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Journal of the Optical Society of America and Review of Scientific Instruments Vol. 14 Al RIL, 1927 Number 4 ON THE SPECTRA OF BORON By R. A. SAWYER AND F. R. SMITH Inspection of the previously published data on boron reveals less than a dozen spectral lines attributed to this element in the region of longer wave length than 1850 Angstrom units.", 2 A consideration of the series spectra of the various stages of ionization of boron however shows that a considerably larger number of lines is to be expected in this region. The present. work was undertaken to see whether with the vacuum spark as a source and spectrographs of medium dispersion some of these lines could be found. I. APPARATUS AND PROCEDURE The apparatus for the production of the vacuum spark has been described by Sawyer and Paton.' In the present work, however,, the FIG. 1. Diagram of spark-box. metal spark-box- there used was replaced by a glass one of new design which was found to be much more convenient. (Fig. 1.) Arms about four inches long and one and one-half inches in diameter were attached, 1 H. Kayser, Handbuch der Spectroscopie, 5, 6, 7. 2 A. Fowler, Report on Series in Line Spectra, p. 155. 3Astrophysical Journal, 57, p. 279; 1923. 287
Transcript
Page 1: ON THE SPECTRA OF BORON

Journalof the

Optical Society of Americaand

Review of Scientific InstrumentsVol. 14 Al RIL, 1927 Number 4

ON THE SPECTRA OF BORON

By R. A. SAWYER AND F. R. SMITH

Inspection of the previously published data on boron reveals less than a dozen spectral

lines attributed to this element in the region of longer wave length than 1850 Angstrom

units.", 2 A consideration of the series spectra of the various stages of ionization of boron

however shows that a considerably larger number of lines is to be expected in this region.

The present. work was undertaken to see whether with the vacuum spark as a source and

spectrographs of medium dispersion some of these lines could be found.

I. APPARATUS AND PROCEDURE

The apparatus for the production of the vacuum spark has beendescribed by Sawyer and Paton.' In the present work, however,, the

FIG. 1. Diagram of spark-box.

metal spark-box- there used was replaced by a glass one of new design

which was found to be much more convenient. (Fig. 1.) Arms aboutfour inches long and one and one-half inches in diameter were attached,

1 H. Kayser, Handbuch der Spectroscopie, 5, 6, 7.2 A. Fowler, Report on Series in Line Spectra, p. 155.3Astrophysical Journal, 57, p. 279; 1923.

287

Page 2: ON THE SPECTRA OF BORON

R. A. SAWYER AND F. R. SMITH [J.O.S.A. & R.S.I., 14

one to the bottom and one to the side of a two-liter Pyrex glass flask.These arms were fitted with hollow ground-glass stoppers which pro-jected nearly to the center of the box. A hundred mil tungsten leadwire was sealed in each of the stoppers. Glass tubes placed around theleads inside the stoppers gave greater dielectric strength. A wire ofsufficient length to reach to the center of the box was attached to eachlead. About one inch of the extremity of the wire was bent at rightangles and a spring clamp for holding the material to be sparked wasmounted on the end of the wire. The arms formed by bending the wireallowed the sample to be moved through the arc of a circle when thestopper was rotated. Since the two arms carrying the electrodes wereat right angles to each other considerable adjustment of the spark-gapcould be made by rotating the stoppers without opening the spark-box.A tube about seven inches long and two and one-half inches in diameterprojected from the bulb at right angles to each of the arms carryingan electrode. The end of this tube was ground flat and a quartz windowwas sealed to it through which the spark was observed. The long tubeprevented sputtering of the window. The neck of the flask formed theoutlet leading to the evacuating system which consisted of a Kurth.type mercury vapor pump supported by a Cenco Hyvac fore-pump.A trap immersed in liquid air was placed between the spark-box andthe pump to condense any water or mercury vapor present.

A small quantity of boron was available in the form of small rodswhich had been prepared by Weintraub. The resistivity of boron atordinary temperatures is very high, Weintraub4 giving its conductivityat 00C as 0.5-0.6X10-6 reciprocal ohms per cm as compared to 1.8 forsilicon and 0.7 X 106 for copper. This made it difficult to start a sparkbetween boron electrodes. The spark-gap had to be made very small,less than one mm, and the discharge obtained was not as heavy asthat produced by the same electrical circuit with metallic electrodes,or even with silicon. A much heavier spark was obtained when a pieceof shell charcoal was used for one electrode. The resistance of borondecreases very rapidly as the temperature rises. For example Wein-traub, loc. cit., gives the resistance of a certain sample of boron as775000 ohms at 276C but less than a hundred-thousandth of this valueat about 500'C. On account of this large negative temperature co-efficient of resistance the current would increase rapidly when the

Journnl Id. nd Eng, Chcm.,, 5 p 1; 1913 Trans, Am. Elerftrochem Soc,, 16, p. 165i

1909.

