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Part of A Study of Ultra-Violet Absorption of Certain Organic Compounds
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A Thesis
presented to the Committee on Graduate Study and
Degrees in partial fulfillment of the requirements
for the degree of Master of Arts, University of
Buffalo;
by
Kenneth W. Buchwald//
iN/y6y9a6
Prepared under the direction of Dr. E.R.Reigel. May,192S»
IT
1 -
2.
.
rW.- •' •
I wish to express my appreciation to Dr. E.Raymond
Riegel for all his kind attention and assistance during
the prepeuration of this thesis. Also, at this time, I
wish to thank Mr. Melvin 0. Reinhard, Physicist at the
State Institute for the Study of Malignant Disease,
Buffalo, H.Y.,, through whose courtesy the use of the
sector photometer and quartz spectrograph made this
thesis possible*
!--••• A 'A'
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3.
A Study of Ultra-Violet Absorption of Certain Organic Compounds
(l :
IHE LdCKWOOB MEMORIAL LIBRA*f
Table of Contents
Page
Introduction
6
II
Mathematical Relations
1^1-
III
Theories of Absorption in the Ultra-Yiolet
21
Ja) Dynamic Isomerism
[bj Isorropesis
,c) Electronic Theory
IV
Apparatus
^1
V
Procedure
57
VI
Experimental Data
70
(a) Source of Compounds
(b) Ultra-Violet Absorption Curves
1. Esters of p—aminobenzoic
acid and related compounds.
2. Benzene Homologues.
VII
Discussion
VIII Summary
^
1^3
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universGlle;"
BGrthelot - SciencG et philosonhie.
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Ultra-violet apectroscopy is one of the more recent
developments of science. The first paper on absorption
appeared in Proc.Roy.Soc.,23, pp»223(1379) by Hartley.
Previous to this date the only mention made of the subject
was by Miller (l) who states that :he could find no reason
to suspect any connection between the diactinic power of
matter and its chemical nature.
Since then several chemists have studied absorption,
namely, Baly, Desch, Stewart and Henri, but none as long as
Hartley whose investigations cover a period of thirty years.
Early investigators merely dijacribed where they fotxnd
a band as gallein in water according to Vogel (2) showed a
band between D and F lines. Sometimes the observations were
recorded graphically by lines drawn across speotr\im at the
positions of the center of the bands. But this gave no idea
of the breadth of the band; since this was noticed to be very
SAA /VVXJC/I/V?^-C
essential^ somey^reported results by black bands of the required
width across the spectrum. Iiater on it was noticed that on
varying the thickness or concentration of the absorbing solu
tion the width of the band correspondingly changed. As a result
some authors recorded the result graphically.
Some workers tried to show graphically whether the edges
of the band were sharp and distinct or if they gradually faded.
All attempts were unsuccessful. The best results for recording
this fact have recently been obtained in a slightly different
way. Light is passed thru the solution contained in a wedgedshaped cell, so that the light passing thru a thick layer of
(1)Phil.Trans.,152, pp.36l (1362)
(2)Practische Spectranalyse,Berlin,1339
a
the solution into the top part of the spectroscope had passed
thru a thick layer of the liquid, while that passing into the
bottom traversed a thin layer#
In the photographs from Mees Atlas
the absorption bands are black# (Fig#l) By this means an idea of
the complete band of a solution can be determined in one exposure,
a method well adapted to commercial laboratories#
In IS79, Hartley devised a scheme for representing the essen
tial points for the absorption of a solution by getting the position
of the absorption bands for different thickness of a solution, then
plotting a ciirve with the frequencies as abscissa and the thickness
of the solution as ordinate# This method of reporting absorption
curves is used even to the present day by all English and Grerman
workers with a slight modification introduced by Hartley# Instead
of using thickness of solution, the logarthim of the thickness is
used as ordinate#
At best the edges of many absorption bands are very indefinite#
The absorption is greatest in the center of the band and becomes
less and less as we proceed toward the edge#
Another factor is
the sensitiveness of the eye, for all peoples* eyes are not of the
same sensitivity# In part, the photographic plate overcomes this
difficulty but not altogether#
The point at which the first sign
of absorption can be detected in a photograph will depend on the
intensity of the source of the light, on the length of the expos-ure
and on the extent to which development the plate is carried#
Recently these difficulties have been overcome by using a
spectrophotometer by means of which relative absorption and not
actual points of absorption are determined. This is achieved by
dividing the light into two beams, one of which passes thru the
/
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Tsi"
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1/5000 (6/i«e cwa ow/y)
P io. 50
Acridine Orange.
Mees' Atlas, Fig. 10.)
1/2000 soluhon
FIG. 51
Phenosafranine.
N
4v ,> A ,,
/\Y\/\
Nlli 1 ^^'NH
*«
xV
' '' fi
ip "'Wv T "U.f
/\
W!'
CI C5H5
(Mees' Aflas, Fig. 70.)
fu^ , '
r w
w
1/10,000 solution
FIG. 52.
Methylene Blue
CI
'
N(CH,)/Y Y\|N(CH,)
(Mees' A tlaSj Fig. 120.)
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IJ*
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absorbing medium and tbe otber thru an apparatus by which its
intensity may be reduced by any desired fraction. By means of a
spectrophotometer a wavelength-absorption coefficient" cxirve can
be plotted. This system has been adhered to in this paper.
The first list of organic compound examined in the ultra
violet can be founded in 19OI Report of the British Association
for the Advancement of Science. Again in I916 this list was
brought up to date*
Before going further it might be well to briefly review
the several theories as to the nature of light.
According to Hewton, light consists of minute particles
thrown off at great velocities by light-giving bodies. This
corpuscular theory, however, no longer employed, as many
phenomena cannot be satisfactorily thereby. For instance, in
order to explain refraction, the speed of light in the optically
denser^ medium would have to be greater than in an optically less
dense substance which obviously is wrong.
Another theory, originated by luler, considers light to be
a wave motion, and early in the 19th century Yoimg employed it
to explain interference; while Fresnel, by assuming the transverse
nature of light waves, was able to explain the polarization of
light.
In 1373 Maxwell propounded the electro-magnetic theory, and
the conclusions forseen by him — that both electro—magnetic and
light phenomena are of the same nature — were experimentally con
firmed by Nichols and Hull in 1333. Subsequently, Hertz, Lebeden
Nichols and Hull proved experimentally that light exerts a
pressure which is equal to that calculated on the basis of
Maxwell*s theory.
lit
Assuming tlie theory of wave-motion as valid, there must he
a medium which is moving, and, as the movement is of extraordinary
rapidity, it follows that the medium must have an extremely high
elasticity, it must also have a very low density, so as to
penetrate all substances. To this hypothetical medium has been
given the name ^ether." It is essentially a carrier of energy
and hence, looked at from this standpoint, we may consider ether
to be matter.
Until the beginning of the 20th century the Maxwells-Hertzian
conception of light radiation had been foimd to be self-sufficient
but Planck showed that ordinary eleotro^dynamical methods of
heating with radiation did not lead to results in agreement with
experimental results on the relation between energy distribution
and wave-length as obtained from the measurements on spectra
exhibited by heated bodies. The revolutionary effect of Planok*s
work was supported by Nernst and Einstein, who foimd that an
absolutely continuous emission and absorption of radiant energy
was incompatible with the newer .discoveries. Thus originated the
atomic struot\ire of energy and theory of light c}ianta.
Einstein tells us that in the description which we make of
physical phenomena, there remains always an indefiniteness, a
q\iantity which we may dispose of as we please, and which relates
to the movement of matter in the ether. As a result a number
of physicists have come to the conclusion that it would be better
to drop the idea of the existence of the ether altogether firstly, because it is no material medium in the sense of the old
mechanics^ and secondly"^ because it contains that indefiniteness
which prevents us from stating definitely whether a body moves in
it or not. In reality, however, the imiversal character of tlB
12»
principle of relativity probably points more clearly than
anything else to the idea that the physical world does not
consist of separated independent atoms but there is in exist
ence a substance, which fills all space, of which noticeable
substances are only a special development. This world
substance is the ether#
On the basis of the electron theory, light may be explained
as follows: All atoms of so-called elements are complicated
structure of positively charged protons or nuclei aroimd which
are rotating in orbits, negatively charged electrons. The simple
atom is the hydrogen, which consists of one positive core charge
and one electron. Electrons have choice of many orbits. The
paths are labelled from inner to outer K, 1, M, etc., and any one
of these may be occupied. Nothing apparently connects these orbits#
If a substance is heated, the electrons may or may not jimp
from orbit to orbit, the radii of which are in a ratio: of the
squares of the natural numbers (1,%,9, etig.,) but it will not
taice up any intermediate position#
The greater the diameter of the orbit, the less the energy
connected with the electron and the more easily can it be
detached# The closer an electron lies to the nucleus the less
liable it is to be disturbed#
To get it out of this, energy
must be supplied# When a substance is being heated, energy is
supplied to the electrons but nothing happens until a definite
amount of energy has been supplied, when a sudden jump to a larger
orbit occurs. To cause a jump from an outer to an inner orbit
energy is emitted in the shape of radiant energy. As the
frequencies of rotation are, however, different for different
13.
orbits, since the rate of cutting out areas by the radii
vectors joining the nucleus with the electrons is constant for
all electrons, it means that different energies must be necess
ary to cause a jump from, say, the l6th orbit to the 15th, to
a jump from the 3rd to 2nd* But this energy is always a definite
multiple of the universal constant h (Planck^s constant) and is
equal to h f where f is the frequency of vibration* As this
frequency is the higher, the closer the orbit lies to the nucleus,
it followl that the spectrum which are emitted by a particle
disturbed from the innermost orbit represent a very rapid
vibration, high up in the ultra-violet or X-ray region of the
spectrum while the spectrum line to some outer orbit will be
far down in the spectrum below the red.
The reason energy is radiated when an electron drops from
an outer )'
to an inner orbit is due to the fact that the electron
gains a^-aurplus-~^i3f energy in the fall, tMa
being-double--the-balanci^is available and appears as light
radiation*
mimmp
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IX Mathematical Relations*
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In developing the mathematical relation, we must assume
that light is a vibratory motion of the hypothical ether of
space#
The vibrations are termed transverse because the to
and from motion or displacement of the particles or force
centers of the medium transmitting the disturbance is per
pendicular to the principal direction of the propagation of
the head of force or velocity-potential of the change.
Assuming that we are dealing with propagation of spherical
waves in a homogenous medixim, the oscillations being trans
verse to the direction of propagation the intensity ^
at a distance d from the origin or oC a where a is the
amplitude of the vibration.
When the absorption-coefficient K is defined as the
reciprocal of that thickness of the medium which reduces
the amplitude of a vibration to
that is, to a^e'
of its original value,
if a is the original amplitude.
Since the intensity is defined as a quantity equal to
the mean square of the amplitude, the intensity on reduction
becomes
> when d is the thickness transversed by the
vibration and k is the specific absorption coefficient for
that medium of vibration.
If we wish to measure in terms of critical units then
extinction coefficient must be in terms of critical lunits
viz., its wave-length when measured in vacuo. The amplitude
- Rv-x
is reduced to O-o^ ^ on traversing a thickness equivalent
to the wavelength A
, the wave-length in vacuo. Hence the
16<
intensity is reduced to
-j/xTX
^
for a thickness
equivalent to A or for any thickness d to
,
C
_ ¥-7/ X cL
7^
where Y\ is the reduced specific absorption constant or
extinction index*
If we put ^
, since both give eqiial
decrease in intensity we have
A ^ xT
The above relation holds only for normal or perpendicular
incidence. It is evident that the foregoing relations must
be obtained for monochromatic light. In this definition of
absorption absolute values aQ and i^ were used but absorption
also depends upon condition of incidence at the boundary of
heterogenous medium as well as upon actual damping within
one medium assiamed to be homogeneous.
When a beam of light, considered initially as unpolar-*
ized is reflected at a polished surface, it becomes polarized
(l) into two sets of tribrations polarized at right angles to
each other and for each of which the loss of intensity can
be calculated.
If I is the intensity of the unpolarized beam before
traversing a transparent medium, then ip and iq are the
intensities of the beam polarized in and right angles to
the incident plane then: I « ip - iq - 1
and
ip s
i« - *q
-i
z
(1) T.Preston. Theory of Light, pp.2^8.(2nd ed. 1^95-)
17^
Let /P be tbe angle of incidence,
tbe angle of re
fraction so that
sin ^
s /• sin ^
Where 7 is the refractive index of the second mediira compared
with the firsts If I, is the total intensity of the beam
after refraction at the surface while ip and ^ intensities
parallel and perpendicular to the siirface, then according to
•,
. •'
|*resnel*s law of reflection (l):-
^/p = s
1 - tan
tani?7^
r: .,"r
•
ill
1 = i
/q - q
at so
1.1 - i
tan
1-
e-4
tan {^-4- ^
tan
-h
sin
sin
4-4
/
When plane-parallel surfaces of absorption vessels are
used and the incident ray is perpendicular then angles ^
and ^ are equal to zero» Hence sines and tangents can be
replaced by their respective angles. The expression for the
intensity of transmission thru a surface becomes.
I - 1 - /V - 1
V +1
(l) Ann. de chim.et phys. (2) 17,pp.190,1^21#
When more than one surface is envolved, as is always the
o&se, the reduction of intensity by reflection becomes more
complex* Let
be the intensity of a beam penetrating the
first surface* At the second surface the quantity
I,
is reflected while I2 , is transmitted. The reflected beam
on return to the first surface is again reflected with intensity
2
(i-i,)
and reaches the second surface with intensity
(l—* The beam which has undergone fourfold reflection
has an intensity of (l-I^)^
, and so on we have the total
intensity of the beam immerging from the absorbing medium (l)j-
I, (i-i,
h = I, - I, (i-i,
- I ^ '"'""i ^ 1'
/ 1-(1-IJ^
^ J , (i-i, P
X
2-1,
^
If the qaantity (1-1,) is very small, then Ig is very near
I,
2
'
'
; otherwise the factor
1
o
The absorbing power A s 1^ - I
I.
cannot be neglected.
where
is the light
actxxally entering, I that transmitted. Lambert*s law may
be stated
f
«
lo
T being the constant called transparency, frequently
multiplied by 100 to give percentage.
