixed magnets, whose action combines with that of the moveable magnets, the relative position of the poles being the same as in fig. 372. This process gives the most steady magnetic power.

Method of Double Touch.-In this method, introduced by Mitchell, the two magnets employed in friction are still placed at the middle of the bar we wish to magnetise, with their contrary poles towards each other; but instead of sliding towards its extremities in contrary directions, they are kept at a certain distance from each other by a small piece of wood placed between them, and slide together from the middle to one extremity, then from this to the other extremity, and so on in such a manner that each half of the bar undergoes the same number of these operations. It is to be observed that in the various processes of magnetisation the magnets lose none of their power, which proves that the magnetic fluids do not pass from one bar to another.

Magnetisation by the Action of the Earth.-The action of the earth upon magnetic substances being similar to that of

straight line (fig. 371). The bundle represented in fig. 373 is formed of five plates of steel placed side by side, that in fig. 374 consists of twelve plates arranged in three layers with four plates in each. The form of the horse-shoe is preferable Fig. 374.

for supporting a weight by means of the magnet, because use is made of both poles at the same time. The magnetic power of a bundle is not equal to the sum of the separate forces of the bars, owing to the repulsive action of neighbouring poles upon one another.

Armatures or Keepers of magnets, are the pieces of soft iron which are placed in contact with the poles, to preserve or increase the magnetic power. Fig. 375 represents a natural magnet with its armatures. On the surfaces corresponding to the poles are two plates of soft iron, each terminated by a massive block. Under the influence of the natural magnet these plates become magnetised, and the letters A and B representing the position of the poles of the natural magnet, it is easy to see that those of the armatures are respectively represented by a b. Now these armatures, when once they are

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magnets, terrestrial magnetism constantly tends to separate the two fluids which are in a neutral state in soft iron and steel. But in the latter substance, the coercive force being very great, the action of the earth is insufficient to produce magnetisation. It is not so with a bar of soft iron, especially if it is placed in the magnetic meridian parallel to the inclination. Yet even this is only an unsteady sort of magnetisation.

Magnetic Bundles. Armatures of Magnets.-A magnetic bundle is a collection of magnetised bars united parallel to each other at their poles of the same name. Sometimes it is made in the shape of a horse-shoe (fig. 373), sometimes of a

Fig. 373.

magnetised, react in their turn upon the neutral fluid of the natural magnet, decompose it, and thus increase the magnetic power. Without armatures, natural magnets are very feeble, but with them they become capable of sustaining weights which

Fig. 375.

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go on increasing till they have reached a certain limit that is never passed. The substance supported a'b', which is of soft iron, acts as a second armature, for being magnetised by induction, its poles a' and b' react upon the poles a and b of the former. To furnish artificial magnets with armatures, place them in pairs, as represented in fig. 376, with the contrary poles opposite each other; then put two small bars of soft iron A B in connexion with the poles, these becoming magnetised by induction, their poles react upon the magnetised bars and preserve their intensity. As for moveable needles (figs. 362 and 365) as they turn towards the magnetic poles of the globe, the influence of this latter acts as an armature.

Law of Magnetic Attraction and Repulsion.-Coulomb was the first who established the law, that magnetic attraction and repulsion is inversely as the square of the distance, a principle which he established by two methods, that of the torsion balance and that of oscillations.

Fig. 376.

B

Torsion Balance.-This apparatus consists of a glass box (fig. 377), with a glass cover capable of being removed at pleasure, and having an opening near the edge to admit a magnet a b. In the centre of this cover is a second opening, into which a glass tube is fitted so as to turn with slight friction against the edges of the orifice. This tube has in the upper part of it a micrometer, or combination of two pieces, one of which D is fixed and divided round its edge into 360 degrees, and the other E which is moveable, has graduations marked on it, to show the number of degrees through which it is turned on the dial-plate D. On the left of the figure at e and d the two pieces which constitute the micrometer are represented on a large scale. To the disc e are affixed two uprights, through which passes a horizontal axis. Upon this axis a very fine silver thread is wound, supporting a magnetised

Fig. 377.

needle ▲ B. Lastly, at the bottom of the box is a dial-plate with divisions to measure the displacement of the needle A B and consequently the torsion of the silver thread, or the force with which it returns to a state of rest.

The index a of the disc e being at zero on the dial d, the box is placed in such a manner that the centre and the zero of the lower dial-plate may be in the magnetic meridian. Then, taking the needle A B away, replace it by a similar needle made of copper or any other non-magnetic metal. Turn the glass tube, and with it the pieces E and D in such a way that this needle may stop at the zero point of the lower dialplate. The magnetised needle not being yet inserted, remove the non-magnetic needle, and put the magnetised needle A B in its place, which will then be exactly in the magnetic meridian, and the torsion of the silver thread is null.

