CHAPTER LXI.

THEORIES.

339. The La Place Theory.--This theory supposes that at one time

the earth and the other planets, together with the sun,

constituted a single mass of vapor, extending billions of miles

in space; that it rotated around its center; that it gradually

shrank in volume by the transformation of potential into kinetic

energy; that portions of its outer rim were thrown off, and

finally condensed into planets; that our sun is only the

remainder of that central mass which still rotates and carries

the planets around with it; that the earth is a cooling globe;

that the other planets are going through the same phases as the

earth; and finally that the sun itself is destined like them to

become a cold body.

340. A Cooling Earth.--The sun's temperature is variously

estimated at many thousands, or even millions oŁ degrees. Many

metals which exist on the earth as solids -e.g. iron- are gases

in the dense atmosphere of the sun. Thus the earth, in its early

existence, must have been composed of gases only, which in after

ages condensed into liquids and solids. So intense was the heat

at that time, that substances probably existed as elements

instead of compounds, i.e. the temperature was above the point of

dissociation. We have seen that Al2O3, CaO, SiO2, etc., are

dissociated at the highest temperatures only. If the temperature

were above that of combination, compounds could not exist as

such, but matter would exist in its elemental state. On slowly

cooling, these elements would combine. It is, then, a fair

inference that such compounds as need the highest temperatures to

separate them, as silica, silicates, and some oxides, were formed

from their elements at a much earlier stage of the earth's

history than were those compounds that are more easily separable,

such as water, lead sulphide, etc., and that the most infusible

substances were solidified first.

341. Evolution.--As the earth slowly cooled, elements united to

form compounds, gases condensed to liquids, and these to solids.

At one time the entire surface of our planet may have been

liquid. When the cooling surface reached a point somewhat below

that of boiling water, the lowest forms of life appeared in the

ocean. This was many millions of years ago. Most scientists

believe that all vegetable and animal life has developed from the

lowest forms of life. There is also a theory that all chemical

elements are derivatives of hydrogen, or of some other element,

and that all the so-called elements are really compounds, which a

sufficiently high temperature would dissociate. As evidence of

this, it is said that less than half as many elements have been

discovered in the sun as in the earth, and that comets and

nebula, which are less developed forms of matter than the sun,

have a few simple substances only.

It is easy to fancy that all living bodies, both animal and

vegetable, are only natural growths from the lowest forms of

life; that these lowest forms are a development, with new

manifestations of energy, from inorganic matter; that compounds

are derived from elements; and that the last are derivatives of

some one element; but it must be borne in mind that this is only

a theory.

342. New Theory of Chemistry. We have seen that heat lies at the

basis of chemical as well as of physical changes. By the loss of

heat, or perhaps by the change of potential into kinetic energy,

in a nebulous parent mass, planets were formed, capable of

supporting living organisms. Heat changes solids to liquids, and

liquids to gases; it resolves compounds, or it aids chemical

union. In every chemical combination heat is developed; in every

case of dissociation heat is absorbed. Properly written, every

equation should be: a + b = c + heat; e.g. 2 H + 0 = H2O + heat;

or, c - a = b - heat; e.g. H2O - 2 H = 0 - heat. Another

illustration is the combination of C and O, and the dissociation

of CO2, as given on page 82. C + O2 = CO2 + energy. CO2 - O2 = C

- energy. In fact, there are indications that the present theory

of atoms and molecules of matter, as the foundation of chemistry,

will at no distant day give place to a theory of chemistry based

on the forms of energy, of which heat is a manifestation.

Chapter, LXII.

GAS VOLUMES AND WEIGHTS.

343. Oxygen.

Experiment 134.--Weigh accurately, using delicate balances, 5 g.

KClO3, and mix with the crystals 1 or 2 g. of pure powdered MnO2.

Put the mixture into a t.t. with a tight-fitting cork and

delivery-tube, and invert over the water-pan, to collect the gas,

a flask of at least one and a half liters' capacity, filled with

water. Apply heat, and, without rejecting any of the gas, collect

it as long as any will separate.