^ (1) G.Kruss. Kolofimetfic und quantitative Spektralanalyse
pp*230.
19.
Whea a ray of light traverses an absorbing mediiim a
portion is absorbed which is independent of the original
intensity, i,e«, the aaiount absorbed is proportional to the
incident intensity (l)(Lambertlaw). It follows from
Lambert*8 law that if the thickness of the absorbing medium
increases in arithmetical progression, the light transmitted
should decrease in geometrical progression. Let I be the
intensity of light traversing a layer dl then: -
li! = kl
dl
Intergrating, if
is the original intensity and d total
thickness
-kd
I^
The constant K depends upon the nature of the substance and
the wavelength of light. It is called absorption coefficient (2).
Then
k g T
log ^
d
^ I
Bunsen and Roscoe (3) define extinction coefficient as
the reciprocal of that thickness of the medium reducing the
intensity to l/lO of its original value. Calling this ^
we have:/o
[l)j.H. Lambert. Photometria pp.1759
2J E.Hagan and H.Rubens. Drude's Ann. B, ^32 (19^2)
[3)0stwald*s Klassiker,
6.
•7
and E s
d
log
1<
T
Collecting the various qiiantitative relations we have:-
Transparency (1)
^
Symhol
Relation
T
T -T
~ I.
cL
Transmission Coefficient
a
I» I
Extinction Coefficient
E
I s I 10
E » 1 log ,
-ed
~
Molar Extinction Coefficient
M
^
T
M «t concentration
E
M
d
log
I
.T
Where
lo ss Intensity entering a medixim
I = Intensity transmitted
6 •• Concentration in gram — mols
d s Thickness in cms.
"^cL
(l),In the electromagnetic theory of light, for Isle
put K
2' ^ X
^
given mediiim.
where A is the wavelength of light in the
If the thickness d ^Awe have I » I^e
^
A
where x is Oauchy's extinction index or Drude^s ^hsorption
index.
/
{!). cf. Drude, Lehrhuth, d. Optik. pp.33,1900.
.5 r" S «
-K
2X.
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fH'i'M
• '* ?- --s-"'.
b'?-:ia
v^tiUr;
t*< ^K
W>J3
--r
W rt
r'stf'-,
^
}•,' ' h"
s, i 'fi
Ill Theories of Absorption in the Ultra-Violet
(a) Dynamic Isomerism
fb) Isorropesis
(c) Electronic Theory
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22.
Light going thru a medium is poorer than that incident
on it*
This decrease is noticeable on dispersing the light
into its spectrina. There are two types of absorption; general
and selective absorption. The former is a weitlcening effect
occuring thruout the whole region of the spectrum of the trans
mitted light. Selective absorption is the absorbing of a
definite section of the spectrum which is characteristic of any
one compound.
Selective absorption has thus fax been considered a con
stitution property rather than an additive property, except in
homologous series and here no quantitative relation has been
found to exist. The general effect of substitution especially
of groups possessing residual effinity is to develop color by
shifting the absorption to the visible part of the spectrum.
Groups in order of displacemtot of the band, least first:
OH3 On OOOH OH OKa m2 NOg
Reverse process is caused by salt formation of amino compounds
and carboxylic acids. According to the experiments of Dobie
and Lauder (l) it may be stated as a general rule that a given
substitution has a less effect on the absorption curves of
complex bodies than on those of simpler compounds. From the
occurrence of bands it has been found possible to infer the
presence of dynamic condition set up by enol-keto tantomerism(2)
by the dicaarbonyl group(3) or by the benzene system(^).
^ ^1) Bobbie and Luder. Trans.Ohem.Soc.,33,612 (1903)
^2) Baly and Desch. Trans.Ohem.Soc. ,35,1092 (1904-)
Stewart and Baly. Trans.Ohem.Soc.,39,502 (190b)
Baly, Edwards and Stewart. Trans.Ohem.Soc,,39,5^^(^906)
sfm
-•iSi
23.
Hartley says all compounds that exert selective absorption
are aromatic in character as benzene, pyridine, pyrazine and
derivati1»es. Those exerting strong selective absorption
possess cylic formation but are not true aromatics:- furftxrane,
thiophene, pyrrol, piperidine dihydrobenzene, cineol and many
other terpenes. On the other hand compotinds possessing weak
general absorption have an open chain;- fatty alcohols, acids,
esters, amines, oelefins and polyhydric alcohols^ The last
statement is not altogether true as some compounds containing
OHg - 00 — show selective absorption.(1),
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(1) Baly and Desch. Trans.Ohem.Soc.,B5, 1009 (I90k)
•i-i'
•A'
v\
_
iiiii
Dynamic Isomerism
Baly and Desch from their studied of enol and keto
forms decided that absorption was due to dynamic Isomerism.
They studied ethyl acetoacetate, acdtyl acetone, benzoylacetone and several other similar compounds. In all there is
chemical evidence that they can exist in two forms, keto and
~ c — c—
:
^ —c —o—
,
H
To determine if the absorption was due to enol or keto
form oxygen ethyl derivatives of enol and keto forms were
examined. Since neither enol or keto form gave selective
absorption the only alternate would be the change of one form
to the other was the cause. This idea is supported by the
fact that increasing the alkalinity of acetoacetic ester
solution the persistance increased. This means that the
alkalinity was a means of controlling the speed of the tautomer
ic rearrangement. When different metals were used to replace
the hydrogen the
of the band does not vary appreciably.
Hencp the band must be caused by valency electrons. Consequent
ly the ultra-violet absorption bands would be due to the elec
tronic disturbances which results from tantomeric change. In
those substances which have the possibility of tantomerism and
yet show no absorption band they argued that it was beyond the
range of the quartz spectroscope.
V,
WiJ
m¥r'.
M
it
25.
it
tgfj- '•'•': •
The argiaments against this theory are:(1) Substances incapable of tmdergoing tantomeric changes
show absorption bands.
(2) Substances which are known to be mixtures of tantomers
do not exhibit absorption bands.
llfliil
li
.
.rvwt%
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26.
Isorropesis*
irhen such substances as acetone ethyl pyruvate, diacetyl,
benzene and benzoquinone showed selective absorption and yet
the idea of tautomerism wa,s impossible, the idea or "iso
rropesis" ( i <r
and Baly»
equipoise) was proposed by Stewart
The difference between this theory and the pre
ceding one is the former has no labile hydrogen atom.
^^3
//
o
— e
(f
0
•
/
/
o —o
'wi
h,-
Isorropesis according to Stewart and Baly is the vibra
tion between two forms in wMch the valencies are arranged
differently. They observed that chemical reactivity and
absorption were directly related. Those ketones which showed
the greatest absorption react most readily with sodium bisulphite.
Baly and Stewart (l) attempted to explain the seven bands
by means of isorropesis:(l) Baly and Stewart. Trans.Chem.Soc.,67, 1335 (1995)
27"In applying this to "benzene we may therefore, differen
tiate "between the transition phases in which any pair of the
caJTbon atoms, or any four, or all of the six are concerned.
The various transition phases may, therefore, be represented
as follows
(7)
f
-'V
The staxs being attached to those carbon atoms which
A)
are concerned in the process.
"The seven forms represent all the possible conditions of
making and breaking the linkings which can occur and at the
same time they are so different in character as to justify
the view that each of them is the origin of a separate
absorption band."
The same scheme is developed further by Baly, Edwards
and Stewart (1).
"How in order to bring the seven phases into existence
it is necessary to assxame the displacement of the carbon
atoms of the ring, and we can do this in the simplest way
possible, that is to say, by the ordinary vibration as is
accepted by any alastic ring. Thus we may say that the
benzene ring is pulsating between the two displaced forms
a and b.
(l) Baly Kdwards and Stewart. Trans.Ohem.Soc.,S9, 52^,1906.
•
2g.
)»• 'V' lt!ii t'/n
C3
(a)
t
Cr
C 3
(to)
a' fe
*Each carbon has residual affinity, and consequently in
the condition represented in (a) when the atoms 2 and 6 and the
atoms 3 an<i 5 are brought close together, these residual
affinities will produce linkings as shown by the dotted lines.
"The atoms 1 and
however, are far removed from one
another and from the atoms and are, therefore, unsaturated.
On the other hand, when the ring has passed into the other
phase (b) then the three atoms 2,1 and 6 come very close to
the three atoms 3>^ and 5 respectively, and linking may be
considered to be formed between these pairs of atoms. The
linkings existing in phases (a) and (b) are shown for greater
convenience on the ordinary hexagons in & and b. As the
ring is pulsating between the forms (a) and (b) many of
the seven phases of linking change described above will be
obtained. For example, let us consider the ring to have
reached the form (b): as it starts opening, the first break
will occur between the atoms 1 and
breaking of the other linkings 2:3 and
followed by the
When the ring
passed through the half way stage, that is, the circular
>V;
•
29<
form, then we shall ha^ve the centric formula, with the result
that phase 7 is produced. We csui in this way aco&tmt for
,•)
phases 1,2,3,^,5*^ sin^i Ji numbers ^ and 5 can raadily be
understood if the motions described above are slightly interferred with by collisions between adjacent molecules.®
The main objection to this theory is its imcompleteness
and indefiniteness.
rWM V
*^1
W'lf % k ^
r
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$k
J,V f
:! .H
f
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'' k'^4
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;M% '
iitpmiS.
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'it'
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•
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<• !.^
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,
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' - .' •
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''- w.''
if I
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' ".•'•Vi'
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„ v"'> i> -lA'.Hf'i
f •••Jk- P%«SE,. P' ,
.
11. ..-•tVA
1'';A,'" ''51,r"'
' IT'
' . >-,
> Al;
30<
Electronic Theory
Watson in discussing color and chemical constitution
says:- "The quest of the ultimate cause of color has revealed
the great complexity of the problem and has shown the need
for further work in this direction^** Harry Shipley Fry in
his monograph "Electronic Conception of Valence" develops
a relationship, in the form of a linear function between
systems of dynamic equilibria of the electromers of benzene
and the oscillation frequencies of the seven bands which a
solution of benzene in alcohol exhibit.
f'
jf
Before going into the systems of equilibrium which
cause the absorption of ultra-violet light, we must briefly
outline Fry*s conception of the benzene molecule. Stewart
points out, "It is becoming generally recognized teat the
benzene molecule is in a state of continual vibration and
that the only satisfactory space formula will be one which
represents all the other formula as phases of its own
motions, and which may even suggest the possibility of new
phases as yet unrecognized." Hot only does the electronic
formula explain the ultra-violet absorption of benzene, which
other formula at the very best explain only partially, but
it also gives a satisfactory explanation of substitution in
the benzene nucleus. So we see this benzene formula going
a step further and pointing out the causes for each of the
seven bands.
i*
\ 4 ^
.V I'' V''- ''•
^
1
-
I,
' i • ' 'Vl/,,-V'4*•'
'
31.
The electronic conception of positive and negative
valence, in the case of the "benzene molecule involves five
types of carbon atoms thus:
-t4-
0
-I-
-h
—
0
-f
^
II
—
.
0
-f~
- 4-
III
^ +
0
—
0
_
IV
V
r '
'Vjf
Since each benzene nucleus (Centric formulae) consists of
three pairs of the combined types I and V: II and IV: III and
III arranged symetrical, these six and only six eleotromers
(centric formulae) are possible. Before developing the com
plete outline of the dynamic equilibrixim of all the electromers
of benzene, let us look carefully at all the electromers in
equilibrium with the centric formula which is composed of
carbon atoms of type III (Fig 2 )•
It should be noted that the above formulae are projections
of space formulae. The above rearrangements are very similar
to those proposed by Collie (1) except that electrons are
taken into consideration. Since with the five types of carbon
atoms there can exist six centric electronic formula, there
must necessarily be, in complete equilibriiam, six such re
arrangements which are intereonvertable one with the other.
v (1) Collie. Trans.Ohem.Soc.,71 pp.1013 (1S97)
'4'
r ^
ills
32.
r 'v;
BEnZEHE ELECTROriERS OF TYPE H
^+H
,H
H,
="H
rf
FIRST KEMJLE
. PHASE
CEhTPlC
PHASE
f1^
5FC0HD KLKULE
PHASE
LAST PHASE
Hi ^ Na
ill*
mSm
Fig. 2,
J«
•-J,
M'HI#-! . A
• M.i
1
i;; fl.
.
fJ'lA ^
J '.-A •>• "L .
'
m
•,
_
' I
tig,
Fig. 3.
• fc.' .>''i|3'l|l
^
.... .
\«
.. v .
«
'•/•.. .s"i, '••!..
3^*
In the two Kekule phases there are two distinct types of
double bonds. The first phase each of the bonds in the double
bond the valency is exerted in the same direction, because the
adjacent ends have the same polarity; while in the second
phase, the valency is exerted in the opposite direction, because
the adjacent ends have opposite polarity. The two distinct
types are called "diplex" and "contraplex" respectively. As
we shall see later the change from diplex to contraplex bonds
is the cause of ultra-violet absorption.