The apparatus being thus arranged, it is necessary before introducing the magnet ab to know the action of the earth upon the moveable needle A B when it is a certain number of degrees out of the magnetic meridian. For this purpose, turn the piece E till the needle A B is moved one degree in the same direction. The number of degrees minus one, through

which the micrometer has been turned, represents the total torsion of the thread.

In the experiments made by Coulomb, this number was 35, but it varies with the length of the thread, its diameter, and the intensity of the bar A B. Now the needle remaining at present in equilibrium, it is evident that the force of the torsion of the thread is precisely equal and opposite to the directing influence of the earth. This action, then, in the experiments of Coulomb was represented by 35 for a deviation of one degree; but the force of torsion being proportional to the angle of torsion (vol. iv. p. 101), and the directing action of the earth, when there has once been equilibrium, being equal to it; it follows that this latter force, for the deviation of 2°, 3°, etc., is represented by twice, three times, etc. 35 degrees.

The action of the earth being determined, put the magnet a b into the box, taking care to put poles of the same name The pole of A of the needle is then opposite each other. repelled, and if N represent the number of degrees which measure the angle of deviation when the needle A B is in equilibrium, this needle tends to return to the magnetic meridian with a force represented by N+ 35 N, the part N being due to the torsion of the thread, and the other part 35 N to the action of the earth. But since it does not return to the magnetic meridian, the repulsive force exercised between the poles a ar! A must be itself equal to N + 35 N. Now turn the disc E in such a way that the angle of deviation N may become half what it was. According to the position of the needle A B in the accompanying figure, it would be necessary to turn it from right to left. Representing the displacement of the disc E by n, we see that the suspension thread is twisted n degrees to the left at its upper end, and degrees to the right at its

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N

quadruple of the quantity N+ 35 N obtained by the first experiment. Therefore the law of Coulomb is demonstrated, for experiments are made with arcs, N and so small as to be 2' nearly equal to their chords, that is to say, that when the arc is bisected, a A, the distance between the two poles is also apparently bisected.

Method of Oscillations.-This consists in making a magnetised needle oscillate in equal times, first under the sole influence of the earth, and then under the combined influence of the earth and the attracting pole of a magnet placed at two From the three unequal distances one after the other. numbers of oscillations observed, the law of Coulomb may be deduced by calculation.

Measure of Terrestrial Magnetism.-A great number of philosophers and navigators have employed themselves in measuring the magnetic intensity of the earth in different places and at different periods. Several methods have been adopted, which consist in making a needle of inclination or declination oscillate for a given time, and then deducing the relative intensities from the number of oscillations. Their observations have led to the establishment of the following laws.

1. The intensity of the earth's magnetism increases as we recede from the equator, and it appears to be half as great

again at the poles as at the equatorial line; consequently, the line without inclination is also that of the least intensity.

2. The magnetic intensity of the earth decreases as we rise in the atmosphere, and, this decrease is probably according to the law that the force is inversely as the square of the distance.

3. The magnetic intensity of the earth varies with the hour of the day, being least between 10 and 11 in the morning, and greatest between 4 and 5 in the afternoon.

4. The magnetic intensity exhibits irregular variations, and, like the inclination and declination, is subject to perturbations from the influence of the aurora borealis.

LESSONS IN MORAL SCIENCE.-No. IV. MORAL AGENCY, AND WHAT IS NECESSARY TO IT. As actions of moral agents are the proper and only objects of moral approbation or disapprobation, it becomes necessary to institute an inquiry into the nature of moral agency or into what are the constituents of a moral agent. The decision of this question must depend entirely on experience, and can never be determined by reasoning on abstract principles. The process is simply this: we contemplate a great variety of acts, which by the moral faculty we judge to possess a moral character. We next examine the circumstances in which those acts were performed, and we conclude those things which are found in all of them to be necessary to moral agency. Or, to render the examination more simple, we may suppose some one condition of the action to be absent, and then another, and then viewing the action as thus changed in its circumstances, we may bring it before the mind, and if the moral quality of the act appear unchanged, we conclude that that which has been removed from it is no essential circumstance in moral agency. But if the change in the circumstances of the action leads all men to take an entirely different view of its nature, then we conclude that this circumstance is essential to moral agency. To illustrate this principle, let us suppose the following case: If we see a man suddenly, without any apparent provocation, raise his hand and strike another, believing that it was freely done, by a man compos mentis, we feel a strong disapprobation of the act, as immoral and deserving punishment. But if on inquiry it is ascertained that the person who committed the assault was utterly destitute of reason, we may blame his keepers or friends who left him at liberty, but we no longer feel any moral disapprobation of the act. For it is the intuitive judgment of all persons, that a man destitute of reason is not a moral agent, nor accountable for his actions, whatever evil may be produced. We consider such a man as exactly in the same predicament as a wild beast which does an injury. This is the common judgment of men; for in all courts of justice, when a man is arraigned for an assault, if it can be proved that he was a maniac at the time, he is acquitted, and all men approve the judicial decision which exempts him from punishment. Hence it is apparent that the exercise of reason is essential to moral agency. We may bring before our minds a thousand acts, under different circumstances, but all performed by agents without reason, and no man can believe that such actions are of a moral nature, or of good or evil desert.