288

Page 3: ON THE SPECTRA OF BORON

Apr. 1927] SPECTRA OF BORON 289

spark was once started and if the spark continued for any appreciablelength of time the boron would become heated to incandescence andthe electrodes would disintegrate. Also the heating would cause somuch expansion that the small gap would become closed, the electrodeswould fuse together and would crumble when separated. As the supplyof boron was very limited it was necessary to watch the sparkingconstantly to prevent these occurrences. A hand-operated switch inthe primary circuit of the transformer was located near the spark-boxto control the interval between the sparks and their duration. Thisswitch could be closed only a fraction of a second, perhaps one-half,while enough time, one or two seconds, had to be allowed to elapsebetween successive sparks so the electrodes could cool below thetemperature of incandescence. Even with the greatest care the elec-trodes would usually crumble and have to be replaced two or threetimes during an exposure.

II. DATA

Spectrograms were taken in the region 2300-X4200 with a HilgerE2 quartz spectrograph using Cramer contrast plates oiled with Nujoland in the region 3800-X5800 with a two prism glass spectrographbuilt in the Physics department shops at the University of Michigan.The iron arc spectrum was used as a standard. The plates weremeasured on a Gaertner comparator and reduced by the Hartmannformula.

The data were checked for gaseous impurities against the vacuumspark data obtained in the laboratory on other elements and againstthe published lists of spectra of suspected elements. The chief im-purities were iron from the clamps, calcium and hydrogen.

The spectral lines listed in Table 1 are thought to be all due to boron.All were measured on several plates and the wave lengths are consideredto be accurate to one-tenth of an Angstrom unit or better, exceptpossibly in the longest wave lengths.

TABLE 1. Lines in the vacuum spark spectrum of boron.

Intensity Wave-lengths Wave-numbers Classification(In air) (In vacuum)

1 4940.87 20233.7 B II 33D-43P1 4937.70 20246.71 4901.85 20394.80 4849.6 20614.3 B II 31D-41F

Page 4: ON THE SPECTRA OF BORON

R. A. SAWYER AND F. R. SMITH [J.O.S.A. & R.S.I., 14

TABLE 1. Cotinued.

Intensity Wave-lengths Wave-numbers Classification(In air) (In vacuum)

00250221021131220011001021

1001120I400

255331310

4829.04761.44677.94497.71*4493.14472.70*4471.97*4402.954394.254382.954375.604371.694355.684353.174344.774311.94290.904272.864231.074226.154214.174201.864194.824192.724164.434150.714121.68*4090.794082.624050.134039.574027.824026.473871.393754.863493.853451.22*3360.093323.343302.513282.013260.743191.843178.24

20702.720996.521371.222227.322249.922351.622355.322705.722760.522809.322847.622868.122952.122965.323009.723185.223298.623397.023628.0?23655.523722.823792.323832.223844.224006.224085.524254.824438.324487.224683.624748.124820.424828.725828.226624.628613.528966.029752.630081.630271.330460.430659.131320.931454.9

B II 31D-41PB II 41F-8'D?B III 42 D-5 2PB III 42 F_52 G*

B II 33P2-435*B II 33Pol-43S*

B III 42P-5 2DB II 31P_41p

B II 3'P-4'D

B II 33D-43F*

B II 2S- 23P,*

B II 31P-51S

B II 31D-51F

* Previously classified.

290

Page 5: ON THE SPECTRA OF BORON

SPECTRA OF BORON

TABLE 1. Continued.

Intensity Wave-lengths Wave-numbers Classification(In air) (In vacuum)

B II 33 P2 -4 3 DB II 3Po, 1 -43D

B I 33D-5 3P

B IIB II

3 1P-51D ?33 D-5 3F*

B II 33P2 -53SB II 33Po0 53

B II 31P-6'DB II 31S-4 1P

B II 33D-6 3F

Near X2514.33, Si I,but strong neighbor-ing Si lines absent.

