II.

_SPACE_

Although astronomy tells us in clearest words of the vast depths of

space which surround our earth on all sides, we are not thereby enabled

to realize their enormous extension. It is not merely that the unknown

depths beyond the range of our most powerful telescopes are

inconceivable, but that the parts of space which we can examine are on

too large a scale for us to conceive their real dimensions. It is hardly

going too far to say that our powers of actual conception are limited to

the extent of space over which the eye _seems_ to range in the daytime.

Of course in the daytime, at least in clear weather, there is one

direction in which the eyesight ranges over a distance of many millions

of miles,--namely, where we see the sun. But the sense of sight is not

cognisant of that enormous distance, and simply presents the sun to us

as a bright disc in the sky, or perhaps rather nearer to us than the

sky. Even the distance of the sky itself is under-estimated. A portion

of the light we receive from the sky on a clear day comes from parts of

the atmosphere distant more than thirty or forty miles from us; but the

eye does not recognise the fact. The blue sky seems a little farther off

than the clouds, but not much; the light clouds of summer seem a little

but not much farther off than the heavier clouds of a winter sky; a

cloud-covered winter sky seems a little farther off than heavy

rain-clouds. The actual varieties of distance among clouds of various

kinds are not much more clearly discerned than the actual varieties of

distance among the heavenly bodies. The estimate formed of the distance

of a cloud-covered sky overhead probably amounts to little more than a

mile, and it is very doubtful whether the mind presents the remotest

depths of a blue sky overhead at more than two miles. Towards the

horizon the distance seems greater, and probably on a cloudy day the sky

near the horizon is unconsciously regarded as at a distance of about

five miles, while blue sky near the horizon may be regarded as lying at

a distance of six or seven miles, the arch of a blue sky seeming to be

far more deeply curved than that of a cloud-covered sky.

It is to distances such as these that the mind unconsciously refers the

celestial bodies. We know that the moon is about 2,000 miles in

diameter, but the mind refuses to present her to us as other than a

round disc much smaller than those other objects in sight which occupy a

much larger portion of the field of vision. The sun cannot be conceived

to exceed the moon enormously in size, seeing that he appears no larger;

and all the multitude of stars are judged by the sight to be mere bright

points of light in reality as they appear to be.

How, then, can we hope to appreciate the vastness of space whereof

astronomy tells us? To the student of science attempting to conceive the

immensities of whose existence he is assured, the same lesson might be

taught in parable which the child of St. Augustine's vision taught the

Numidian theologian. As reasonably might an infant hope to pour the

waters of ocean into a hollow, scooped with his tiny fingers in the

sand, as man to picture in his narrow mind the length and breadth and

depth of the abysses of space in which our earth is lost.

Yet, as a picture of a great mansion may be so drawn on a small scrap of

paper as to convey just ideas of its proportions, so may the great

truths which astronomy has taught us about the depths of space be so

presented that just conceptions may be formed of the proportions of at

least those parts of the universe which lie within the range of

scientific vision, though it would be hopeless to attempt to conceive

their real dimensions.

Thus, when we learn that a globe as large as our earth, suspended beside

the moon, would seem to have a diameter exceeding hers nearly four

times, so that the globe would cover a space in the heavens about

thirteen times as large as the moon covers, we form a just conception of

the size of the moon as compared with the earth, though the mind cannot

conceive such a body as the moon or the earth really is. When, in turn,

we are told that if a globe as large as the earth, but glowing as

brightly as the sun, were set beside the sun, it would look a mere point

of light, we not only learn to picture rightly to ourselves how largely

the sun exceeds the earth, but also how enormous must be the real

distance of the sun.

Another step leads us to a standpoint whence we can form a correct

estimate of the vast distance of the fixed stars; for we learn that so

enormous is the distance of even the nearest fixed star, that the

tremendous space separating the earth from that star sinks in turn into

the merest point, insomuch that if a globe as bright as the sun had the

earth's orbit as a close fitting girdle, then this glorious orb (with a

diameter of some 184,000,000 of miles) would look very much smaller than

such a globe as our earth would look at the sun's distance--would, in

fact, occupy but about one-fortieth part of the space in the sky which

she, though she would then look a mere point, would occupy if viewed

from that distance.

But there is a way of viewing the immensities of space which, though not

aiding us indeed to conceive them, enables the mind to picture their

proportions better than any other. The dimensions of the earth's path

around the sun sink into insignificance beside those of the outermost

planets; but these in their turn dwindle into nothingness beside those

of some among the comets. From the paths of these comets, if only

sentient and reasoning beings could trace out in a comet's company those

mighty orbits, and could have for the duration of their existence not

the brief span of time which measures the longest human life, but many

circuits of their comet home around the same ruling orb (as we live

during many circuits of our globe around the sun), the dimensions of the

star-depths, which even to scientific insight are all but immeasurable,

would be directly discernible. Not only would the proportions of that

mighty system be perceived, whose fruits and blossoms are suns and

worlds, but even the gradually changing arrangement of its parts could

be discerned.

Some comets, indeed, as I pointed out in an essay on comets several

months ago (see Expanse of Heaven, p. 149), do not travel around the

sun, but flit from sun to sun on journeys lasting millions of years,

paying each sun but a single visit. A being inhabiting such a comet,

and having these interstellar journeys as the years of his existence, so

that he could live through many of them, would have a wonderful insight

into the economy of the stellar system. If his powers of conception as

far exceeded ours as the range of his travels and the duration of his

existence, he would be able to recognise the proportions of a large part

of the stellar universe as clearly as we recognise the proportions of

the solar system.