Then press the flask down into the water till the level in the

flask is the same as that outside, and remove the flask, leaving

in the bottom all the water that is not displaced. Weigh the

flask with the water it contains; then completely fill it with

water and weigh again.

Subtract the first weight from the second, and the result will

evidently be the weight of water that occupies the same volume as

the O collected. This weight, if expressed in grams, represents

approximately the number of cubic centimeters of water,--since 1

cc. of water weighs lg,--or the number of cubic centimeters of O.

At the time the experiment is performed the temperature should be

noted with a centigrade thermometer, and the atmospheric pressure

with a barometer graduated to millimeters.

Suppose that we have obtained 1450 cc. of O, that the temperature

is 27 degrees, and the pressure 758 mm.; we wish to find the

volume and the weight of the gas at 0 degrees and 760 mm.

According to the law of Charles--the volume of a given quantity

of gas at constant pressure varies directly as the absolute

temperature. To reduce from the centigrade to the absolute scale,

we have only to add 273 degrees. Adding the observed temperature,

we have 273 degrees + 27 degrees = 300 degrees. Applying the

above law to O obtained at 300 degrees A, we have the proportion

below. Since the volume of O at 273 degrees will be less than it

will at 300 degrees, the fourth term, or answer will be less than

the third, and the second term must be less than the first. 300 :

273 :: 1450 : x. This would give the result dependent upon

temperature alone.

By the law of Mariotte - Physics, - the volume of a given

quantity of gas at a constant temperature varies inversely as the

pressure. Applying this law to the O obtained at 758mm, we have

the following proportion. The volume at 760mm will be less than

at 758mm; or the fourth term will be less than the third; hence

the second must be less than the first. 760: 758:: 1450: x. This

would give the result dependent on pressure alone.

Combining the two proportions in one:--

300: 273 ):: 1450: x = 1316cc.

760: 758 )

1316cc=1.316 liters. It remains to find the weight of this gas. A liter of

H weighs 0.0896g. The vapor density of O is 16. Hence 1.316 liters of O

will weigh 1.316 X 16 X 0.0896 =1.89g.

(KClO3 = KCl + O3)

From the equation (122.5 48) we make a proportion,

( 5 x)

122.5: 5:: 48: x = 1.95, and obtain, as the weight of O contained in

5g of KClO3, 1.95g. The weight we actually,obtained was 1.89g. This

leaves an error of 0.06g, or a little over 4 per cent of error (0.06 / 1.95

= 0.03 +). The percentage of error, in performing this experiment,

should fall within 10.

Some of the liabilities to error are as follows:--

1. Impure MnO2, which sometimes contains C. CO2 is soluble m H2O.

2. Solubility of O in water.

3. Escape of gas by leakage.

4. Moisture taken up by the gas.

5. Difference between the temperature of the gas and that of the

air in the room.

6. Errors in weighing.

7. Want of accuracy in the weights and scales.

344. Hydrogen.

Experiment 135.--Weigh 5g, or less of sheet or granulated Zn, and

put it into a small flask provided with a thistle-tube and a

delivery-tube. Cover the Zn with water, and introduce through the

thistle-tube measured quantities of HCl, a few cubic centimeters

at a time. Collect the H over water in large flasks, observing

the same directions as in removing O. Weigh the water, compute

the volume of the gas, reduce it to the standard, and obtain the

weight, as before. Should any Zn or other solid substance be

left, pour off the water or filter it, weigh the dry residue, and

deduct its weight from that of the Zn originally taken. Suppose

the residue to weigh 0.5g. Make and solve the proportion from the

equation:-

Zn + 2HCl = ZnCl2 + 2H.

65 2.

4.5 x.

Compute the percentage of errcr, as in the case of O. If the

purity of the HCl be known, i.e. the weight of HCl gas in one

cubic centimeter of the liquid, a proportion can be made between

HCl and H, provided no free HCl is left in the flask. State any

liabilities to error in this experiment.

PROBLEMS.