B I 22P2 - 32S*B I 22P1 -32S*

B II 33 S-43P

* Previously classified.

11112111111115811001200111132226

112102214511

3158.543136.853135.643112.503102.093086.063013.282981.53 ?2918.15*2889.722888.322886.802809.722785.142779.262749.892731.942698.352697.722696.842695.182694.232671.942652.812652.582610.262566.402566.262557.522515.062514.962514.39

2508.452497.72*2496.80*2446.102445.112436.952434.952432.292430.822415.06

31651.131870.031872.132119.232227.032394.433176.933530.034258.334595.334612.034630.235580.235894.335970.236354.436593.237048.737057.437069.437092.337105.337414.937684.737687.938298.938953.438955.539088.639748.539750.139759.1

39853.240024.440039.240869.040885.641022.441056.1341101.041125.941394.3

Apr. 1927] 291

Page 6: ON THE SPECTRA OF BORON

292 R. A. SAWYER AND F. R. SMITH [.O.S.A. & R.S.I., 14

TABLE . Continued.

Intensity Wave-lengths Wave-numbers Classification(In air) (In vaccum)

1 2400.03 41654.53 2395.07 41739.74 2369.96 42182.03 2363.88 42290.5 B II 3 3 P- 53D1 2363.51 42297.12 2357.03 42413.32 2355.25 42445.4

2267.0* 44097 B III 3P 2-42S2266.4* 44109 B III 32Pl-42S

* Given by Eder and Valenta, beyond the range of this work.

III. CLASSIFICATION OF LINES

BORON I

Rydberg5 supposed the pair XX2497.72, 2496.80 to be the firstdoublet of the sharp and principal series of B I. This view was con-firmed by Popow's' observations of the Zeeman effect. The pair atXX2089.80, 2088.90 given by Eder and Valenta7 and a pair found byMillikan and Bowen8 at XX1826.41, 1825.87 have the same frequencydifference as the doublet at X2498 so probably belong to either the sharpor diffuse series of B I. Nothing has been found in the course of thepresent work to extend the knowledge of this spectrum.

BORON II

Millikan and Bowen9 have classified several lines as arising fromdeep lying terms in the spectrum of B II. Their values are summariedin Table 2, page 293.

In the investigation herein reported two other pairs, 2652.81(v=37684.7), 2652.58 (v=37687.9) and X3136.85 (v=31870.0),X3136.64 (v=31872.1), were found with the same frequency separationas the 33P2Po, terms. The latter pair lies near the value of the 33P-43Dlines as determined from Millikan and Bowen's terms, viz., 59006.5-28640.4=30366.1 and 59010.0-28640.4=30369.6. But since Milli-

Fowler, loc. cit., p. 155.

8 S. Popow, Archives des sciences phys. et. nat., 36, p. 11; 1913.J. M. Eder and E. Valenta, Denkschr. Wien. Akad., 60, p. 307: 1893; Beitrage zur

Photochemie und Spectralanalyse, p. 82; 1904.8 R. A. Millikan and I. S. Bowen, Proc. Nat. Acad. Sci., 10, p. 199; 1924; Phys. Rev., 24,

p. 209, 1924.

9 I. S. Bowen and R. A. Millikan, Phys. Rev., 26, p. 310; 1925.

Page 7: ON THE SPECTRA OF BORON

SPECTRA OF BORON

kan and Bowen based these term values upon two independent esti-mates the differences are only approximations to the frequencies ofthe 33P-43D lines so the pair at X3137 is used with Millikan and Bowen's

TABLE 2. B II lines and terms by Millikan and Bowen.

116233330

10536

Wave-lengths(I. A., vac.)

4474.084473.374122.992918.981082.101081.88882.69882.55731.46

3452.331842.831378.951362.46

Wave-numbers

22351.022354.524254.234258-.592412.892432.1

113289.9113308.2136712.928965.954264.372519.173396.5

Classification

33P2 -43S33Po 1 -43S

33D-4 3F33D-53F23P2-3 3S

23Po,1-33 S23P2 - 33D

23Po 1-33D23 P-43 D21S- 23P121P-31S21P- 31D2S-21P

Term Values Effective Quantum Number*

33S 72930.8 2.451343S 36655.5 3.459623P 2 165343.9 1.628923Po', 165362.733P2 59006.5 2.726833Po l 59010.033D 52054.2 2.90314 3D 28640.4 3 ;91394 3F 27800.0 3.97265 3F 17795.7 4.965021S 194325.9 1.50263 1S 66665.1 2.565421P 120929.4 1.90473 1D 48410.3 3.0104

* The effective quantum numbers throughout this article are calculated

value of 43D to fix accuratelylevels as follows:

4 3 D33 P2 -4 3 D

33P2

33P233P2-43S

43S

28640.431870.060510.4

the 33P levels and consequently the 43S

4 3D3 3P0 ,1-4 3D

33Po0 l

60510.422351.6

38158.0

33Pobl33Po l-43S

43S

28640.431872.1

60512.5

60512.522355.3

38157.2

with N = NHH.