In the complete scheme (Fig, 3) the first and last phases
have been omitted for brevity. Kekule supposed that the
carbon atoms in the benzene nucleus oscillated in such a way
that A' represented the molecule at one period of oscillation
QMA A** the molecule at another period. This islaeither
isomerism nor tautomerism, however Brtthle (1) called it
phasotropisim in the sense that Hhe unaltered benzene nucleus
and analogous ring system are phasotropic**
The centric phase
may be said to be in a state of strain or dielectric polariza
tion because of the balance between three positive and three
negative charges within the ring. The rearrangement of these
charges so that the positions previously held by negative
charges is occupied by positive charges and visa versa, produces
not only a similar condition but another centric electromer.
There are threeof these rearrangements in the complete scheme:-
(1) Brtthle. J. pr.ohem.,(2) 50, 218,
•V'-'s,
M
\I
55.
. B
r U
J
T W
, 'U"l
The electromer B can be transformed into 0 only by going
thru the intermediate step of B' or B'* first. The same is
true of D and E.
Thus it will be seen that there are two types of dynamic
equilibrium, primary and secondary systems of phasotropio
equilibrium. A primary system involves three phases: one
centric electromer and any two of its directly related phaso
tropio electromers.
'
A
//
ryik
V
/r *
A
' JB^=?B±==;:B
4-,
0
^ 0':=====^0
There are twenty possible primary transitions in the complete
scheme. The secondary systems involves four phases two centric
electromers which are interconverta.ble by centric rearrange
ment and one phasotropic electromer of each of the interoonvertable centric electromers.
A.
?• A
rB
rB
,f
\ t •'
' V'."
There are twenty-eight transitions of the secondary type. .
table of adl the possible jbrimary and secondary systems of
phasotropic equilibrium follows.
36.
Primary systems of
Phase tropic equi lifer iiim.
Secondary systems of
Phasotropic equiliferium.
f
1.
A-
2.
A
B-
B-
B
i}-.
B-
B-
B-
Ii y 1
•B
0
0
7-
B-
0
•0
B.
B-
0
^0 ^
9.
B-
0
10 •
c-
0 "//•-J
C
0'
D
l^i-.
15. B
16. E
//
•D
B-
B*
A--A-A--B-—B >
'
w
tf
/
7. B--0--D-—B /^ M
4-
// <
«.
//
ill
B--0--B —B^
f^U
//J
/
9. B--G--D-—B ff
•,f
10. B—
-0--D-— D
/
11. B—-G--D--E'
/
[/
D»'
/-
1.',
12. B //—-
c—-D-—E /
B —-c—-D-—E
E;c
•E
-c—-B-— B ^
15. 0 —
/
ft
i i
* ,4'A
/
ff
l6. 0—-0 —-B-— B 7 ir
//
/
-0 —-B-—D
17. 0—
//
1
E
ff
12. 0—-0 —-D-— B ^
/
!?• E—-E—— E
19^ E— 1
/
/
f/
20. 0—•0—--B-—E
//
—D
if
22. G —-0 —-B-
—F
-r
-r
i
-E — F--ri
23. D—
tf
//
VT
21)-. D—-E — F-—jr
/
25. E —-E— F-— P/ff
/
- >.
•
•'•V"
26. E —•E-4- F-_yA
27. E— E— F/f
^ {,
f,
21. 0—-0 —-B-—E/
//
!•
I. 'i
.
o
CVJ
F— F
fJ
19. 0—-0 —-B-—E
IB. E —~E——D
!
ff
13.
//
//
li^. B—-0 —-B-— E
D —Ex
13.
X
f
/>£-
12.
f
5. A--A--B-—0^>
X
6. A--A--B- 0 7
0
D
ff
3. A--A--B
.'4
t L-''
5- B
6. B-
11.
A--A --B —B^
/
A--A-~B —B^
ff
y
B-
1.
2.
//
ff
C\J
E — E — F-_pA
vt
w?'
37.
Those systems which are asterisked are the ones in which
contraplex-diplex transitions occur. These **contraplex-dipleB
transitions in any types of dynamic equilibriiM constitutes the
structiiral and electronic e^splanation of absorption bands that
is, of color (l)*. If there are seven bands in benzene then
there must be seven contraplex-diplex transitions if they are
the seat of an absorption band. The electromers which contain
a oontraplex double bond are B, B, 0, B, 1 and E; while those
with a diplex double bond are A, A, 0, B, F and F. Consequently
only the forementioned electromers can be responsible for the
absorption bands. In the complete system of oynamic equilibrium
of the electromers there are six centric electromers, therefore,
there are six classes of primary transitions each involving one
centric electromer# However, only six of the possible twenty
primary transitions contain contraplex-diplex rearrangements
namely those number B to 13• These can be subdivided into the
following four groups! 2 transitions numbered B and 9
Group
"
1 transition
*
10
tt
1
«
«
11
2
«
•
12 and 13.
*
^
The twenty-eight secondary transitions are divided into
three groups 1-6; 7-22 and 23-2S, because the complete scheme
involves three centric rearrangements:-
(1) Fry. Electronic Conception of Valence, pp.193*
..
'.trA'fej..
3S.
A'
=rB
0-
=?D
EEighteen of these transitions are contraplex-diplex and
are divided into seven groups as follows
Group I
Xii.''
- Sin
'^
2
n
H
III
2
n
H
7 and 5
if
2
»
It
15 and 15
7
2
* H
n
21 and 22
II
"t
'
X
VI
VII
f:
jsr
-
5 and 6
if -2
If
'
' 1?
II
23
k
If
'' Xi"
If
25 - 25
CVJ
•.•t
" .. .'''
^ Transitions numbered 1-^1-
"The existence of seven distinct groups of secondary
contraplex-diplex systems of equilibria constitutes the basis
of the correlation of the seven absorption bands of benzene (l)»
The following seven b:ands are reported by Baly and Collie(2)
for the absorption of benzene in alcohol solution.
Band
' ki'.
Oscillation
Frequency
one
3725
two
foxir
3765
3&30
3915
five
iwas
six
4110
seven
4200
three
(1) Fry. Electronic Conception of Valence, p.95(2) Baly and Collie. Trans.Chem.Soc.
m
'.M
„-„jp
5'
39.
Two assumptions are necessary to complete the hypothesis
namely, that the smallest number of secondary transitions in
a single group are responsible for the band of lowest frequency
and that all the transitions both primary and secondary produce
the band of highest frequency. In other words, the vibrations of
the two secondary contraplex-diplez vibrations are synchronous
with light waves of frequency 3725; while the vibration of 2^
contraplex-diplex transitions are synchronous with l|'ght waves
of frequency ^200. However, the foregoing assumption can be
justified if a linear function exists between the oscillation
frequency and the integral nximber of contraplex-diplex transi
tions. If assuming the above two points (3725, 2) and (4-200, 24-)
the equation for a line passing thru these is:y - 21.59IX 3621.gig
y =s oscillation frequency
y — no.contraplex-diplex transitions#
' iMejjKs
§&'.»•
'WP
-1'
„
r .<U' •
r
'k;
•
't;
'i'f
ko
A further step is taken "by relation each of the seven
hands to its proper so^lrce. The circles in the graph represent
the number of transitions which are producing the corresponding
hand of that oscillation frequency. The following table shows
the assignments made by Fry:Ho•Transitions
Origin
Band
2
IV.
one
two
k-
(III.or 7.)
7
three
IV.+IIIj*
or/)
four
IV.<- Ill.t V. + (fl or 0 +(II.or
five
IV.^ III.. V.
six
IV.H-III..V. Y<^IVVI..a.4d.+(I^or VII^)
20
seven
IV.. III..
2^1-
All.^
+ /.
or d)
d.
vy a.+ d^f I^-^VII^.
11
l6
The subscripts indicate the nimber of transitions occuring in
that particular group.
Fry goes on to show by a similar means why chlorobenzene
and bromobenzene have seven bands similar to benzene, while
iodobenzene shows no selective absorption. Also the three
bands of napthelene are assigned to their respective contraplexdiplex transitions#
M V
...
V.
, t ^
'V J'
' <
n-
'.•• : •'. •; • •', • •
','0 f ,•
' '*^-1
>»
•7-. .-;• •
^ i
i ,«
')!
•" ^ /:
^Si
It
* r.iii^'.
1
rv <
w.
ItAf '
.
.; 'iti fefei
^
j'V
^f. V , >
1. 'TS i'l'H
/ ')!
»^
^
• H'.SVA
•r
•t'f
.t.f
'
'«
W
A
i.1
Ijfclkt.,
il
»|tf}|'
;.i, •;••;,
-'yksus-,
si
'. ' .1* V'- i«
k' .'^y
.#X fs.* ' «7tl=l3
V f
4
Mm
'V.-'
yV'v
'"i' %f;' ik '-i A ^•..Jf n.
yi\y i|k^ y ^ ".
"ir'}
iJy
1, V
•4-
V
»^VA 1('^•
«? 1,1
,
f
/ n, \ <. ...
. yy,\,
^
.
t
t .V '\>'
;; i
^
\) S
X -. >•'
t \
yi .
•f/k t\,
ft. f
<
'
kAfe' "'1.
JstU AV>{wJ.
' -ftk-
1
sr.-
V
*,
^ ^
:'•
'.Vi
•', '^,1
«.«;?
;
'it
>1, ,v
M
,
XV Apparatus
f
»vi'
J
liV}
•' '-"A, '
ft
itv*'
,.'5^ •witfi •!:
: A' ^ f?> •' \i f4''^ V 'I'
••''f
MI# n..
by
J?:*' • . ^'4 ••
•''A->''
'V ' .
i.di'M
, ' ,•;' '•
Q t i -M,
^
^2.
Apparatus
The apparatus consists of an iinder-water spark sector
photometer (Fig.^) and a quartz spectroscope (Fig.5). The
purpose of the first is to emit ultra-violet light, the
second to cut out a definite percentage of the light which it
divides into two beams and the third resolve the two beams into
their respective spectra.
The under-water spark is made of a glass jar ^x^l-xlO in
which a hole has been drilled in the bottom to admit one elec
trode and another hole in the side over which a piece of quartz
is sealed. A hard fiber washer is sealed in the bottom with
De Kotinsky^s cement which is tapped out and the electrode
holder screwed in. The top of the jar is made of fiber with
a hole also tapped out to hold the top electrode holder. In
one corner the inlet of distilled water is made while in
; h .'il
another the siphon for removing the water. Water is circulated
by gravity and siphoning at the rate of about 1^ liters per
hotir. The electrodes are made of tungsen. Aluminum, brass and
molybdenum have also been used by some workers but altminum
and brass wear away much faster than tungsen and molybdenum.
The electrical hook—up (1) for exciting the under—water
Bpaek is shown in Figure 6. Either 220 volts 25
220 volts 6o
or
, preferably the former, is used as a service
line. The resistance cuts the voltage across the step up
transformer down to 30 volts. From the secondary of the
(1) Howe. Phys.Rev., (2) S,pp«67^, I916.
,• • - •
-
"fll-
i,y
Fig. H 16
Sector Photometer
Fig. il-.
"3:)
fl- ^ .
IBHIIM
Quartz Spectrograph
Fig. 5.
Wmmi
• J--;
mm
A/v/VW
istc. ".gsiii
VOLTS
60 ~
. 002 -mfa
STEP-UP
TRANSFORMRK
AIR
SPARH GAP
TELSA
COIL
UNDER WATER
SPARK
ELECTRICAL COiiriECTIOnS
Fig. 6.
-
r. A/"
•iv
*•••> .A
;
1W
4N,
-f,.*
tF,. A
^ - V''
V
:V\
'
)'\ "^
f'
» '£
<(• \
•\ I"
E K'-l'''
K^
•-C, t : , T; ^
^
AvA.
'
*'^*'»^ 'A I"
rAts'-
^ V, ,
IC'C, ,'r . 1,'.A i* T'ikv
trajisformer an oscillating current is set up in the primary
of the Tesla hy means of the open air gap and the two con
densers of capacity #002 mfd each.
The open air gap consists
of two hollow zinc tubes which are adjustable and between which
a jet of air is blown continually. This gap is adjustable so
as to vary the intensity of the under-water spark more easily.
The voltage across the secondary of the step-up transformer is
35>000 volts. The secondary of the Telsa coil is connected
directly to the electrodes of the under-water spark. The
voltage across the under-water spark is 65,000 volts, the
current teo milliamperes, while the cycles are up in the
hundred thousand per second. When the system is in operation
the current thru the primary of the step up transformer is
5-6 amperes.
A condensed spark between carbon electrodes impregnated
with uranium nitrate and ammonium molybdate are often used
as a source of ultra-violet because its spectriam is very righ
in lines. This particular type of electrodes are referred to
as "Jones electrodes." A condensed spark has also been used
as a source of ultra-violet light.
However, the underwater spark has the advantage that it
emits a continuous spectrxim of even intensity thruout without
any bright lines. This insures greater acciiracy in the
plotting of curves.
The sector photometer is an Adam Hilger instrument (l)
Fig. 7, consisting essentially of two qxiartz wedge lenses,
(1) Adam Hilger, Ltd.,catalogue. Sector photometers|<Jan.l9l6.
VARIABLE
APERTURE
PkquARTZ LEHS AHD
WEDGE COMBinED
FIXED APERTURE
MOTOR FOR SECTORS
RLAK VltW
SCALE
eons
HLCLR SLCTQR PHOTOMFTFR
Fig. 7.
i
'Pvfvt
ikl % ^ ? 'X^
m viLW
on one side of which are the two rotating sectors and on the
other side the absorption cells. The upper apertxire is variable
with an opening ranging from 0^ to ISO®* The lower aperture is
fixed. Both sectors rotated at the speed of about 100 r.p.m.