(1) A gas occupies 2000cc.when the barometer stands

750mm. What volume will it fill at 760mm?

(2) At 750mm my volume of O is 4 1/2 liters. What will it be at

730mm?

(3) At 825mm?

(4) At 200mm?

(5) Compute the volume of a gas at 70 degrees, which at 30

degrees is 150cc.

(6) At 0 degrees I have 3000cc.of O. What volume will it occupy

at 100 degrees?

(7) I fill a flask holding 2 litres with H. The thermometer

indicates 26 degrees, the barometer 762mm. What is the volume of

the gas at 0 degrees and 760mm?

If the volumes of gases vary as above, it is evident that their

vapor densities must vary inversely. A liter of H at 0 degrees

weighs 0.0896. What will a liter of H weigh at 273 degrees? At

273 degrees the one liter has be- come two liters, one of which

weighs 0.0448 (= 0.0896 / 2). The vapor density of a gas is

inversely proportional to the temperature. Also, the vapor

density is directly proportional to the pressure, since a liter

of any gas under a pressure of one atmosphere is reduced to half

a liter under two atmospheres.

PROBLEMS.

(1) Find the weight of a liter of O at 0 degrees; then compute the

weight of a liter at 27 degrees.

(2) Find the weight of 500cc.of N2O at 60 degrees.

(3) Of 200 cc. of CO at -5 degrees.

(4) A given volume of O weighs 0.25g at a pressure of 750mm; find

the weight of a like volume of O at 758mm.

APPENDIX.

INDIVIDUAL APPARATUS.

Each pupil should be provided with the apparatus given below, but in

cases where great economy must be exercised different pupils may, by

working at different times, use the same set. The author has selected

apparatus specially adapted, as to exact dimensions, quality, and cheap-

ness, for performing in the best way the experiments herein described,

and sets or separate pieces of this, together with other apparatus and

chemicals, can be had of the L.E. Knott Apparatus Co., 14 Ashburton

Place, Boston, to which firm teachers are referred for catalogs.

4 wide-mouthed bottles (horse-radish size), with corks.

1 soda-bottle.

4 pieces window-glass (3 in. sq.).

2 pieces thick glass tubing (20 in. long, 4 in. outside diam.).

1 glass stirring-rod.

1 glass funnel (2 1/2 in. wide, 60 degrees).

2 pieces glass tubing (12 in. long; 5/8 in. diam.).

1 porcelain evaporating-dish (3 in. wide).

1 asbestus paper and 1 fine wire gauze (3 in. sq.).

1 iron (or tin) plate.

1 pair forceps.

1 triangular file and 1 round file.

1 copper wire (15 in. long).

6 test-tubes, and corks to fit.

1 wooden test-tube holder.

1 flask with cork (200cc).

1 Bunsen burner (or alcohol lamp).

1 iron ring-stand.

1 piece rubber tubing (18 in. long,

3/8 in. inside diam.).

4 reagent bottles (250cc), HCl, HNO3, H2SO4, NH4OH.

1 pneumatic trough.

Wherever in this work "Bunsen burner" or "lamp" is mentioned, if

gas is not to be had, an alcohol lamp may be substituted.

GENERAL APPARATUS.

The following list includes apparatus needed for occasional

use:--

Metric rules (20 or 30cm long).

Scales with metric weights (1-200 g).

Metric graduates (25 or 50cc).

Filter papers.

Metric graduates (500cc).

Reagent bottles (250 and 500cc).

Mouth blowpipes.

Platinum wire and foil.

Mortars and pestles.

Test-tube racks.

Thistle-tubes.

Filter-stands.

Beakers.

Glass tubing (3/16 in., 1/4 in., and 1 in. outside).

Rubber tubing (1/8 in., and 3/8 in. inside).

Hessian crucibles.

Porcelain crucibles.

Electrolytic apparatus, including 2 or more Bunsen cells.

Ignition-tubes.

Steel glass-cutters.

Wire-cutters.

Calcium chloride tubes.

Water baths.

Thermometers.

Barometers, etc.

APPENDIX.

CHEMICALS.