: l - l -

APr. 1927] 293

Page 8: ON THE SPECTRA OF BORON

R. A. SAWYER AND F. R. SMITH [J.O.S.A. & R.S.I., 14

This gives an effective quantum number of 2.6927 for 3P2 which isconsistent with the number 1.6289 from Millikan and Bowen's valueof 2P 2. In the case of the 4S term the effective quantum numbercomes out 3.3989 as compared with 2.4513 for their 33S term. This isunusual as the effective quantum numbers of the S series increaseinstead of decrease with the higher terms in the case of the Mg I, Al IIand Si III atoms. Since these and B II are atoms of similar electronicconfiguration they might be expected to exhibit the same behaviorin their series and no explanation of the difference is offered. Theclassification seems to be justified by the fact that this is the only pairfound in this region. Further, if the other pair found to have the samefrequency difference, XX2652.81, 2652.58, is classified as 3P-5 3 S itgives

33P2 60510.4 33Po,t 60512.53'P 2 -5'S 37684.7 3'P 0, 1 -53S 37687.9

53S 22825.7 53S 22824.6Mean 53S 22825.2

The effective quantum number for this value is 4.3842 which checkswell with that of 43 S.

Since, as stated previously, the effective quantum number for the2'P2 term as given by Millikan and Bowen is 1.6289 and for the 33P2term as worked out above is 2.6927 it is to be expected that the 43Pterm will have a quantum number slightly above 3.7 which wouldindicate the 43P term value to be approximately 32000. This wouldmake 31S-43P and 33D-4'P approximately as follows:

33S 72930.8 33D 52054.243P 32000 43P 32000

33S-43P 40930 33D-43P 20050

Taking the line X2432.29 (v=41101.0) as 33S-43P and X4940.87 (v=20233.7), as 33D-43P gives the following values for 43P:

33S 72930.8 33D 52054.233S-43P 41101.0 33D-43P 20233.7

43P 31829.8 43P 31820.5

The difference of nine units between these two values of 43P is ratherlarge but does not seem inadmissible when it is considered that theywere built up from the 23P2 term by two independent paths. Each

294

Page 9: ON THE SPECTRA OF BORON

SPECTRA OF BORON

path involved a line measured by Millikan and Bowen in the neighbor-hood of X1000 where an error of one-tenth Angstrom, which is aboutthe degree of accuracy of their work, would mean a frequency differenceof ten units. Each path also involved one line reported here. An errorof one-tenth Angstrom in X2432.29 would cause two units differencein the frequency while X4940.87 lay in the region where the uncertaintywas between five-tenths and one Angstrom which would affect thefrequency by two to four units. Taking v = 31825.0 as the value of43P gives 3.7129 for the effective quantum number which is consistentwith the numbers for the other 3P terms.

Using 4.7 as the approximate quantum number for 53P indicatesthat it lies near v = 19860 which would make 33D-53P about v = 32200.X3102.09 (v=32227.0) comes very close to this.

33 D 52054.233D-53P 32227.0

53P 19827.2

Effective quantum number-4.7040.No other combination with 53P was found in the region of this work.The first line, 33P-43D, of the second diffuse series has already been

mentioned. 2363.88 (v=42290.5) was classified as the second memberof this series. From this is obtained the value of 53D.

33P 60510.433P-53D 42290.5

53D 18219.9

Effective quantum number-4.9069.Millikan and Bowen located the 53F term by identifying 2918.15

as 33 D-53F.33D 52054.2

33D-53F 34258.3

53F 17795.7

The effective quantum number for this is 4.9650 while their assumedvalue of 43F would have 3.9726 as quantum number. This wouldindicate that 63F was near = 12330 which would make 33D-63F,(52054-12330), about v=39720. 2515.06 (=39748.5) comes veryclose to this. HIence

Apr. 1927] 295

Page 10: ON THE SPECTRA OF BORON

R. A. SAWYER AND F. R. SMITH [J.O.S.A. & R.S.I., 14

33 D 52054.23 3 D-6 3 F 39748.5

63 F 12305.7

Effective quantum number-5.9706.This completes all the lines of the triplet system of B II to be ex-

pected in the range covered by this work except combinations betweenhigher terms.