It may seem to be an objection to this broad assertion that there are some who entertain the opinion that infants are moral agents from their birth, and commit actual sin. But these persons do not suppose that an irrational being can be a moral agent, but they think that infants have an obscure exercise of reason. Their mistake is not in the general principle which has been laid down, but in the fact that infants have reason in exercise.

Again, let the case supposed be varied. Let it be that the person committing the assault had the full exercise of reason, but that the stroke was not voluntary, but the effect of a spasmodic, diseased, action of the muscles; or that the hand was moved by another. Every one, at once, judges that the person giving the stroke, whatever he might be in other matters, was no moral agent in this assault. It was a mere physical operation, and not proceeding from the will, could

not be a moral act. Here we have a second circumstance or characteristic essential to moral agency, namely, that the action be voluntary. No involuntary action can be of a moral nature.

Some distinguish the liberty of the agent from voluntariness, but to us they appear to be the same, or to involve one another. If an act is voluntary, it is free; and if free, it must be voluntary. The highest conceivable degree of liberty in a dependent being is the power of doing as he wills or pleases. But as this subject has by metaphysical controversy been involved in perplexity, something may be said hereafter respecting what is called the freedom of the will.

When it is said that the actions of moral agents are the only proper objects of moral approbation or disapprobation, two qualifications of the assertion must be taken into view. The first is, that the omission to act when duty calls is as much an object of disapprobation as a wicked action. Should we see a number of persons sailing on a river in a boat, and while we surveyed them, should a child near them fall into the river, and no hand be stretched out to rescue it from drowning, we could not help feeling a strong disapprobation of the conduct of the persons who were near enough to render the necessary help. If, however, it should be ascertained that one or more of the persons were fast bound and pinioned, so that they could not possibly stretch out their hands to rescue the child, we should exempt them from all blame, for no man is bound to do what is physically impossible. The second qualification of the statement is, that when we disapprove an external act, we always refer the blame to the motive or intention. But if we have evidence that the agent possesses a nature or disposition which will lead him often or uniformly to perpetrate the same act when the occasion shall occur, we not only censure the motive, but extend our moral disapprobation to the disposition or evil nature lying behind. If we suppose the case of an agent acted on by a superior power, so that the nature and direction of the act depend not upon the agent himself, but upon the power by which he is governed, we shall consider the immediate agent as not free, and the acts brought forth as not properly his acts, but those of the governing power. A demoniac or person possessed by an evil spirit who had power to direct his thoughts and govern his actions, would not be an accountable agent.

There are some who maintain that all human actions proceed from God, as their first cause, and that man can act only as he is acted upon. Upon this theory, it does not appear how man can be an accountable moral agent; for though his actions may be voluntary and performed in the exercise of reason, yet, as he does not originate them, they can scarcely be considered his own.

We will now suppose the case of a man possessing reason, freedom, and will, and originating his own actions, but destitute of a moral faculty, or unable to perceive a difference between right and wrong. Can such a person be considered a moral agent? We think not. That being-how much soever of reason he may possess-who has no perception of moral relations, and no feeling of moral obligation, would be incapable of a moral law, or of performing moral acts. But the case is an imaginary one. There are, I believe, none who possess reason, and yet are destitute of all moral sense; but though we conceive of the intellect of a dog or an elephant increased to any degree, yet, as being destitute of a moral faculty, we do not regard them as moral agents.

MAN A MORAL AGENT.

Very few have entertained the opinion that man is a mere machine, governed by physical influences. It will not be necessary, therefore, to occupy time in refuting an opinion contrary to reason and universal experience.

But there are many who entertain the opinion that man is the creature of necessity; that in the circumstances in which each man is placed, he could not be different from what he is. This theory of fatalism is plausible, because a slight observation of the history of man shows that the moral characters of most men are formed by the education which they receive, and by the sentiments and conduct of those with whom they associate. It has, therefore, been maintained-and the opinion has in our day been industriously propagated-that man is no`

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