The following estimate is for twenty pupils: -

Alcohol 1 pt

Alum 1 oz

Ammonium chloride 1/2 lb

Ammonium hydrate 1 lb

Ammonium nitrate. 1/2 lb

Antimony (powdered metallic) 1/2 oz.

Arsenic (powdered metallic) 1/2 oz.

Arsenic trioxide..... 1 oz.

Barium chloride..... 1 oz.

Barium nitrate..... 1 oz.

Beeswax....... 1 oz.

Bleaching-powder.... 1/4 lb.

Bone-black...... 1/2 lb.

Bromine....... 1/4 lb.

Calcium chloride.... 1 lb.

Calcium fluoride (powdered) 1 lb.

Cannel coal 1 lb

Carbon disulphide 1/4 lb

Chlorhydric acid 6 lb

Cochineal 1 oz

Copper (filings) 2 lb.

Copper nitrate 1 oz

Copper oxide 1/4 lb.

Ether (sulphuric) 1/4 lb

Ferrous sulphide 1 lb.

Ferrous sulphate 1/4 lb

Indigo 1/4 lb

Iodine 1 oz

Iron (filings or turnings) 1 lb.

Lead (sheet) 4 lb

Lead acetate 1 oz

Lead nitrate 1/4 lb

Litmus 1/2 oz

Litmus paper 3 sheets

Magnesium ribbon.... 3 ft.

Manganese dioxide.... 2 lb.

Mercurous nitrate.... 1/2 oz.

Nitric acid 3 lb.

Oxalic acid 1/4 lb

Phosphorus 1/4 lb

Potassium (metallic) 1/8 oz

Potassium bromide 1/4 lb.

Potassium dichromate 1/4 lb.

Potassium chlorate 2 lb.

Potassium hydrate 1/4 lb.

Potassium iodide 2 oz

Potassium nitrate 1/4 llb

Silver nitrate 1 oz.

Sodium 1/8 oz.

Sodium carbonate 1/4 lb

Sodium hydrate 1 lb.

Sodium nitrate 1/2 lb

Sodium silicate..... 1/2lb

Turkey red cloth.... 1/2yd

Sodium sulphate..... 1/4lb

Turpentine(spirits). 1/4lb

Sodium sulphide..... 1/4lb

Zinc(granulated).... 2lb

Sodium thiosulphate. 1/4lb

Zinc foil........... 3ft

Sulphur............. 2lb

Sulphuric acid...... 12lb

Additional Material

These substances are best obtained of local dealers.

Calcium carbonate(marble)..... 1lb

Molasses...................... 1pt

Calcium oxide(unslaked lime).. 1lb

Sodium chloride(fine)......... 1lb

Charcoal...................... 1lb

Sodium chloride(coarse)....... 1lb

Sheet lead.................... 4lb

Sugar......................... 1/2lb

FOR EXAMINATION

Those in capitals are most important

Rocks and Minerals.

ARGILLITE,

ARESENIC,

ARSENOPYRITE,

Barite,

CALCITE,

CASSITERITE,

CHALCOPYRITE,

CHALK,

CINNABAR,

COPPER (native),

Corundum,

Dolomite,

EMERY,

FELDSPAR,

Flint,

GALENITE,

GRANITE,

GRAPHITE,

GYPSUM,

HEMATITE,

Hornblende,

Jasper,

LIMONITE,

MAGNESITE,

MAGNETITE,

MALACHITE,

Meerschaum,

MICA,

OBSIDIAN,

Orpiment,

PYRITE,

QUARTZ,

Realgar,

SAND,

SERPENTINE,

SIDERITE,

SPHALERITE,

Talc,

ZINCITE

Metals and Alloys.

Aluminium, Iron (cast),

Aluminium bronze. Pewter,

Bell metal, Solder,

Brass, Steel,

Bronze, Type metal,

Copper, Tin foil,

Galvanized iron, Tin (bright plate and terne plate),

German silver, Zinc (sheet).