In the singlet system of B II the 31D-4 1F line would be one of themost probable transitions in addition to those in Table 2. The 41Fterm would not be very far removed from the 43F so if 4'F is tentativelyassumed as being v=2 7 800 the 31D-41F line comes out 48400-27800= 20600. The line X4849.6 (v = 20614.3) is the only one found near thisvalue and accordingly was given this classification. The intensitygiven is weak but the line occurs in a less sensitive region of the platewhere no strong lines were observed. This identification gives

31 D 48410.331D-4 1F 20614.3

41F 27796.0

Effective quantum number-3.9743.This quantum number indicates that the 51F term is approximately

v= 17760, hence 3'D-5 1F would have a frequency of about 30650.X3260.74 (v=30659.1) fits this almost exactly. The recorded intensityis greater than 31D-41F but that is to be expected since it is in a much

more favorable region on the plate. From this

31 D 48410.331 D-51F 30659.1

5F 17751.2

Effective quantum number-4.9713.The higher members of this series were not observed.The only 4'F-'D lines in this region would be the higher members

of the series, 8'D or more. X4761.4 (v = 20996.5) is about the value tobe expected for 41F-81D.

4'F 27796.041F-8 1D 20996.5

81D 6799.5

Effective quantum number-8.0328.

296

Page 11: ON THE SPECTRA OF BORON

SPECTRA OF BORON

This quantum number agrees well with that for 31D but the classifi-cation must be considered extremely doubtful without other evidence.

The P and S term values were built up from Millikan and Bowen'svalue of 31S (v =66665.1) and 21P (v = 120929.4). The effective quantumnumber of the latter is 1.9047 from which 31P and 41P would havefrequencies of approximately 51800 and 28700 respectively. In factthey would be expected to be less than these values in accordance withthe ordinary behavior of P terms. 3S-3'P would be of too low afrequency to be observed here but 3S-4'P, approximately 38000,should be fairly strong. Accordingly 2566.26 (v=38955.5), which isthe most prominent line near the predicted frequency, was taken asthe line sought. This determined 41P as follows:

31S 66665.131S-41P 38955.5

41P 27709.6

Effective quantum number-3.9790.The 31P term was fixed by classifying 4290.90 (v =23298.6) as the

combination 3P-41P.41P 27709.6

31P_41P 23298.6

31P 51008.2

Effective quantum number-2.9328.Further evidence in support of this assignment lies in the coherence

of the S and D terms calculated below which are based on this valueof 31P.

The effective quantum numbers of the 2S and 3S terms are 1.5026and 2.5654 respectively, from which would be predicted the approxi-mate term values, 4S, v=34400, 5S, =21000, and 6S, v=14100.The 3P-4'S line would be of too low frequency to be obtained herebut 3323.34 (v=30081.6) corresponds to the expected frequency ofthe 3P-5'S line. This then locates the 5S term.

31p 51008.231P-51S 30081.6

51S 20926.6

Effective quantum number-4.5762,

Apr. 1927] 297

Page 12: ON THE SPECTRA OF BORON

R. A. SAWYER AND F. R. SMITH [J.O.S.A. & R.S.I., 14

The higher members of this series were not observed with any degreeof certainty.

X4214.17 (v = 23722.8) was classaified as 3'P-4'D which gives 4'D.

31P 51008.23'P-4 1 D 23722.8

4'D 27285.4

Effective quantum number-4.0097.This leads to approximate values of 17480 for 51D and 33528 for the

term value of 31P-5'D. This falls in a region where there are several

iron lines in a very small range which makes positive identificationvery difficult. However, in measuring it was noted that one line,X2981.53, of the group seemed to be very slightly displaced from theline of the comparison spectrum and its identification as an iron linequestionable. The wave number of this line is 33530.0 and if it is

classified as the one looked for 5'D has the wave number 17478.2 withan effective quantum number of 5.0103.