The graduations on the variable sector are loguthmatic as shown
in Fig. S. Since both beams of light come from the same point in
the under water spark and variations in the spark effect both
beams equally so the error is negligible. The sector photometer
must set 2^ cm. from the under water spark and ^6 cm. from the
slit of the spectroscope in order to have the spectrum in focus
at the plate.
Radiant energy from the iinderwater spark may reach the slit
of the spectroscope by two alternative paths. An upper beam
passes thru a qmrtz lens and wedge, is refracted downward thru
a rotating sector of variable aperatxire, and is deviated by the
lower half of the quartz biprism to pass axially along the colli
mator of the spectrograph. A lower beam traverses a similar
path thru the lower wedge lens and rotating sector of fixid
aperture and is deviated by the upper half of the quartz biprism
to pass axially along the collimator like the first.
We thus have the spectrograph(Fig. 9)
two beams fxm
the same source. These are dispersed by the quartz prisms and a
spectrum image of the slit formed on the photographic plate.
This spectrum is divided into two halves by a fine line extending
along its entire length, which is the spectrum image of the re
fracting edge of the biprism. One half of this spectrum results
from the upper beam, the other half from the lower beam.
I
50,
t, J"
111
J
QUARTZ PRISM
QUARTZ BIPRISn
u
LRUS ADJUSTtlRITT
QUARTZ LRMS
ULTRA-VIOLLT
PLATR HOLDRR
HILGER SPECTROGRAPH
1
I- ;
•
,v
51.
If both sectors are open (ISO^) and if the spark is in
correct alignment, the densities of the two halves will be
equal thruout their entire length, thus indicating equal in
tensity of the two beans. It has been found that the densities
of the two spectra at any wavelength are eqtial if, within wide
limits, independentcf the exposure, of the intensity of illumina
tion and of the speed of rotation of the sectors. Furthermore,
the photographs are taken simultaneously and there are, there
fore, no errors arising from fluctuations in the light source.
Let the fractions of whole revolutions during which the
fixed (lower beam) and variable (upper beam) aperture sectors
allow light to pass be respectively % and t^, and let the
intensity of light of wavelength A. reaching the slit by the
'jjpp0]c gtnd lower beams be respectively IQ and X.
Then if at wavelength A the density is exactly the same
in both spectra, we have.
32 - f
I
According to Schwarzchild (l) the relation for Uninterrup
ted exposures is of the form
^
\«
J.*'* ""
/v.-v ^
^
(1) Schwarzchild, Astrophys. J.,11, pp.S9 (1900)
kttix.
'<V
' '
\f .
rif f
M9Lk<4iJUs'>
.
52.
where B is a constant depending on the kind of photographic
plate employed. Other workers, as we shall discuss later
have found that within the limits of experimental error the
index n may be taken as \mity. Thus we may write
'/
St
JX
"•i/ ir 1)!# ,
:Li;:
''{>• 1."
Then the equation for molar extinction coefficient
(pp.20) becomes,
d
log y<o
X 1
The variable sector is divided to read log10
(see Fig.S).
Undoubtedly , however, for the sector photometer the
value of n appears to be unity, within the experimental errors
of photometric measurements, as was first clearly stated by
Howe (1): «The photographic plate, the use of which in photo
metric measurements is usually considered questionable, inte
grates intermittent exposures in such a way that the compari
son of two intensities can be made directly in terms of sector
openings provided that the time from the beginning to the end
of the exposures is the same and that the two exposiires produce
equal blackenings on the plate. "Why this is true may be
seen from a consideration of the conclusions reached by
various observers. If a plate is exposed to a constant radiant
(l)Howe. Phys.Rev.(2).g, p.67it- (I916)
ilr
1]
53
power for time t (continuous) §nd then exposed for the same
effective time t, made intermittent by means of a rotating
sector, the blackening produced in the second case is less than
that produced in the first. This is some|imes called the Abney
relation(1). Weber (2) and Schwarzchild (3) find the difference
in blackening to increase as the ratioiiof "exposure interval"
to "darkness interval" gets less.
Assuming the Schwarzchild relation for continuous exposures
as valid, then, if one considers two radiant powers of intensity
I and I, , where I is greater than
(say I, =s l/a), the blfcackening
produced by X in a time t/a (continuous) is greater than that
produced by I during the same effective time of intermittent
exposure. Also the blackening produced by
during the time t
is less than that of I during t/a (both continuous.) It is
therefore, possible for the blackenings resulting from X during
t/a intermittent and X,during t, continuous, to be the same.
Weber (^) states this possibility in the beginning of his paper
and proves it experimentally for various wavelength and brands
of plates, various times of exposures and for a wide range of
sector speeds. Howe (5) and Hewcomer (6) also arrived at the
same conclusions. This case would apply to the sector photo
meter with only one rotating sector.
fl) Abney. J.of Phot.Soc.,1^93, k.
«
a) Weber. Ann. der Phys.,45,pp.^01,
1%) Schwarzschild. Astrophys*
(5) Weber. Ann. der
[5) Howe. Phys.Reb. (2) S,
[6) Newcomer. Science, March 7> 1^91°/•
hv
-V"
5^.
In the case of the sector photometer as usiially used and
described in previous pages there are two intermittent exposures,
in one of which, however, the ratio of
exposure interval" to
"darkness interval" is kept unity (fixed aperture), while in the
other this ratio is made smaller and smaller as larger sector
are used. Here it is also thue that
"TF s
S,
T
~r~
of angular openings
and 4
Where I and I, are the intensities passing thru two sectors
, respectively, and produce
equal blackenings. fhis case wasrproved explicitly by Howe
for a smoked glass screen and is also substantiated by the
various observations to be mentioned later. That this is
true is probably due to the mutual working of the Schwarzschild relation and the fact already mentioned, that the
blackening decreases as the ratio of "exposure interval" to
"darkness interval" decreases, even when the intensity and
effective time remain constant. There is no contradiction of
the Schwarzschild relation or any assumption that n in that
relation is unity, since the relation is usually stated
I,
/ t, \I ^
IW
is valid only for continuous exposures or for
exactly similar intermittent exposures.
Comparison with other methods of known reliability is the
onlv final test for any method. It is therefore, of interest
to note the many investigations in which the relation found by
55«
Eom hB.B been proved to be reliable by sudb aoiaparisoii. Martin(1)
found tbat **perfect agreement existed between the results when
transmission was asstnsed proportional to the radio of seetor
openings*®
His comparison was made with the 4bn®y visual
apparatus* Howe and others worllng-with him (2) in later
vestigationa verified the agreement between values fomd by
his method with the Hilger appa.ratus (same as used in this work)
and those obtained vismlly on the LuBmier-^Brodhun spectrophotometer*
Still further evidence of the reliability of this photograph
ic method has been by investigations conducted at the Bureau
of Standards (3), comparison being made with the luimaer-Brodhmi
and Ebnig-Martins spectrophotometers and Martens photometer, all
visual methods and with the photoelectric null method. It may
therefore be said that no discrepancies have ever been noted
between values of spectral transMssioni or similar quantities
obtained by Eowe*s modification of the Eilger seotor-photometer
method and those obtained by the other methods mentioned above,
whieh are larger than the experimental errors possible in the
methods*
fhe investlgatori at the Bureau of itandards(^) have con*
eluded that the principal source of error in this method at
present is a result of "vagaries® of the spark* fh© ©rrori' •
(1) Martin* frans. of the Optical Boo.,IS,pp.36 (1$17)
(2) Howe and aibson.Fhys.Hev.(2) 10 pp.767.(1917)
(3) Bureau of Standard's Technical papers, lo.l^S,larch,!920.
Bureau of Standard's fechnlcal papers, lo.1X9,June,1919•
(^) Bureau of Standard's fechnioal papers, lo.ll-^0, (1922)
56»
arising in this way may be of two natures: (l) That caused
by a displacement of the electrodes, and therefore of the
spark as a whole, from its proper position; and (2) that
caused by non-xmiformity in the spark itself.
After the apparatus has been once eidjusted properly it
is not very difficult to keep it so. This is tested on each
plate by means df the comparison spectra which, if of equal
density thruout, indicates that the first error hhs been
eliminated. The second can only be eliminated if both
sectors are variable thus making it easy to change the solvent
and substance under examination about. Then if there are any
discrepancies, the mean should give the correct result*
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5a
Procedure
After the under-water spark, sector photometer, quartz
spectroscope are all lined up and the wavelength scale checked
by means of a copper arc, the apparatus is ready to use. In
order that both the sectors receive the same amount of light,
a ground glass is held in the place of the plate holder while
the spark is running. The spark is set when both halves are
eq-ual in intensity and do not over-lap or have a fine dark line
between them. When the spark has once been set only a slight
adjustment of the electrodes is necessary since they do not
burn away very fast.
In outlining the procedure we shall go thru withcone
compound, namely, salicylic acid# The salicylic acid is
weighed out .010 gr. and transferred to a 250 cc standard
volumetric flask, made up to the mark with distilled water
and shaken several times diaring a period of 15-30 minutes
before beingiiused. In the meantime the quartz window and cell
are cleaned with cleaning solution aufter which they are well
rinsed with distilled water and finally with the solution to
be put into the ^ell.
The plate (1) is put in place# At the bottom the wave
length scale is photographed on the plate, then a comparison
spectrum is r\m with both sector open, for 1 minute. After
developing the plate if both halves of the spectrxam are of
equal density, the rest of the measurements are all ri^ht.
On a previous plate the proper dilution at which the com(1) Wratten-Wainwright# Pan-Ohromatic Plates
- . . Kodak Co.
vr'v,", 'U'
•
' •
'vv-;
) Eastman
•'
^9.
chosen which will close the band at a sector opening between
1.2 - 1.0.
Having chosen the proper dilution, it is put into the
1 cm. cell which is placed in the bottom or fixed sector,
while a similar blank cell containing the solvent is placed
in the upper sector or variable sector. The longest exposure
is r\m first since this method has proven satisfactory. The
variable sector is marked off in log
W'-"
corresponding to
the readings of the sector are given by tfie following table:
3,J
1,
^, "TO
' ,.
i '
'. ••il'l*'' •
' Jii
' \ I
f • '•
4i'
V
h<
^
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4.
I';, •"K''
\ '
f
'if
i!
i 4
^ J
A.
• yf'-
'nV H
t
•'lilt; M
-,»
Time
^$"k'
k', M>i'V
0.0
1.00
0.1
1.26
1
0.2
1.5s
1 n
2.00
2
If
OA
2.51
2
0.5
3.16
0.6
3.92
0.3
••' ii'
U(! ' "f ili-* <"4-
0.7
o.g
0^9
1.0
1.1
1-3
' >;#•
4>.::W
lA
,>»"i
:SijP|s«
1-5
16 seo
11
H
31
tt
3
H
10
II
II
59
K
6.31
3
' 5
6
H
19
II
7.9^
7
If
56
11
10.00
10
II
12.59
12
If
35
II
15.35
15
11
5^
H
19.95
15
If
It
25.12
25
If
31.62
31
If
57
7
37
100
II
100.00
2.0
ft
25
5.01
>,1pts «i„''ii 11
1.2
1 min •
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II
U
II
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After all tlie exposures have heen run, another comparison
is photographed, finally another wavelength scale is photo
graphed. Eighteen exposures can he run on one plate. The
plate is now ready for development#
The following formula has heen used successfully:Water
_
32 ox.
Sodium Oarhonate
3 oz#
Sodi-um Bisulphite
2 oz.
Hydroquinone
i| oz.
;!
'
potassium Bromide l/B oz#
The plate is allowed to remain 3~^ minutes in the
developer to give it good density. Then put into a regular
acid fixing hath as used for X-ray film (1), where it is left
for 1 hour to clear the gelatin. The plate is allowed to
wash 2^ hours in free flowing tap water (65oF).
After washing the plate is dried (Fig. $), Each
exposure is gone over with a small hand lens starting at
the right and working left, at the point where the upper half
and lower half of the spectrum are of the same intensity a
small dot is placed (Fig. 10). These points are read off of
the wave-length scale at the top and bottom.
The extinction coefficient for each exposure is then
calculated from the formula:-SV'I
-
(1) Purchased from Eastman Kodak Company, Rochester, H.Y.
,
62.
ip:
')?U
t/
<
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«H-i
If 'i /. '
•H
R-i
s'r
ON
-E.V
bO
.'I"'
Wmm
E r: 1/d
X sector opening x 1
0
where:d
length of cell in cm.
* *
0
gr. mol concentration of compound.
An "extinction coefficient - wavelength" curve is then
plotted on 1 mm. squared paper. From this curve, the curves
In the thesis were traced. The absolute persistence,
jselective persistence and wavelength were all lead off the
<Durve on the ram. cross-section paper.
v
'
, v. • ,
•"•'ft'':
a?:.,,
,
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65.
la addition to the experimental work on the various
organic compounds certain other facts relative to the
absorption in the ultra-violet have "been considered, namely,
absorption due to a blank cell containing solvent along and
the effect of cbubling the time of exposure.
The question whether a blank cell should be inserted in
the comparison beam has not been definitely settled by all
investigators. However, at present, the general trend seems
to be in favor of its use. In order to obtain more informa
tion on this question the following experiment was carried on.
The two beams were euijusted to equal intensity thruout
the entire range. Exposure with sectors setting of .05; 0.1;
0.15 were run with (a) one quartz window; (b) two quartz
windows 1 cm. apart; (o) 1 cm. of water with the following
results:
Sector
Opening
1 quartz
window
2 quartz
windows
1 cm. of
water
0.0
less
less
less
0.05
less
lessi
less
0.1
slightly
darker
almost
eqiial
equal
0.15
darker
darker
darker
It appeared from the plate that the second quartz window
absorbed more light than the first or even more than the
introduction of o cm. of water, relatively speaking. Undoubt
edly the greater part was due to reflection at the surface.