Iron (wrought)

Additional Compounds, for Examination:

Copper acetate, Lead carbonate,

Copper arsenite, Red lead,

Copper nitrate, Magnesia alba,

Copper sulphate, Smalt,

Lead dioxide, Vermilion.

Lead protoxide,

TABLE OF SOLUTIONS.

Number of grams of solids to be dissolved in 500cc of water.

AgNO3......... 25 K2Al2(SO4)4...... 50

BaCl2......... 50 KBr.... 25

Ba(N0 3)2........ 30 K2Cr207........ 50

CaClz......... 60 KI.......... 25

Ca(OH)2...... saturated KOH....... 60

CaS04....... saturated NaICOS........ 50

CUC12 50 NaOH 60

Cu(N03)......... 50 NalSl03....... saturated

FeS04......... 50 NH,N03........ 50

HgC12......... 30 Pb(C2H302)2...... 50

HgN03..... 25 + 25 HN03 Pb(NOs)2....... . 50

Other solutions....saturated.

Indigo solution (sulphindigotic acid) is prepared by heating for

several hours over a water bath, a mixture of ten parts of H 2SO4

with one of indigo, and, after letting it stand twenty-four

hours, adding twenty parts of water and filtering.

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viii + 551 pages. Half morocco. Illustrated with over 250 cuts

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Mailing price, $2.50; for introduction, $2.25.

In amount, the work has been adjusted as closely as possible to

the prevailing courses of study in our colleges. By omitting the

fine print, a briefer course may be arranged.

The eminence of Professor Young as an original investigator in

astronomy, a lecturer and writer on the subject, and an

instructor of college classes, and his scrupulous care in

preparing this volume, led the publishers to present the work

with the highest confidence; and this confidence has been fully

justified by the event. More than one hundred colleges adopted

the work within a year from its publication, and it is conceded

to be the best astronomical text-book of its grade to be found

anywhere.

Edw. C. Pickering, Prof. of Astronomy, Harvard University:

"I think this work the best of its kind, and admirably adapted to

its purpose."

S.P. Langley, Sec. Smithsonian Inst., Washington, D.C.:

"I know no better book (not to say as good a one) for its

purpose, on the subject."

AN INTRODUCTION TO SPHERICAL AND PRACTICAL ASTRONOMY

By DASCOM GREENE, Professor of Mathematics and Astronomy in the

Rensselaer Polytechnic Institute, Troy, N.Y. NW. Cloth.

Illustrated. viii + 158 pages. Mailing price, $1.60; for

introduction, $1.50.

The book is intended for class-room use and affords such a

preparation as the student needs before entering upon the study

of the larger and more elaborate works on this subject.

The appendix contains an elementary exposition of the method of

least squares.

Daniel Carhart, Act. Prof. Mathematics, Western Univ. of Pa.,

Allegheny, Pa.:

"Professor Greene has supplied that which is needed to make the

usual course in Astronomy in our colleges more practical."

Rodney G. Kimball, Polytechnic Institute, Brooklyn, N.Y.:

"The hasty examination which I have given it has left a very

favorable impression as to its merits as a judicious compound of

the practical work which it professes to cover."

SCHEINER'S ASTRONOMICAL SPECTROSCOPY

Department of Special Publication.--Revised Edition. Translated,

revised and enlarged by E.B. FROST, Professor of Astronomy in

Dartmouth College. 8vo. Half leather. Illustrated. xiii + 482

pages. Price by mail, $5.00; for introdoctiort, $4.75.

This work aims to explain the most practical and modern methods

of research, and to state our present knowledge of the

constitution, physical condition alld motions of the heavenly

bodies, as revealed by the spectroscope.

Edward S. Holden, Director of the Lick Observatory, Mt. Hamilton,

California:

"I congratulate you on the appearance of this very important

book; it is indispensable to all astronomers and students of

spectroscopy."

ELEMENTS OF PLANT ANATOMY

By EMILY L. GREGORY, Professor of Botany in Barnard College. 8vo.

Cloth. viii + 148 pages. Illustrated. Mailing price, $1.35; for

introduction, $1.25.