The approximate value of 6'D would be v = 12150, which would make3'P-6'D about v=3885 0. 2566.40 (=38953.4) checks fairly wellwith this. This gives for 6'D

31P 51008.231 P-6 1 D 38953.4

6'D 12054.8

Effective quantum number-6.0323.Any higher members of this series would be outside the range of

this work.The P and D terms found would indicate that the combination

3D-4'P would have a value 48410.3-27709.6=20700.7. X4829.0(v = 20702.7) agrees with this.

This completes the classification of the lines found in this workwhich belong to B II. There should be strong 3P', 3D', and 3F' terms

in B II such as were found in Ca I, Mg I and Sr I by Russell andSaunders."0 The first 3P3P' multiplet has been located by Millikan andBowen" at X1624. The 3D3 D' and 3 D3F' groups, however, should be of

long wave length and might fall in the region here investigated. How-

10 . N. Russel anid.F. A. Sauiders, Aslrophys. J., 61, p. 38; 1925.

11 L S. Bowen and R. A. Millikan, Phys. Rev., 26, p. 150; 1925.

298

Page 13: ON THE SPECTRA OF BORON

ever, to identify these would require sufficient resolution to observetheir fine structure.

TABLE 3. Series lines of B II.

Classification X(I. A., air) Int. | v(vac):

33S-43P 2432.29 5 41101.023P2 -3 3 S 1082.10* (vac) 3 92412.8*

23Po,1-33S 1081.88* ( " ) 3 92432.1*

33 P2-4 3 S 4472.70 2 22351.64472.83* 1 22351.0*

33Po0 l-43S 4471.97 2 22355.34472.12* 1 22354.5*

33P2- 53S 2652.81 1 37684.7

3'Poj,-53S 2652.58 1 37687.9

33P 2 -43D 3136.85 1 31870.0

33P0, 1-43D 3135.64 1 31872.133 P-5 3 D 2363.88 3 42290.5

3 3 D-4 3 P 4940.87 1 20233.733D-53P 3102.09 2 32227.0

33D-43F 4121.68 10 24254.84121.61* 6 24254.2*

33 D-53F 2918.15 1 34258.32918.13* 2 34258.5*

33 D-6 3 F 2515.06 2 39748.5

2'S-21P 1362.46* (vac) 8 73396.5*31S-41P 2566.26 3 38955.5

21P-31S 1842.83* (vac) 5 54264.3*21P-31D 1378.95* ( " ) 3 72519.1*31P_ 51S 3323.34 3 30081.6

31P-41P 4290.90 0 23298.6

31P-4 1 D 4214.17 0 23722.83'P-51D 2981.53 1 33530.0 ?

3'P-61D 2566.40 1 38953.431D-41P 4829.0 0 20702.231D-41F 4849.6 0 20614.33ID-5IF 3260.74 3 30659.1

2'S- 2'Pi 3451.22 25 28966.0

* Observed by Millikan and Bowen.

SPECTRA OF BORON 299Apr. 1927]

Page 14: ON THE SPECTRA OF BORON

R. A. SAWYER AND F. R. SMITH [J.O.S.A. & R.S.I., 14

TABLE 3. (Continued). Series Terms of B II.

Effective Quantum Number

2.45133.3989

4.38421.6289

2.6927

3.71294.70402.90313.91394.90693.97264.96505.9706

1.50262.56544.57621.90472.93283.97903.01044.00975.0103 ?6.03233.97434.9713

* Determined by Millikan and Bowen.

BORON III

Treating B III as a hydrogenic atom Millikan and Bowen2 identifiedeight lines of its spectrum and deduced the corresponding term valuesas given below.

12 Millikan and Bowen, loc. cit,

Term Values

33S43S

53S23P223Po',

33P2

33pO,1

43p53p33D43 D53 D43 F53F63 F

21S31S51S21P31p41p31D41D51D61D41F51F

72930.8*38157.636655.5*22825.2

165343 9*165362.7*60510.459006.5*60512.559010.0*31825.019827.252054.2*28640.4*18219.927800.0*-17795.7*12305.7

194325.9*66665.1*20926.6

120929.4*51008.227709.648410.327285.417478.2 ?12054.827796.017751.2

I

300

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TABLE 4. B III lines and terms by Millikan and Bowen.