• 4-
66«
The difference is even more striking when curves axe
plot using in one case the blank cell and in the other omitt
ing it (l). When the blank cell is introduced the head of the
band is displaced downward one sector opening, while the
trough is displaced downward as much ais two or three sector
openings*
When one cm. of absolute alcohol was examined, the
absorption was even more striking. The foilowing t able gives
the results:
Sector Opening
0.0
•05
1 cm. of Absolute Alcohol
.less
•1
less
•15
less
•2
less
•25
trace lighter
•5
.35
.
,5
(1) seepage 67.
:
.absorption begins at 2S00 A
»
«
« 2600 A
A
M
i r-.
...less
^
«
«
M
2500 A
M
N
II
2ii-00 A
M
n
n
2350 A
A
20000
'/
u
•M# /I •
I'';-'
/I
f 1
\\
15000
/
E
/
11
10000
1
V
/
V /
r
/
5000
:
//
3000
2500
Procaine Base without blank cell
Procaine Base-with blank cell
^ M
f'
-Tf
6^.
Absolute alcohol shows absorption below 2350 A but when
using a blank cell in the comparison beam the error due to its
absorption is removed#
The second question of doubling the time of exposure
yielded results which might be anticipated. Since the two
(
spectra are photographed simultaneously, the result is the
blackening in increased if the time of development is the same*
If in the case of the plate having double exposure the time of
development is decreased to one half the two plates are
practically identical. The two curves are shown on page 67.
•
Nothing is gained by using an exposure of double that given
on page
so that this table of values was adhered to
thruout the present investigation.
" • • ',' '
KE » •
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1
\V
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1
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20000
. P[-' .JS ' j/II
1
jl5000
toooo
Ij
5000
A
2500
— DIphenyl Exposures single
— i)iphenyl Exposures double
1
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VI Experimental Data
i'l..
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fa) Soxirce of Oompoimds
(b) Ultra-Violet Absorption Curves
XiiX '
1. Esters of p-ammobenzoic acid
and related compounds#
2. Benzene Homologues.
1 litcv,\
^40'
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SP" S '^V iv •* '
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1M.
71
Soiirce of CompoundB
P-affllnoTDenzoic acid, a "by-produce in the manufacture of
benzoic acid by the nitration of toluene, was recrystallized#
1S6-7^C! (0*F^1S7*^C International Critical Tables.)
Methyl-p-aminobenzoate was made from the acid by esterification with methyl alcohol in the presence of sulphuric
acid by refluxing for 5 hours, after which time the excess
methfcl alcohol was removed by distillation. The residual
liquid was cooled and neutralized while ice cold with caustic.
A somewhat colored sweet smelling precipitate of the ester
formed; it was filtered off, washed with water and recrystalized from alcohol.
M.P. 112°0 (O.f. 112°0 International Critical Tables.)
Ethyl'-p-aminobenzoate, was the pharmaceutical recrystallized.
M.P. 90^0 (c.f. 91^0 International Critical Tables.)
n-Propyl-p-aminobenzoate was made from the acid by
esterification with n-propyl alcohol, by the same procedure
as the methyl ester.
M.P. 76^0 (c.f. 7^5^^ International Critical Tables.)
Butesbne, butyl p-aminobenzoate, a pharmaceutical
purchased from Winthrop Chemical Company.
M.P.
(c.f. 56-7^C New and Non-Official Remedies, I926.)
m
• a ;v
^
72,
Tutooaine, /-dimethylamino -
dimethyl-propyl-p-
aminohenzoate hydrochloride, a pharmaceutical purchased from
the Winthrop Chemical Company#
1£#P. 213°0 (c.f# 212-215^0 New and Non-Official Remedies,I926.)
Tutocaine base, /-dimethylamino--dimethy1-propy1p-aminobenzoate, of high purity, beautifully recrystallized
was kindly prepared especially for this work by the Winthrop
Chemical Company#
M.P. 9^-99®C.
Procaine, hydrochloride of p-aminobenzoyl- p -diethylamino-ethanol, a pharmaceutical purchased from H.A.Metz
Chemical Company.
M.P. 155-6^0 (c.f# 156®C New and Non-Official Remedies,1926.)
Procaine base, p-aminobenzoyl -diethylamino-ethanol,
was prepared from the hydrochloride by treatment with ammonia,
drying the oil first formed and after it has hardened, recrystallizing.
M.P. 47-g®0.
Butyn base, /-dibutylajninopropyl-p-aBlno'benzoate, pxepared from the salt by the same procedure as the procaine base.
M.P.
Aniline, prepared by the redaction of nitrobenzene!
Purchased from Merck and Company# Redistilled at a constant
boiling point of
Tables.)
(c.f. 1^4-.ii-®C International Critical
73
Aniline hydrochloride, prepared by molar portions of
aniline and hydrochloric acid, reeling, filtering of the salt.
Washed with several portions of cold distilled water and
drying.
M.P. 197^0 (c.f. 193^0 International Critical Tables.)
Aniline hydrobromide, prepared pxactly as the hydroch
loride except that hydrobromic acid replaced hydrochloric acid,
M.P. 256^0 (c.f.
International Critical Tables.)
StovaStov^ine, hydrochloride of dimethylamino-tertiary amylbenzoate, purchased from Poulenc Freres, Paris.
M.P. IJ^^C (175^^1 New and Non-Official Remedies, 1926.)
Alypin 2-benzoxy - 2 dimethylamino-methy1 - 1 dimethy1aminobutane, purchased from the Winthrop Chemical Company.
M.P. 93^0.
p^Hydroxybenzoic acid, prepared by the alkaline fusion
of p-hydroxybenzaldehyde.
H.P.210°0 (c.f. 210°0 International Ctttical Tatlee.)
Salicylic acid, purchased from Baker and Company, O.P.
M.P. 157-^^C (c.f. 15S®0 International Critical Tables.)
Guanidine Carbonate, supplied by the Graduate Department
M.P. 196-7^0 (c.f. 197^0 International Critical Tables.)
•
'
(if
^ t
J.
4
f:
7^.
Nitroguanidine was prepared "by dissolving guanidine nitrate
in cold sulphuric aiid, and pouring the solution into cold water,
long needle-shaped crystals separated out, and were uecrystallized,(l).
230^0 (c.f. 231°CI International Critical Tables.)
Aramonitroguanidine was supplied by Mr.John F.Williams of the
graduate department who prepared it with Mr. Ross Phillips for the
first time. The details of the method will be published very soon.
M.P. decomposed with explosive violence at 1S5®0.
Cocaine Sulphate, supplied by the Graduate Department.
[.P. 9S®C.
Cocaine Base, supplied by the Graduate Department.
M.P. 96^9B®C (c.f. 9S®C International Critical Tables.)
Dimethyl-p—aminobenzoic acid was prepared from Michler's
ketone, itself prepared in the usual way by action of phosgene
on dimethyl aniline. The ketone was mixed with soda lime and
heated to about 358®C in a retort; after the dimethyl aniline
had distilled, the residue was treated with hot water and
acidified with dilute acetic acid. The use of a retort is the
second of the two methods recommended by Bischoff (2). The
product was recrystallized twice from 50^ alcohol giving white
needles.
MJP. 235-6 (c.f. Berlstein Tabellen.)
p—Hydroxybenzal dehyde by the action of sodium phenolate
and chloroform.
M.P. 115-6 (c.f. ll6®C International Critical Tables.)
/
(1) Tenney, L.Davis. J. Am.Ohem.Soc.S6S, (1922)
(2) Bischoff. Ber. 22, 3^1-1 (lSg9)
ii VI'
75.
Benzene was piirchased from Arthur H. Thomas and Company
and redistilled at a constant boiling point of 30^0.
Toluene, o-^ylene, p-xylene, n-propylbenzene, iso-
^i
propylbenzene, n-butylbenzene, sic-butylbenzene, ter-butylbenzene, diphenyl, stilbene, quinaldine, and p-cymene were
purchased from the Research Laboratories of the Eastman
Kodak Odmpany of Rochester, Kew York.
Ethyl benzene was prepared by the Fittig reaction from
brombenzene and bromethyl by means of sodium. Carefully
redistilled B.P. 135^C.
Quinoline was prepared by Skraup's synthesis from
aniline, glycerol in the presence of sulphuric acid using
nitrobenzene as an oxidizing agent. Carefully redistilled
B.P. 237®0*
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76.
Previous Investigation
Altho several of the compounds studied in this in
vestigation have been previously recorded in the literature,
the great majority were rtm before the advent of the sector
photometer and they were siifficiently important that a need
was felt for more precise data (l).
Benzene has been^perhaps^ the compound most often found
but very often in some other solvent and not imtil very
recently has the absorption in absolute alcohol been reported.
Orndorff, Gibbs, McNulty and Shapiro (2) report 23 bands for
benzene and 21 for toluene. However, the author feels that
they are not justified in doing so since they only have de
finite proof of the existence of six whereas in ,tl|e presendi ^
investigation absolute proof has been IstaADlished. There exist
seven bands. Seventeen bands as reported by Overdorff are only
suggestion and it seems very queer that they do not: record
the seventh band the author obtained very definitely. Six of
the bands Orndorff report agree very well with those presented
in this paper. Anderson(3) has had the same difficulty in
duplicating absorption curves previously reported by Orndorff,
Gibbs, NcHulty and Sahpiro(^) on triphenyl-methane derivatives.
For the non-substituted homologies of benzene Baly and
Oollie (5) give a curve for ethyl benzene showing three bands
(1) For a complete bibliography on the earlier work on absorption
spectrum in the ultra-violet see "Report of the British
Association for the Advancement of Science,p.131 (I916) also
Kayer's Handbuch der Spectroscopic, Vol.3, pp.461 (1905)
(2) Orndorff, et al - J.Am.Ohem.Soo.,50,831-7 (1928)
(3) Anderson, J.Am.Ohem.Soo.,50, 208-212 (1928)
(4) Orndorff, et al - J.Am.Ohem.Soo.,49, 1541 (I927)
(5) Baly and Collie, J.Ohem.Boo.,87,1337 (I905)
'
i ,
1.
77.
at 25^0, 2655 aJid 26SO which agree with those reported in this
paper., They also state that the other homologTies toluene, propyl—
benzene and butyl benzene have been foiind to be very siaiilar to
ethylbenzene but no cxirves are reported.
Diphenyl according to Baly and Tuck(l) shows only general
absorption, while latter Baly and Tryhorn(2) report a band at
a wavelength of 2^60 A. For stilbene Stobbe and Ebert(3) report
a band at 29^0 A, while Macbeth and Stewart (^) report a band
at 2960 A. Quinoline and quinaldine have previously been
reported by Ward
j/
p-Aminobenzoic was reported by Magini (6) with a band at
2700 A. The only other ester of p~aminobenzoic acid reported
in the literature is novocains(7) lowing a band at 2920 A.
The same author reports for cocaine hydrochloride a band at
275OA while Castille (S) states there is a second band at 2330k
Aniline in water is reported by Klingstedt (9) who states
there is one band but does not give itw wavelength. Salycilic
acid as recorded by Purvis (lO) confirms the report of Hartley(11)
in that it shows a band at 2So6 A.
fl) Baly and Tuck. J.Ohem.Soc.,93> 1902 (lSS2)
:2) Baly and Tryhorn. J.Ohem.Soc.,107,105^ (I907)
Stobbe and Ebert. Ber.^,1292(I9II)
. ) Macbeth and Stewart. J.Ohem.Soc.,lll,S29-50(1911)
5) Ward.Biochem.J.,17,903 (1923)
b) Magini.Kayser's Handbuch der spectroscopic.3 pp*^7^*
Nuvo Oim. (5) 6 PP*3^3-70 (1903)
(7) Brustler. Bull de la Societe 0|i®mique pp.1527 (1926)
(S) Castille. Bull.Acad.Roy.Med.,Belg.(5) 1930200 (I925)
(9) Klingstedt. Oompt.Rend.A76, 2^S-50 (I923)
(10)Purtis. J.Cheiji.Soc., 127, 2771-6 (1925)
(11)Hartley. J.Ohem.Soc.,53, 6^1, (ISSS)
•
"
•
-
'
I"
' V
,•
20000
y
i
.
1
15000
•• f-
10000
5000
\1
;• Vv.Vrv
3000
• • •
A'
2500
p«Amino'benzoic Acid
'fv'* '
I>-Aminobenzoic Acid
Absorption
Sector Opening
Begins at
Ends at
Begins at
Complete
30S0
3000
3000
2^2^
2290
2955
2t-90
2275
2900
2525
2270
2862
2552
2260
2830
2590
2255
Noni^
Xs
2240
M
2230
«
2220
?
. f/l
2208
2195
The final dilution was .00005639 M, the plate constant
I7IHO, the cell 1 cm. thioi.
.'1
}•;'
u
vi'j
' v\ . '? S,
^
l"-
'.'V
•SiSSS:W
'M H/'V.
•
.- "-r'-v
-
,
t.
2QQQQ
15000
E
10000
•- • ' •' • . '•;
-;.U 3» (M.-.
.
"
-riVs'r
5C0C
3000
A
2500
Dimethyl^p-aminobenzoio Acid
'••
SU
'."4'.
Dimethyl-p-aminobenzoic Acid
Absorption
Sector Opening
f
0.0
1
1
.1
Begins
at
Ends
at
Begins
at
Complete
-3
...... .,.i-,-.,..,,., •,i.>.v.->,-|.
1
.5
1:t'
I'
I •
1
f•
Ends
at
3520
3^70
i
1
Begins
at
.?•••
3'^30
3320
3350
2900
2S25
2660
2i|-60
3320
2920
2800
2675
SViO
3290
29S0
3220
3020
ZkZ]
Honi»
1.0
2l<-20
tf
2IHO
1.1
1.2
. •.