This book is designed as a text-book for students who have

already some knowledge of general botany. It consists of an

outline of the principal facts of plant anatomy, in a form

available not only for those who wish to specialize in botany but

for all who wish to know the leading facts about the inner

structure of plants. It affords a preparation for the study of

the more intricate and difficult questions of plant anatomy and

physiology, while it is especially adapted to the wants of

students, who need a practical knowledge of plant structure.

ELEMENTS OF STRUCTURAL AND SYSTEMATIC BOTANY

For High Schools and Elementary College Courses. By DOUGLAS H.

CAMPBELL, Professor of Botany in the Leland Stanford Junior

University. 12mo. Cloth. ix + 253 pages. Price by mail, $1.25;

for introduction, $1.12.

The special merit of this book is that it begins with the simple

forms, and follows the order of nature to the complex ones.

PLANT ORGANIZATION

By R. HALSTEAD WARD, formerly Professor of Botany in the

Rensselaer Polytechnic Institute, Troy, N.Y. Quarto. 176 pages.

Illustrated. Flexible boards. Mailing price, 85 cents; for

introduction, 75 cents.

ELEMENTARY METEOROLOGY

By WILLIAM MORRIS DAVIS, Professor of Physical Geography in

Harvard College. With maps and charts. 8vo. Cloth. xi + 355

pages. Mailing price, $2.70; for introduction, $2.50.

This work is believed to be very opportune, since no elementary

work on the subject has been issued for over a quarter of a

century. It represents the modern aspects of the science. It is

adapted to the use of advanced students, and will meet the needs

of members of the National and State Weather Services who wish to

acquaint themselves with something more than methods of

observation.

The essential theories of modern Meteorology are presented in

such form that the student shall perceive their logical

connection, and shall derive from their mastery something of the

intellectual training that comes with the grasp of well-tested

conclusions.

The charts of temperature, pressure, winds, etc., are reduced

from the latest available sources, while the diagrams freely

introduced through the text are for the most part new.

A.W. Greeley, retired Brigadier General U.S.A., and formerly

Chief of Signal Office, Washington:

"A valuable and timely contribution to scientific text-books."

Winslow Upton, Professor of Astronomy, Brown University:

"The best general book on the subject in our language."

Wm. B. Clark, Professor of Geology, Johns Hopkins University:

"An excellent book and of great value to the teacher of

meteorology."

David Todd, Professor of Astronomy, Amherst College:

"Clear, concise, and direct. To teach meteorology with it must be

a delight."

MOLECULES AND THE MOLECULAR THEORY OF MATTER

Department of Special Publioation. By A. D. RISTEEN. 8vo. Cloth.

Illustrated. viii + 223 pages. Retail price, $2.00

This work is a complete popular exposition of the molecular

theory of matter, as it is held by the leading physicists of

today. Considerable space is devoted to the kinetic theory of

gases. Liquids also are discussed, and solids receive much

attention. There is also a division discussing the methods that

have been proposed for finding the sizes of molecules, and here,

as elsewhere throughout the book, the methods described are

illustrated by numerical examples. The last division of the book

touches upon the constitution of molecules. The subject is

everywhere treated from a physical standpoint.

END OF AN INTRODUCTION TO CHEMICAL SCIENCE

INFORMATION ABOUT THIS ELECTRONIC EDITION

The original edition of this text was published by Ginn and

Company, Publishers, Boston, U.S.A. in 1896. The typography was

by J.S. Cushing and Co., Boston and the Presswork was by Ginn

and Co., Boston. The book was "Entered according to Act of

Congress, in the year 1887, by R.P. Williams, in the Office

of the Librarian of Congress, at Washington."

This electronic text was prepared by John Mamoun with help from

numerous other proofreaders, including those associated with

Charles Franks' Distributed Proofreaders website. Thanks to

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N. Harris, K. Peterson, E. Beach, W.M. Maull, M. Beauchamp

J. Roberts and others for proofing this e-text.

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An Introduction to Chemical Science · 第 58 / 58 章