Wave-lengths (I. A., vac.) Wave-numbers Classification

4499.0 22227 42F- 52G

2077.79 48128 32 D-42F2066.41 48393 22S- 22P2

2067.88 48359 21S- 22P

758.68 131808 22P 2 - 32S

758.47 131844 22P,- 32S-677.16 147676 22 P2 -32D677.01 147708 22P1-32D

Term Values Effective Quantum Numbers

22S 305938 1.796332S 125736 2.801922P2 257545 1.957822P1 25757932D 109870 2.997542F 61742 3.996652G 39515 4.9980

Rydberg's tables indicate the following approximate term values:

42S 68400 32p 112700 42D 6170052S 42800 42p 62800 52D 39500

52p 40100

These approximations show that unfortunately the lines 3S-32P,(125736-112700 = 13000), and 32P-3'D, (112700-109870 =2830), havefrequencies lower than could be observed in the present work. On theother hand 3S-42P, (125736-62800=63000), and 32P-42D, (112700-61700=51000), have frequencies which are too high to find here.Therefore no definite relationships can be established between thehigher terms of the series and the lower terms which were obtained byMillikan and Bowen and any identification of isolated higher membersof the series must be very questionable. However, it seemed desirableto attempt a tentative classification.

Eder and Valenta'3 reported a pair at XX2267.0, 2266.4, (=4409 7,i =44109) for which Av= 12. Although this pair has not been reportedby any other observers it would seem to belong to the 3P 1 2P 2 terminasmuch as the frequency separation, 12, is in about the same ratioto the 32P 1 2P2 separation, 31.4, of C IV as the 2P12P2 separation ofB III is to the corresponding separation of C IV, viz., 34.4 to 107.4.

13 Fder and Valenta, loc. cit.

301Apr. 1927]

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R. A. SAWYER AND F. R. SMITH [J.O.S.A. & R.S.I., 14

The identification of this pair as 32P_42S also gives consistent valuesof the terms 32p and 42S. Millikan and Bowen's 22S and 3S hadquantum numbers of 1.7963 and 2.8019 respectively so 3.8050 wasassumed for 42S by analogy with Li I, the 21S, 32S, and 42S terms ofwhich have quantum number 1.588, 2.595 and 3.598 respectively.This makes 42S=68184 and

42S 68184 42S 6818432P2-42S 44097 32P,-42S 44109

32P2 112281 32P, 1122.93

Effective quantum number for 3P-2.9650.Of the lines arising from higher series terms, the approximate term

values on page 19 indicate that 42S-52P, 42P-52S should be in theregion studied. No lines have been found corresponding to these pairs.

For 42P-52D however:42P 6280052D 39519

42P-52D 23281

X4311.9 (=23185.2) comes very close to this and if it is taken as theline sought it makes 42p = 62704, effective quantum number 3.9677, inclose agreement with 22P and 32p.

Also42D 6175852p 40100

42 D- 52P 21658

X4677.9 (=21371.2) apparently corresponds to this and makes 52p=40387, quantum number. 4.9436.

TABLE 5. Series lines of B I.

Classification A(I. A., air) v (vac.)

22 S- 22P2 2065.75* 48393*22S-22P, 2067.22* 48359*

22P2-32S 758.68* (vac.) 131808*22p- 32S 758.47* ( " ) 131844*32P2-42S 2267.0** 4409732P, - 42S 2266.4** 4410922P2-32D 677.16* (vac.) 147676*22p,-32D 677.01* ( " ) 147708*42P-52D 4311.9 2318542D-52P 4677.9 2137132D-42F 2077.11* 48128*42F-52G 4497.7 * 22227*

* Observed by Millikan.

**Observed by Eder and Valenta.

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Series terms of B III.

Term Values Effective Quantum Number

22S 305938* 1.796332S 125736* 2.801942S 68184 3.805022P2 257545* 1.957822P, 257579*32P2 112281 2.965032P, 11229342p 62704 3.967752p 40387 4.943632 D 109870* 2.997542D 61758 3.997552 D 39519 4.997542 F 61742* 3.996652G 39515* 4.9980

* Determined by Millikan.

IV. SUMMARY OF RESULTS

-A glass spark-box more convenient to handle and adjust and subjectto fewer insulation difficulties has been developed to replace the metalbox previously used.

About one hundred new boron lines have been found in the regioninvestigated and about twenty of these lines have been classified inseries.

The experimental part of this work was carried out in the PhysicalLaboratory of the University of Michigan.

UNIVERSITY OF MICHIGAN,ANN ARBOR, MICHIGAN. (R.A.S.)

PENNSYLVANIA STATE COLLEGE,

STATE COLLEGE, PENNSYLVANIA. (F.R.S.)

Apr. 1927] 303


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