2't-02
ff
2390
The final dilution was .0007273 H, the plate constant 1,375,
the cell 1 cm. thick.
s.^
'.Sfcli:.;''
.'
" •"
> -'" H
' •!, A" '"'4'
l', •
20000
15000
10000
5000
"
5000
A
2500
Methyl-p-aminobenzoate
Me thyl-p-»aininolDen2oate
Absorption
Sector Opening
•,1
|M
£nds at
Begins
Complete
OwO
•J,i] '1
Begins at
3300
•!
e2
3220
.3
3160
.l^
31^
2l<40
2350
.5
3120
21^70
2330
.6
3090
2520
2300
•7
.g
3060
2550
22S0
30lf0
2590
2260
.9
1.0
3020
2630
2230
2930
2670
2220
1.1
2950
2700
2190
1.2
Hone
2180
The final dilution was .OOOO6357 M, the plate constant 15,730,
tbe cell 1 cm. tliick.
y
.1,
• I':
? Ml
V'>>>
"• \ •
.
• N\
^ Is
"514',
'1 ^
I ,
„1
-J
'' i
I
' <' •
:
20000
15000
1
E
>•
1
\
10000
IJf
i
•1
5000
1
3000
A
Benzocaine
2500
,4..-
25,
' & ,
W /' / , .'4 .
r'C ?
•//" f' 4 ' I '
,4j
4. h.J
Benzocaine
mm
Absorption
Sector Opening
Begins at
0.0
Oomplete
Ends at
Begins at
5
*1
3200
21455
2320
.2
3160
2525
2535
•3
3100
2555
2305
A
30^0
2520
2222
A
3060
2610
2275
....
.6
3030
2625
2260
^4l'
-7
2660
2250
29^0
2700
2232
.9
2950
27^40
2230
1.0
2^95
Hone
2795
2220
i
nil
1.2
*
2215
It
2219
The final dilution was.00007273 M, the plate constant 13,750,
tbe cell 1 cm, thick.
• t t\
A- ^ '%4M4 i f
V I.
'•.
•
/
20000
15000
-1
• • ..,1? "
/
1
j • E«n
1
//
/
10000
j 5000
/
/
i
3000
A
2500
Propyl-p-aminobenzoate
«7.
w'mi
" t4 ' '
'M
PropyX-p-Aminobenzoate
Absorption
Sector Opening
Begins at
0.0
Complete
.1
If
.2
3300
Ends at
Begins at
•3
A
3ISO
2^70
2350
.5
•6
•7
31^
2500
2320
3100
2530
2300
3070
2570
22S0
.S
3035
2595
fi260
•9
3000
2630
2230
1.0
2970
26SO
2210
1.1
2930
2730
21S0
1.2
Hone
1-3
2170
2160
The final dilution was •000053^3 M, the plate constant
IS,6^, the cell 1 cm. thick.
i
V._;>
*
I
,
'
,
,
fJ
'1 f
'ii .
20000
^ 5#. \
15000 •
-.
E
10000
r ' '.
50C0
m
/
3000
A
Butesine
2500
1
f
*, 3
I'
Butesine
Absorption
Sector dpenlng
0.0
Begins at
Bnds at
Begii
Complete
.1
3210
.2
3130
2k-30
2390
.3
3155
2^20
2360
3iho
2515
2340
.5
.6
3115
255)
2315
3110
2520
2220
.7
3075
2600
2265
3035
2630
2250
^'1 .9
3005
2650
2230
1.0
2920
2625
2215
2960
2730
2195
2770
2120
;
Ml
,X.1
''!
1.2
;;:;
2930
:;' 1*3
|-
None
11
'*
2165
The final dilution was .00009326 M, the plate constant
10,700, the cell 1 cm* thick.
.• -
_.2000C
P'
15000
E
-\
10000
• •.
•
j
/
m\
/
f
-•
/
•/
/
FiOOO
/
'V
^
•
3000
A
Procaine
2500
"V.^ ^." • ;\
fc#:M
Si.-,-:»2^-:a,s;.
M'-rv
wm^
Tf. A r *
91.
Procaine
Absorption
Sector Opening
Begins at
Ends
•
Complete
3320
3330
1
3270
,1
3320
2kX'i3
3190
2k-93
3170
i 25^^5
3140
3120
2570
2610
3090
2640
3070
2675
3040
2720
3010
2750
2950
Hone
tl.',
X
,'
f
.
2160
,
ii.
# -<fV
^ h'
\'
r.i<i
}.
vV
-i
••J!
%/f
i'i'
\ 1'
The final dilution was .00006l6i|- M, the plate constant
16,320, the cell 1 cm# thick.
•w'J
4 )
2S30
. x.
It"
Begins at
"A fk
;s ;
hU, ->7'
•
20000
15000
/
J
E
/
10000
/
5000
/
/
3000
A
Procaine Base
2500 .
93-
Procaine Base
Absorption
Sector Opening
.
Begins at
0.0
A
I
Ends it
Begins at
,/»p|
Complete
32SO
•!
''' *' *1
"1
.s
.2
5200
2^1-70
2^^-10
*3
T
3160
2535
2330
A
3150
22S5
t i; L-5
3130
25^5
2615
.6
.7
3110
2635
2255
3090
2665
22^0
3070
2700
2215
•9
3030
27l|-0
2200
1.0
3000
2190
1.1
29SO
2770
2gl0
1.2
None
•I
'
il,:
2275
21g0
2170
The final dilution was .OOOO5S59 M, the plate constant
17,070, the cell 1 cm, thick.
7
I
'"i
^
i
^ if
'nm M
• WA'
^M,V, ' 'I..
i
X:
^
i
7. f;
*<7* 4»
i
1
!vL.
:i|»
Mi
'M
lifi
t'r
20000
• i
.1
\
-
\
15000
N
\
/
1
E
/
10000
/
1
'>5. Iht,
5000
I i u.
-
''i'r
1
/
\
2000
A
Tutocaine
2500
/ '
95.
}'// 1.
f
Tutocaine
ATDsorption
Sector Opening
Begins At
Ends it
Begins at
2'1-60
2360
2530
2305
2565
22SO
2598
2630
2270
2675
2750
2780
2250
Complete
3270
3190
3110
• -.• %
30S0
T"
3150
f
-J- ;%
3060
30U0
2980
Hone
.,
2260
22iK)
2250
2220
2200
2IS5
The final dilution was .0000^-195 H, the plate constant
23,250, the cell 1 cm. thich.
I
? ® i\ V
^
, ^
s
f
'
(
> -i
J!".'.
t
*V*. «
,•
» rt.*r • <J
'<•
v"--
K
,%>
' \1
.
20000
J.-
' 1
- r-:
•
.
15000
•s
s
^
/
10000
\
/
y
1
1
f »vB
^'
5000
'
j
1
' h"'
1
/
3000
A
Tutocaine Base
2500
97.
Tutocaine Base
Absorption
Sector Opening
Begins at
0.0
Complete
Ends at
Begil
.1
3200
.2
3160
2500
Z5hO
•3
3150
25it-5
2325
A
3130
2575
2315
I'i. *5
3110
2600
2300
j - .6
3090
2630
22g0
3060
2660
2265
3020
2690
2250
.9
2973
2710
2235
1.0
2940
2760
2220
1.1
Hone
:l;.
f.
1
.7
1.2
t
1.3
.
'
J
/,
i
V
22X0
n
2200
tf
2190
The final dilution was *0000656 M, the plate constant
15,2^, the cell 1 cm* thick.
'-h'l- >v;
vr '' >.
S -.i h
'msi
i'
'f'. MA
Wf'
W:
20000
15000
10000
5000
3000
2500
Butyn
99.
Butyn
Absorption
Sector Opening
Begins at
Ends at
Begins at
Complete
'"f ''
i
i',
•!
'f
I i
2^^-70
2i4-00
2520
23^0
2560
2300
2610
2270
2650
22^
2700
2230
2760
2220
None
2200
2190
The final dilution was *00005005 M, the plate constant
19,550> "the cell 1 cm* thick.
I r I 'J' A f
r
I
. A
1'"'
r •
^ »
V t
.....T-X-i,,- .V...
N
„ Tiji...
I
•
' -
/
-
\'
20000
-
!;"'- • , -«:.•* •
•^•%.- • ;;•• • •-.
'• •'. •
^ ', -
.
. '
j
1
isooto
/
•AZ-
r
S
,•
10000
/
i
1
• .%,• ,-. # • •
1" f" J. ' "'
\
1 ~ L fc'tl
•" '.
.'i
5000
\
/
/
yrf
• • • • -•
•
3000
A
Butyn Base
2500
'
101.
iiiiiiiiiiww
Sf,U
^ 1./^,
«f..
tit-mis'"
^
V
Butyn Base
»
'•"r
Absorption
Sector Opening
Begins at
0.0
Complete
i'
Ends at
Begins
.1
N
.2
3300
.3
3250
2^60
2380
.1^
3200
2510
23i4-5
.5
3170
25^2
2320
31^0
25^5
2295
3110
2630
2270
30S0
2650
2255
.9
30^0
2700
zzko
i
1.0
3(D10
2720
2220
^
1.1
2970
2760
2200
29^
2S05
2185
1
•
-7
'f
' ^ 'I
•f,.v
1.2
' f;
-
2160
None
1.3
•'# ,
Tbe final dilution was .00005^^
M, the plate constant
17,100, the cell 1 cm. thick.
•t?'' :•
is
i.
r i/t
,
, ni' I
„• '
>4. V ^f /
%
^ '^v: '
'if
Z
. ^
i
'' '
<Z, \'
> , >;•'! 'J'
'
;
w^'' ;•'
i,-
*
rntiirrs
-iv," V^'' v'V .-'V;
'it;'"''.-'fV": •
!•
•, v;;'^v >
$s aA«a
^ 'Sf.'is{>.s
if-
-^' • .1
.(\l f
iji
€fiL^c/d^
giaiaaijC XCJ?®©
Cl a^^iqae.'O;^ ^ i.'
D
xx
4c.
\ ^cs
Ayf
. • \'
/
;•/'
; J
t
0.0
,•
I.
!
oef, I i ^-s.
DaZ2
.:•• ••'.
•'.'/ • '• r
ox®
Wil 1@
-li.
•Of.
4^
tf
J) '2ess
c^iZ ,,-/,•
'-J /I; '"•'•,?•
WF 1^'
'-"
eags
ocas,
Ull
O^dS
oscc.
Ofel G~ 0^ CCYS
\i ! •"
CSSS
Q • 'GSTS
040C'
1 OT.f.
;: ^ '' ??s.
ocss'.' ,
1^"
o'
I!
oSis
,,-
? ,-'
•. ,
z^-
. 'O
OIIJF >•-
^ a^r;
5SXS
.3,
-o
ov"
/' 1 '
, >ly^
.J./ *«='
..•.••Yv'.
• • •
v^'i G.X
'• • ••i.i'
A.
X
K*
\
i f
im^mtov $miq ©ii|
I.'
#iif
' 'k '
ioiri# .Jsa X.Ii|99 eifj- ,OCi.YX
r
I( .'
r
'•' y
'A
'
'
W
1
'•
\ '
Z
:'
'
'
M U
• r
/
., i'.'
'
„
'•
'
mM9XI$M9WmX'
i
-
f;.':
r'r
.'.
''V-iti'
,
r'
.1':/,nx
'j •'
A-'.4'4Z'-
^%^:t mtPf'
' ',. \ •• -yk
25000
/
• - •'
i
20000
•
1
•
'
>
." -p
E
».
1
%
1
15C00
'•
• • X -.yk:' :
••••••.
,
\
J
1
1
10000
'
3000
A
2500
P-Hydox^'benzoic Acid
.
.1. r
103.
p-Hydroxy"benzoio Acid
.•',
Absorption
Begins at
Sector Bpening
Complete
Ends at
Begins at
2310
2200
2355
2175
23S0
2165
2J4-45
2160
None
2157
2155
2152
/ ,% ^ •;
2150
The final dilution was .0000'tS26 M, the plate constant
20,720, the cell 1 cm. thick.
'
<'
I
' • y' ' •
'•
s
' 4.'"
'*
it,•
.Cv ^
44• ' '"'l
\4
• '>f
. ..
"
20000
V.i'..4;
15000
E
^4
10000
• #,
5000
3000
A
Salicylic Acid
2500
V
^i
^
J
^
'''J
v., V,
/ f'' ;
'' r
•'
X
105,
%!^' !';" ,
' '
1
Salicylic Acid
f :
Absorption
Sector Opening
Begins at
0.0
Complete
Ends at
Begins at
i ': '•
1 5 ,*
.1
3360
.2
3ZkO
2610
2520
•3
3210
2698
2i)-95
.M-
3190
2720
.5
3150
2770
24-70
.6
3130
2800
2460
.7
3095
2830
2450
:
.S
3080
2850
2445
I?'-
•9
3060
2880
2435
1.0
3050
2910
2430
1.1
Hone
2422
1.2
tt
2418
1-3
w
2410
}
!
' • *1
i i'',;)#
The final dilution was •OOO2S9S M, the plate constant 3A50>
the cell 1
thick.
\''
<)> 1|V
3
s4 '
^ 5
«,
•ii
-
^
• •- : -•N< • •-••
•• •.- . •" v.
,20000
,, ,
_
\^y
. ,
. .•„
;
. . • , *• A • - , • : :,. • . .
•#«.,•: •
•••."• :.' •
, , '•,•#! .
•••.'V.
15000
Hf
t C)--
E
if
'
4"- -. >
., . z,:' •
10000
•' " '.Ml ^ti'LVt%%tyn #
A
tl
r
5000
1
3000
A
Oocain« Sulphate
2500
'
.