But leaving these wonderful wanderers, whose journeys are as far beyond

our powers of conception as the immensity of the regions of star-strewn

space, we may find, among the comets belonging to the sun's domain,

bodies whose range of travel would give their inhabitants far clearer

views of the architecture of the heavens than even the profoundest

terrestrial astronomer can possibly obtain.

Such a comet as Halley's (fig. 3) for instance, though one of

comparatively limited range in space, yet travels so far from the sun

that, from the extreme part of its path, it sees the stars displaced

nearly twenty times as much (owing to its own change of position) as

they are from the earth on opposite sides of her comparatively narrow

orbit. And the length of this comet's year, if it indicated the length

of the lives of all creatures travelling along with it, would suggest a

power of patiently watching the progress of changes lasting not a few of

our years only, but for centuries. Seventy-five or seventy-six years

elapse between each return of this comet to the sun's neighbourhood, and

one who should have lived during sixty or seventy circuits of this body

around its mighty orbit would have been able to watch the rush of stars,

with their velocities of many miles per second, until visible

displacements had taken place in their positions.

[Illustration: Fig. 3.--Halley's Comet of 1835.]

This, however, is as nothing compared with the mighty range in space and

the enormous period of the orbit of the great comet of the year 1811

(fig. 4). This comet is, on the whole, the most remarkable ever known.

It was visible for nearly seventeen months, and though it did not

approach the sun within 100,000,000 miles, and was therefore not subject

to that violence of action which has caused enormous tails to be thrown

out from comets which have come within a few million miles of him, or

even within less than a quarter of his own diameter, it flourished forth

a tail 120,000,000 of miles in length. Its orbit has, according to the

calculations of the astronomer Argelander, a space exceeding the earth's

distance from the sun 211 times, and thus surpassing even the mighty

distance of Neptune fully seven times. It occupies in circuiting this

mighty path no less than 3065 of our years (with a possible error either

way of about forty-three years). So that, according to Bible chronology,

this comet's last appearance probably occurred during the rule of the

judge Tola, son of Puah, son of Dodo, over the children of Israel,

though it may have occurred during the rule of his predecessor

Abimelech, or during that of his successor Jair.[1] During one half of

the enormous interval between that time and 1811 the comet was rushing

outwards into space, reaching the remotest part of its path somewhere

about the year 278 (A.D.), and from that time to 1811 it was on its

return journey. It is strange to think, however, that though the

remotest part of its path lay 211 times farther from the sun than the

earth's orbit, yet even this mighty path, requiring more than 3000 years

for a single circuit, cannot be said to have carried the comet into the

star-depths. If the earth were to shift its position by the same

enormous amount the nearest fixed star would have its apparent position

changed only by about an eighth part of the apparent diameter of the sun

or moon, or by about one-quarter of the distance separating the middle

star of the Bear's tail from its close companion.

[Illustration: Fig. 4.--Comet of 1811.]

But this fact of itself is most strikingly suggestive of the vast

distance of the stars. For consider what it means. Imagine the middle

star of the Bear's tail to be the really nearest of all the stars

instead of lying probably twenty or thirty times farther away. Conceive

a comet belonging to that sun after making its nearest approach to it to

travel away upon an orbit requiring 3000 years for each circuit. _Then_

(supposing that star equal to our sun in mass), the comet, though

rushing away from its sun with inconceivable velocity during 1500 years,

would, at the end of that vast period, seem to be no farther away than

one-fourth of the distance separating the sun from its near companion.

Look at the middle star of the Bear's tail on any clear night, and on

its small satellite, remembering this fact, and the awful immensity of

the star depths are strongly impressed upon the mind. But the observer

must not fail to remember that the star really is many times more remote

than we have here for a moment supposed, and that such a comet's range

of travel would be proportionately reduced. Moreover, many among the

stars are, doubtless, hundreds, even thousands, of times still farther

away.

[Illustration: Fig. 5--Six-tailed Comet of 1744.]

Let us turn lastly to the amazing comet of the year 1744, pictured, at

the time, as shown in fig. 5 (though probably the drawing is greatly

exaggerated). We find that though it had the longest period of any which

has ever been assigned to a comet as the result of actual mathematical

calculation, yet its range in space would scarcely suffice to change the

position of the stars in such sort that the aspect of the familiar

constellations would be materially altered. Euler, the eminent

mathematician, calculated for this comet a period of 122,683 years,

which would correspond, I find, to a distance of recession equal to 2469

times the distance of the earth from the sun, or about eighty times the

distance of Neptune. Yet this is but little more than twelve times the

greatest distance of the comet of 1811. Probably the actual range of

such an orbit from the middle star of the Bear's tail would be equal in

appearance to the range described above on the supposition that the star

is no farther from us than the nearest known star (Alpha Centauri). That

is, such a comet, if it could be seen and watched during a period of

about 122,000 years, would seem to recede from the star to a distance

equal to about one-fourth the space separating it from its close

companion, and then to return to the point of nearest approach to its

ruling sun.

Such are the immensities of star-strewn space! The journey of a comet

receding from the sun with inconceivable velocity during hundreds of

thousands of years carries it but so small a distance from him compared

with the distance of the nearest star as scarcely to change the

appearance of the celestial landscape; and yet the distances separating

the sun from the nearest of his fellow suns are but as hair-breadths to

leagues when compared with the proportions of the scheme of suns to

which he belongs. These distances, though so mighty that by comparison

with them the inconceivable dimensions of our own earth sink into utter

nothingness, do not bring us even to the threshold of the outermost

court of that region of space to which the scrutiny of our telescopes

extends. Yet the whole of that region is but an atom in the infinity of

space.

Flowers of the Sky · 第 18 / 40 题