107.
MV 'Ji,'J-/%.>
'1
'
< •!-
**wfronp!*i*'»>w
'y^i^
Cocaine Sulphate
Absorption
Sector Opening
Begins at
0.0
Complete
.1
2900
.2
2870
•3
A
2840
Ends at
•••Vj
• f.
26k3
278O
.5
.6
2570
Hone
25^5
If
2535
.7
ft
2525
.8
tt
2520
•9
tf
2510
1.0
«
2505
The final dilution was .000^236 M, the plate constant 2,^15,
the cell 1 cm. thick.
ii
,4'
-•
•<k
%'r ff
4 '\]r
,v
WW**
'1,' ?'
/
('
'
A>'
<1
,h f
"• A'*
>\.
^ ^
/
i- '
f"*
\
1 i, ' i
^
-
4,'«W
45*"fl.' t? M),
f f
4 1 W. t
'
i,'
X
"rt.
,-
X
^
t
'm
Begins at
'.,'V,
20000
15000
E
/
10000
Si ' 3;,'.
.
it 4.^Xi. if I.
• r
\
mt.%:
5000
3000
A
Cocaine Base
2500
:; • I
mm
109^ i
Cocaine Base
Absorption
Sector Opening
Begins at
0.0
Complete
j.^ .1
I';
•5
A
'
Iv
|.; *5
;
.6
Begins at
2230
2630
2535
2790
2630
2570
It
*2
•|- •
Ends at
2935
2900
2260
•
Hone
•7
.g
.9
2560
N
2560
It
25%2
1.0
8530
The final dilution was ,000523 U, the plate constant 1,390,
tbe cell 1 on. thick.
> I
<'•> -<1, "4'K
i
^
'I.
•P'
•;•'•,-IK
' t
V'
-
4 I
\
'
,
h-H t
I,
mi
.1'
-
20000
15600
E
10000
i r-4t...i. d1 l-U11m
S &•!
^
v%;X ?i
-
5000
3000
A
Alypin
2500
~m
'•U '
>
/ ^
t
•-<rm
Al]^in
r^'
^
/
J
Sector Opening
Begins at
0^0
Complete
I
•^/ •
J
.1
2960
f .2
I
2920
•3
A
2S9O
.5
.6
2S20
111.
fir
I
Absorption
Ends at
:y\; • •
2S5O
v'•'
2675
Hone
n
•7
.g
Begins at
2535
2570
2555
23kS
:®ilf
.9
2535
1.0
2525
s|ii
, III
«
,
j
li
ii' ?r'ii
The final dilution was .0005755
the plate constant 1,730, •
the cell 1 cm. thick.
'r
'i
:3i
tea
>•1
•I
•;'(
V
• ^:
h te
'
,
.V,:
!i
,!:li
..'•.•I
's •.' ' ' ^ v¥.>^ ' >' 1'
jt' ' l'\
'A i
'•*m
>
\ \'
•'•'
h 'te
'.
ii
f'>l
'ivki'.v,
.'Av
Sifis
^ilM
?W5
'J
20000
'•0- : iH'
•n^'- f^i**,-
15000
E
10000
5000
3000
A
Stovaine
2500
113
r%.
Stovaiiie
Atssorptlon.
Sector Opening
Begins al!
0»0
Complete
.1
Ends at
Begins at
2950
.2
•3
2900
.It-
2275
.5
2Slt5
.6
2gl0
.7
2790
.g
Hone
ft
4
I
*1^'
2660
" ^
25S0
2560
.9
2550
1.0
25'iO
The final dilution was .OOO6276 M, the plate constant 1,593,
the cell 1 cm* thick#
. *i "
} .. ' r f-}
- * it'
l,t^
1
^
^t
»'f
'
f- .
i/,,;„.*,.
3000
G
^ .-K
A
%::k
2500
Guanidine Carbonate
115.
Gtianidine Carbonate
Absorption
y
Sector Opening
Begins at
f
0-0
Complete
•ft
'A/ •
i
V.
tJ- „
i
4^' "'
.1
3250
.2
2900
•3
A
2770
•5
.6
2330
•7
.S
2te5
2iH0
.9
2395
1.0
2380
1.1
2370
1.2
2360
•|
2620
2^50
The final dilution was #11111, the plate constant
9, the cell 1 cm. thick.
^
v\ >
Mv ..f •
: ,,k.
S-! .>
•• V
^
•
' ,s
r i
vkk&"t.<, ji.l:, ,••
,fv
:; '
•
'9 i-'-"-
. '/•'" "'• • •
20000
^ .4
JV
tC
. '
15000
'•9-
•
•
• "S' " '
;r6 '
-w
•"
,t
. •
•
'--W'..
10000
\
f
' .
•v:
1
1 •'
5000
'
if
•• ••
:• :;.
...
' ' •
'
'
i
3000
A
Hitroguanidine
2500
117.
Ki tr ogxisoiidine
fW' ^'rs(' f( t-*'^«If
Absorption
Sector Opening
Begins at
0.0
Complete
.1
3965
4
#2
2905
•1
.3
A
2&60
Ends at
Begins at
2825
24-10
2270
2S10
244-5
2260
.6
278O
2480
2250
.7
2760
2510
2235
.&
2714-0
2535
2225
.9
2720
2555
2220
1" 1.0
2695
2585
2210
•5
•
i2» # 3»
.yA.... .
'
J't ••
/
*'
;
2200
]^03ML0
«
• 1.2
• 1I-• '
1
2195
The final dilution was .OOOO7692 M, the plate constant
13,000, the cell 1 cm» thiclc.
':^v
:,v.^l .,••
;••.• :•.. •.; ,'i; • ..
\ .
.'. .
.
:• •
..•ul:
i., 11
' ?; / \
f,
f '•,
' 'T'l
Vr.
i'.v
... . '••• ;.vV%'
; ,
J
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, 'V ;
''
1
X
I *•>!•, " *
.
I.
^
i/j
^
: i\
• "tfc.-tt' •
'y*' V
» sHV> 1 f W.^i'SW
IVvC
|l ' 1
I.' \'' '
J
>
.\j, 5l'4" %iA.i\\t.-hil:
'
200000
-
15000
ti
B
•• . .
/
JO
1
Sfc •
10000
V'
^-V
"
5000
3000
A
2500
Aminonitroguanidine
rnmrnum^
''•if. •"- '4 -"".I
'• 'Z*^ 4(, •#( ^,A "«
WmJH ^v
Aminonltrogaanldine
. '• / ,
ATDsorption
Sector Opening
Begins at
0.0
Complete
Bnds at
Begins at
.1
M
.2
3000
.3
A
2925
.5
2^k0
.6
2SI5
11
2l|-70
2335
.7
2790
f
2500
2310
.g
. '^:
2770
j
2535
2280
.9
27^0
/
2560
2260
;V'
'A
!> '
i'/
2SSO
f
aMw
-( p ^ «iv'
2370
1.0
''i
2710
i
2580
22lW
1.1
.-I'V'"
26SO
I;
2610
2230
€200
ITone
1.2
The final dilution was •OOOO6723 M, the plate constant
'fWf&fgii
li|-,SOO, the cell 1 cm. thick.
'\
•i'' ,
*
'•' X;
" '
'KX •
•• .•
a; ,.r-,:. ••
•:!s
,
^ I '" •;' '
•
.'•
*>•'
•v
1
1
2000
.; ^-1
• '• •,. • •'^. • •' • •
:
•.•• •' •
f ';?/ •
1500
E
•..r - • . • •'
/
1000
•
\
1
•
•; ^#11 1 kMp
500
'i
3000
A
Aniline
2500
121•
Aniline
Absorption
Sector Opening
Begins at
0'»0
Complete
11' •!
•'• it"'
f
M
i:i
•;
i
{
!•
3020
*2
2975
.3
29^3
.5
.6
•7
.3
.9
Begins
Ends at
' '^1
Ay. %'
25l^8
2915
2580
261K)
2520
3865
2695
2505
2825
27^10
24-90
2480
Hone
2472
ti
2465
2455
H
1*0
Tbe f iiml dilution was •00004-132 M, tbe plate constant 2,252,
the cell 1 cm* thick*
-I
J
1,
\\
' '
<
\.
'w
*,
'\
\
%* •
li:i*
i
V1 *
'<5-
' \ V'
,.i
' *1*'
'.
l",
4""
h'
:K>f' ••
«
?
' ""I >
Lit"'. .
i
V '
^ Ix'j'IJ
^yf^v
* •*-
2000
1500
•
V i ,g
"Bi
('.'•rS,
r1l
1000
_.fk
i" \
lii l.vit
. >
n
<
*
.
ili
500
3000
A
2500
Aniline Hydroohloride
!(•
123#
Aniline Hydrochloride
Absorption
Ends at
Begins at
2910
2705
2610
2g£0
27^5
2570
Sector ftpening
Begins at
0.0
Complete
3060
3020
2940
••I:
IT
Bone
2525
2510
.7
2'<-95
f
• IS
21J-75
21J-62
1.0
The final dilution was .OO279 M, the plate constant 352,
the cell 1 cm. thick#
.v.U'r
y
•'
"A?' KiA'.:
.yJiW'
, ':
•I'ih .'-y.
.'
''.A . •-.
2000
."'V"'"'.
1500
^
-
«
''A-••
7
, '
E- ,
>, V
'
.
.
1 000
1
'
—
560
I
..'v-
»,• ' .
i
•
3000
A
2500
Aniline Hydrobromide
;
125.
f. <:/
..a
t/ y;-,'i( l:
Aniline Hydrobromide
Absorption
Sector Opening
Begins at
0.0
Complete
.1
It
.2
2S90
.3
A
2S10
Ends at
Begins at
: 4^
as'w
2680
2l<-82
Hone
.5
•6
,W'
2l|-60
H
•7
A
A
2^25
1.0
2390
211-10
2'«)0
\ -.t
The final dilation was .OOllil-9 M, the plate constant 87O,
the cell 1 cm, thiclc.
1:;
.r
fr
%
)
.>.;
I iti J
• i'
J!
V.
."tp,,*;:! v."m ' ^
.
/iT<
V
t
. ti ^
II
K • .-p.
^
. tc.
J . ^
N"
^
#k(
AiW
*
.'ii! '' .
> ": *,
mm
20000
15000
•
•/
1
10000
1
1
•inkl
5000
1 • -: •
/
:
/
\
3000
A
2500
p-Hydroxybenzaldehyde
X '
^
127.
p-Hydxoxybenzaldehyde
1
^ *9r '• -1
'
AIDS orption
Sector Opening
Begins at
0.0
Complete
Ends at
Begins at
.1
.2
•3
3120
30SO
1;
L.. .5
f
.
3050
3030
'
3010
• i'- .s
29SO
1''
.9
2950
i
1.0
2900
;/ , • la
None
• i
ti
1.2
The final dilution was ,0000^9^^
plate constant
20,S00, the cell 1 cm. thick.
i\
'*1^ ife
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Band
p-Aminobenzoic Acid
2710
llSOO
9700
Dimethy1-p-Aminobenzoic 27^
Acid
3130
1000
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Butesine
2S3O
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15100
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2900
20000
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164-00
l4600
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21S00
15600
Procaine (Base)
2900
I9SOO
15900
Butyn
2S65
21000
13500
Butyn (Base)
2S60
21700
17200
Aniline
27SO
14-30
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Aniline Hydrochloride
2SI5
230
110
Aniline Hydrobromide
,2735
320
100
Stovaine
2730
1300
Alypin
2750
1100
350
400
p—Hydroxybenzoic Acid
2500
17300
13900
Salicylic Acid
29^5
3SOO
3400
Nitroguanidine
2630
llwoo
9700
Aminonitroguanidine
2650
16700
10700
Cocaine Sulphate
2710
laoo
400
Cocaine (Base)
2725
1^0
600
p-Hydroxybenzaldehyde
2S^0
21900
19400
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Toluene
r. .
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Ethyl"benzene
51
2530
132
77
2^70
112
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73
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55
16
2690
8
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166
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220
150
111
36
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2335
32
2675
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196
2650
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2630
356
102
261»-5
326
396
52
82
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Selective
Persistence
105
Benzene (Water)
Benzene (ATDS# Ale.)
Al3solute
Persistence
3k6
2675
360
130
Z&^5
318
52
2590
376
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2530
356
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iso-^Propylbenzene
267O
N-Butylbenzene
sec.-Butylbenzene
ter,-Butylbenzene
Absolute
Persistence
332
132
286
60
2590
352
72
2520
312
2660
328
152
261«.5
260
50
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46
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263
72
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346
120
2530
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110
2675
310
26ho
344
95
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138
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2535
4o4-
2740
530
256
2690
524-
142
2655
510
98
2600
455
43^
2710
520
132
2680
460
86
2620
486
84
2570
435
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Absolute
Persistence
Selective
Persistence
Oompoimd
Band
p-Oymene
3730
si+o
5IK)
3670
6i)-0
130
2614-5
625
115
2600
5140
Diphenyl
211-60
26200
9700
StilPene
3110
39200
114900
6700
3I400
1?
Qulnoline
3050
Quinaldine
900
3000
6100
1200
2700
6200
2000
3020
5000
650
3025
5200
10140
2950
5650
500
2755
5750
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3160
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166•
Before going into a discussion of the results obtained
in the investigation it might be well to stop and consider the
mechanism of the absorption of light. When light enters
solutions of organic compounds in some cases a particular band
in the ultra—violet region is absorbed while in others there
is only general absorption. Hartley has stated that only
aromatic compounds show selective absorption, infering that
alephatic compounds do not. However, the author has demon
strated that aminonitroguanidine and nitroguanidine show even
more selective absorption than such aromatic compounds as
aniline. At present we shall concern ourselves with those
compounds which show selective absorption.
The light as it goes thru the solution causes the solute
to change its molecular or atomic structure. The energy re
quired to do this is fiirnished by the light of wavelength
corresponding to the band of absorption exhibited by the
particular compound. Since each compound gives bands at
different parts of the spectrum, it seems possible to assiame
there is a difference in this rearrangement caused by the
groups found in the molecule of the compound.
Since the tautomeric form which the molecule assxmes due
to the passage of light is very unstable it slips back easily
into the form as we generally think of it as being in. In
so doing, energy is liberated in the form of light but this
time in all directions whereas the beam which passes thru the
solution has one direction. Then if given time this light
will eventually darken the plate to the same density as the
167.
comparison and thus the "band disappears. The gradual increase
in "blackening can readily be seen in the plates of benzene.
In this type of work the point at which absorption begins is
relative, but since the comparison is always of the same in
tensity, as regulated by the sector photometer, this value
remains constant. It should be remembered that this tautomerism
takes place only when light is passing thru the solution other
wise they would be self illuminous in the dark. The absorption
of light is comparable to the vibrating of tuning forks when
sound wave of their frequency impinge on them.
It seems possible that there are two different types of
tautomerism involved, one molecular and the other atomic.
The molecular tautomerism giving rise to the broad deep bands
such as we have in the case of the p-aminobenzoic acid and
eaters; the other, atomic tautomerism as shown by benzene and
its homologues. It may be there is atomic tautomerism in the
p—aminobenzoic acid bodies but it is overshadowed by the other.
With this idea in mind we shall try to jiistify the
absorption of the organic compoimd under investigation. Before
going further in the discussion it will be necessary to define
two arbitrary terms, "absolute persistence" and "selective
persistence."
Absolute persistence is taken as the height
of the band as measured in molecular extinction coefficient
E, the ordinate in the absorption curves. Selective persis
tence is the difference in molecular extinction coefficient
between the peak and trough of the curve or the distance
V
L
I6g.
thru which the compound shows selective absorption.
In the case of p-aminohenzoic acid and esters a tautomer
can he formed hy assuming the shifting of the hydrogen of
the amine group which is para to the carhoxyl thus;-
c-oH
It must he remembered that there are very few of the
molecules formed as represented on the right hand side of
the equation. Once they have formed they revert to the left
hand side*
If the hydrogen of the amine group is replaced hy
the methyl group (page ^0) the selective persistence drops to
about one tenth the value given hy the unsuhstituted acid#
p-Hydroxybenzoic acid (page 102) also shows remarkable
selective persistence and the tautomerism can be represented
thus:-
'lit44
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However, in the case of salicylic acid (o-hydroxyhenxoic
acid) the selective persistence becomes 3^0 as compared with
13,900 for p-hydroxybenzoic acid. This can be explained by
the fact that para bodies are as a rule more reactive than the
corresponding ortho isomers.
p-Hydroxybenxaldehyde can be e:^lained on the same basis
as p-hydroxybenzoic adid. While the latter has a selective
persistence of 13,900, the former has a selective persistence
of 19,^0. This is xindoubtedly due to aldehyde group in place
of the carboxyl.
Alypin and stovaine at first presents a difficulty not
only beacuse of their complexity but also from the formulae QS
we conceive them offer no tautomerism. However, they both con
tain asymetric carbon atoms the rearrangement in the orientation
of the four groups abodt the asymetric carbon atom which give an
absorption band. Whatever the circumstances the rearrangement is
not great as both show little selective persistence (pages 110
and 112). At one time we might have all four grol^ps lying in
the same plane and at another two in a plane but at right angles
to the other two#
170.
o
i(
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\
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d)
K
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A\c H^ - '^(cf^sli-teS
\ /
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<^2H^'
Alypin (1)
Stovaine (l)
Aniline and its salts presents a still harder prohlem
than did alypin and stovaine. We might expect from aniline
a curve very similar to benzene as aniline has only an amine
group in place of a hydrogen. It appears that the nitrogen
exerte enough influence on the rest of the molecule to change
its absorption considerably, nevertheless, there is this
possibility as Watson(2) suggests, that color is possibly due
to a hemiquinoid structure. If we assiime that this is possible
and this assumption seems logical, we have the following re
arrangement:
i
fi-
(1) Henery. Plant Allaloids
(2) Watson. Colour in Relation to Chemical Constitution, pp.3-^*
iil
'M
4
171.
Giianidine, nitrogxianidine and aminonitroguanidine form
another very interesting group,
Guanidine carbonate shows no
selective absorption in the ultra-violet region, and requires
a very concentrated solution to even show general absorption!
Whereas aminonitroguanidine and nitroguanidine show respectively
selective absorption of 10,700 and 9,700.
Kitroguanidine and
animonitroguanidine both are capable of undergoing rearrangement
as f ollows;
NH
d^NH
\rH-i'NO,
Nitrogtianidine
i i
c
•/VH'NO
fi
Aminonitroguanidine
It will also be seen that guanidine
c
/>//4
cannot under-
go such a transformation and hence has no selective absorption.
In regard to the absorption of benzene and homologues
the author favors the idea of Baly and Stewart (l) in prefer
ence to the electronic conception of Fry, The hypothesis
(1) Baly and Stewart. Trans.Chem.Soc.,^7, 1335 (1905)
172.
of tlie latter held the homologues of henzend which were in
vestigated in this work should show seven bands just as did
benzene. Even chlorobenzene and bromobenzene show seven bands
similar to benzene. The molecules of methyl benzene and ethyl
benzene are no heavier than chlorobenzene and bromo'feenzene but
only show four bands. The idea of tautomeric rearrangements
holds better for the higher homologues of benzene than does
the electronic idea. As the benzene molecules has the methyl,
ethyl, propyl and butyl groups added it is less able to go
thru all the tautomeric changes that benzene did and so show
only four bands instead of seven. Benzene in water (1) shows
only five bands undoubtedly due to the inhibition which water
offers to the rearrangements.
The introduction of the side chain offers a resistance
to the rearrangement in the ring and as a result instead of
seven bands only four are present. Possibly the great draw
back here is the fact that we do not have an adequate idea of
the constitution of the benzeme molecule. Even with all the
theories on the subject there is still something lacking as
to its internal mechanism as displayed by its absorption
spectrum in the ultra-violet.
On the question of benzene homologues Baly and Collie(2)
state: "We may consider first the spectra of the non-substitu
ted hydrocarbons of the benzene series, in which a single
1/
See page 12S.
^
.
Baly and Collie . J. Chem.Soc.,87, 1357 (1905)•
173
hydrogen atom has been replaced by a saturated alkyl group.
It is probable that the motions of the benzene ring are less
disturbed in these compounds than in any other type, for we
have the single hydrogen atom replaced by a group that is
neither acid nor basic, but neutral, or as we would prefer to
call it, prefectly saturated. We have examined the spectra of
toluene, ethyl benzene, proply benzene, butyl benzene; and find
the spectrum of all these almost identioai.
Diphenyl and stilbene are interesting homologues of
benzene, altho quite different from the rest because they have
two benzene rings joined at one point. Still more interest
ing than that is the fact that they show one large band with
considerable selective absorption(l). Kauffman(2) suggests
a combination of Dewar*s and Kekule formulae for diphenyl.
f',
Dewar
Kekule
Diphenyl
The one band exhibited by diphenyl and stilbene can be
explained by the following eqiiations.
.'.V
I,
• \ "t' f?
|lj See page I5I.
Kauffman. Ahrens VortrS.ge, pp.^5-50 (1904-).
I,.
"V
The vibration of the benzene ring as previously e:^lained may go on but are over shadowed by the above rearrangements
and are not recorded because the single band of diphenyl and
stilbene are exhibited at much higher dilution than that at
which the bands are obtained from benzene.
p-Xylene and o-Xylene also show the same four bands as
did the other homologues of benzene, but they have a greater
selective persistance. p-Xylene shows greater selective
absorption than o-Xylene as shown by the following table.
Again strengthen the statement that para derivatives show
great selective presistence than the ortho derivative.
Band
o-Xylene
p-Xylene
1
132
365
2
S6
IH-2
3
&k
k
33
^3
<9
i/r
r
p-Oymene another benzene derivative gives fouf bands very
similar to the Xylenes. Quinoline and quinaldine show bands
slightly different than the other benzene homologues. True
enough they have the sharp narrow bands characteristic of the
benzene homologues but in addition there is a broad shallow
band (l). Also the absolute and selective persistence of the
(1) See pages 157 and 159-
.
175.
bands is about ten times that of the other benzene homologues
Quinaldine shoi® a shift of its band to xjiscr.>€^.
Band
' jj.'' ij
,
.'
Quinaldine
Quinoline
3160
3130
30go
3025
3050
JQQQ
2950
2700
> f!
' f
<
2755
5
In addition to the above theoretical discussion it might
be well to see whether selective absorption is a constitutive
or additive property of a compound. This can be best studied
in the p-aminobenzoic ester. The following table brings the
necessary data together.>
Compound
Mol.wt.
of group
p-aninobenzoic acid
Methyl-p-aminobenzoate
Benzocaine
Band
Difference (2)
2710
15
29
Propy1-p-am inobenzoate
-
2830
4
2850
Ito
2830
120
Butesine
67
2850
1^1-0
Procaine
100
2900
190
Tutocaine
111)-
28l)-5
135
Butyn
133
2860
150
* "i }\r
•^§ t-
(2) Difference as taken from p-aminobenzoic acid.
ia
•H',
.•
r-
176 »
'"•If
The difference in \wave-length of the esters from the
acid is not a fxmction of the increase in the eiter group.
Therefore, it seems teasonahle from this data to believe that
absorption in the ultra-violet is not an additive property but
rather a constitutive property. It should be noted that all
the ester has their bands displaced to the longer wavelengths
with respect to the acid.
In the c ase of the benzene homologues the f ollowing
table gives the data. The band selected to detect a shift in
is the first one except in the case of benzene where it is
the second one.
Compound
Benzene
Mol.Wt.
of group
-
Methyl Benzene
15
Ethyl Benzene
29
n-Propyl Benzene
iso-Propyl Benzene
1^3
nf^Butyl Benzene
67
sec.-Butyl Benzene
67
67
ter.-Butyl Benzene
Band
Difference
2605
-
2675
26S0
26S0
70
2670
26^2
2620
2675
75
75.
65
77
75
70
Here again the increase in the Side ohaln does not
an increasing shift to the red altho it is further to the
red when compared to benzene. It should be noted that the
isomers are different in themselves, the straight chains compounds
/
(1) Difference as taken from benzene.
177.
"being further to the red than the forked chain ones. There is
another point which should be noted in passing and that is, as
we go higher in this homologous series the last two bands become
broader and increase in selective persistence. Possibly if
we went high enough they would fuse and as a result there
would be one large band.
m
\' ,
'
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h ''k'j/i.'i
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V "l Nv'^
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•' '
V.
':i:l:
''• •
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: • -'/
'.ft;;'•:••:• ,ft'.':;ft-'
rji.
r:
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, ft '
^ V .:t .'/,
\'/.ft:.ftft:
ۥ' .
O>:K >?••;..'• ;;.'
ft|^ftr^,ft';(;ft.ft.'ft;ftft:.;ft^
ft;;ft:;; i'/'ftftftftftftft!;
'I w-".. ."li:','.';. ;ft..':
'••A.
Vft.,.
••ft!'ft'';ftft"ft::::
''m: •kky^ kWk
• ,ft
VIII Siaimnary
%- ift;. ,
u
.'V ft.
^ .
..<
:
''ft ' ... ,A....„>
' :
ft
ft , ft-'ft.-
'i •'
.'A •-:••;
'kk'-'V:'.'
• ' , '•
:
^•fti;;.ft,.ft.ftft;ft'ft;ft:
X ft ft'
.
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T;"\ft
179<
Siammary
!• The absorption spectra in the ultra-violet region
have been reported for the first time on: benzene, dimethylp-aminobenzoic acid, methyl-p-auninobenzoate, benzocaine, npropyl-p-aminobenzoate, butesine, tutocaine hydrochloride
and base, procaine base, butyn sulphate and base, alypin, phydroxybenzoic acid, guanidine carbonate, nitroguanidine,
aiamonitroguanidine in aqueous solution^
2. The follring absorption spectra have been repeated
using a more refined method: p-aminobenzoic acid, procaine,
aniline base, hydrochloride and hydrobromide, stovaine
salicylic acid, cocaine sulphate and base, p-hydroxybenzaldehyde in aqueous solution.
The absorption spectra in the ultra-violet region have
been reported for the first time on; n-propylbenzene, isopropylbenzene, n-butylbenzene, sec-butylbenzene, ter.-butylbenzene, p-cymene in alcoholic solution.
The absorption curves have been repeated on the
following compound using a more refined method: benzene,
toluene, ethylbenzene, p-xylene, o-xylene, diphenyl, stilbene,
quinoline and quinaldine.
5. The absorption of compounds similar to p-aminobenzoic
acid and other related compounds in tiat series was explained
by the tautomeric rearrangement between benzenoid and quinoid
forms.
6. The absorption of the benzene homologoues was explained
on the basis of Baly^s theory of isorropesis rather than fry's
electronic theory^
100.
Summary (continued)
7* Tall narrow bands being due to distortions of the
molecule while the broad deep bands were attributed to
migrations of the hydrogen atom.
......
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'liBBiTO'' ' n' '""
Bibliography
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|1| Miller. Phil.Trans.152,^61 (1^62)
(2) Vogel. Practische Spectranalyse. Julius
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ll.
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("
-t-am
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Page 172
(2) Baly & Collie.Trans.Chem.Soc.,S7,1337 (1907)
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