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JOURNAL OF RESEARCH of the Nationa l Bureau of Standards - A. and Chemistry Vol. 73A, No.5, September-October 1969 Absolute Isotopic Abundance Ratio and Atomic Weight of Terrestrial

E. J. Catanzaro, T. J. Murphy, E. L. Garner and W. R. Shields

Institute for Materials Research, National Bureau of Standards, Washington, D.C. 20234

(June '8, 1969)

An a bsolute value has been obtained for the isotopic abundance ratio of terrestrial rubidium, usin g saUd -sample the rma l ionizati on mass spectro metry. Samples of know n i'!otopic composition, prepared from nearly isotopica Ll y pure separated rubidium , were used 10 calibrat ~ the mass s pectrometers. The resulting absolute 85 Rb/ 87 Rb ratio is 2.59265±0.00170 whi ch yields pe rcents of: ·'Rb = 72.1654±0.0132 and 87 Rb =27.8346 ± 0.0132. The a tomic weight calculated from this isotopic composilion is 85.46776 ± 0.00026. The indicated uncertainties are overall limits of error based on 95 percent confidence limits fo r the mean and a ll owances for the effects of known sources of possible systematic e rror.

Key words: absolu te ra ti o; atomic weight; isotopic abundances; rubidium.

1. Introduction Bias measurements were made on samples with 85Rbj87Rb ratios of approximately 1.0 and 2_6 , to The Analytical Mass Spectrometry Section of the double-check the assumption that the bias of each Nati onal Bureau of Standards is conducting a long­ instrument was independent of the isotopi c com po­ term program of absolute isotopic abundance ratio sition. and atomic weight determinations, using -sample th ermal or s urface ionization mass s pectrometry. Previous elements studied include silver [1],1 2. Experimental Procedure [2] , [3] , bromine [4] , chromium [5], magnesium [6] , lead [7] , and boron [8]. The present work exte nds 2. 1. Mass Spectrometry the study to rubidium. Natural rubidium consists of two isotopes, 85Rb Isotopic ratio measurements were made on two and 87Rb, the latter of which is radioactive with single-stage solid-sample mass spectrometers which reported half-life values ranging from 47,000 to are identical except for very minor differences in the 50,000 million years [9 , 10]. The amount of 87Rb has vac uum systems. Each instrument has a 6-in radius decreased sli ghtly since the formation of the earth of curvature 60° analyzer tube, 48° sector magnet, and approximately 4550 million years ago but Shields a Z lens in the source assembly [17]. Triple-filam ent et al. [11] have shown that the present-day 85Rbj87Rb rhenium-ribbon (1 X 30 mils) so urces were used. All ratio is constant in nature within 95 percent confidence filam ents were prebaked in a vacuum, under a po­ limits of 0.15 percent. tential field, to eliminate the possibility of significant A number of other mass s pectrometric determi­ rubidium background signals from the filament mate­ nations of rubidium isotopic abundances have been rial. Blank filaments which had been prebaked did reported in the literature [12 , 13 , 14, 15 , 16] but not show any rubidium signals under the standard none of these could be considered absolute_ analytical procedures used in this study. In the present study, the mass s pectrometers were Two complete sets of samples were prepared. The calibrated for bias by the use of samples of known two sets, prepared from the same parent solutions, 85Rbj87Rb ratio, pre pared from chemi cally pure and had identical isotopic compositions and rubidium nearly isotopically pure 85Rb and 87Rb solutions_ concentrations (10 p..gjcm3 ) but one set was made up The measured bi ases were then used to correct the of neutral aqueous solutions while the other consisted ? raw data obtained on a standard sample of RbCl, of 2 percent Hel solutions. The two operators used yielding an absolute value of 85R bj 87Rb for this sample_ different mass spectrometers and different, but iso­ topically identical, samples, as well as slightly dif­

I Figures in brackets indicate the li te rature references at the end of this paper. ferent heating and timing procedures. 511 One drop of solution (- 0.2 ILg Rb) was placed on was further cooled to about 5°C, by placing it in a each sample filament and dried with a heat lamp and refrigerator overnight. The crystallized RbCI04 an electrical current of 0.5 A for 10 min. The mass was recovered from the solution by filtering it through spectrometric analyses were begun when the source a fine porosity polyethylene filter. After the RbCI04 pressure was < 6 X 10 - 7 Torr. An accelerating voltage was washed with a 80 percent ethanol solution, of 3.8 kV was used and no memory or background it was returned to the fused silica beaker and the signals were ever noted. The relatively low accelerating crystallization process was repeated except that voltage is necessary because rubidium are very only 2 cm3 of perchloric acid were added. The reo efficient producers of secondary electrons. Higher crystallized RbCI04 was again caught on the poly· voltages would have defeated the secondary electron ethylene filter and washed with cold 80 percent suppression components of the collector. ethanol. The purified material was dried by passing A very small amount of isotopic fractionation, on clean air over the RbCI04 for several hours. the order of 0.03 percent, was occasionally noted to After being transferred to a covered quartz crucible, occur during the data·taking (10 min.) of an the recrystallized was placed in analysis, but generally the fractionation was not an electric furnace and thermally converted to rubidium , ~ measurable over this small time period. However, . This was accomplished by slowly raising preliminary tests showed that fractionation could be the temperature to 600°C and, to ensure complete a very significant factor between analyses performed conversion, keeping it there for 4 hrs. The crucible with different time, sample-size, and/or heating param­ was kept covered during this decomposition since eters. In view of this, each operator always performed a eutectic is formed which sprays material his analyses in an identical manner; sample-size, heat­ on further decomposition. (To avoid isotopic con· ing pattern, and total rubidium ion signals were always tamination, the decompositions of the 85RbCI04 ( kept within strict limits, and data were always taken and 87RbCI04 were performed in new, separate during the same time interval. furnaces which had not been exposed to rubidium Each analysis consisted of a set of 10 measurements, salts.) The decomposition proceeds in the following with base-line readings taken immediately before and manner [18]. after the data. The peak-top data were taken by step­ wise changes in the magnet current and each peak·top d was monitored for 30 s. RbCl04 ~ RbCI03 + 1/2 O 2

2.2. Purification of the Separated Isotopes RbCI03 ~ 3/4 RbCI04 + 1/4 RbCI

Electromagnetically separated 85 Rb and 87Rb iso­ until all of the RbCI04 has been converted to RbCl. topes in the form of were obtained Calculations based on the starting weight of the from the Isotopes Division, Oak Ridge National Labo­ RbCl and the weight of the recovered RbCI showed ratory of the Union Carbide Nuclear Company. About that about 95 percent of the rubidium was recovered 2.83 g each of 85RbCI and 87RbCI equivalent to about in each case. 2.0 g each of 85 Rb and 87 Rb were received. The 85 RbCl Samples of the purified 85RbCI and 87RbCI were and the 87RbCI were designated Series 144701 and analyzed for and cesium by flame emission 1 I Series 144801, respectively. The certificate of analysis spectrometry. The results of thes~ analyses showed accompanying each sample included a semiquantita­ that the 85RbCI and 87RbCI contained 120 ± 5 ppm tive spectrographic analysis which indicated that and 100 ± 5 ppm of potassium, respectively; cesium could be present at the 0.2 percent level and that was found to be present at less than 10 ppm in both several other elements could also be present up to the samples. The samples were also analyzed by spark \-< 0.05 percent level. To reduce these impurities to a source mass spectrometry. The results of this analysis level low enough so that they could not cause a signifi­ showed that no other element was definitely detected cant error in the determination of the rubidium ion at a level greater than 10 ppm. content in solutions of these isotopes, tpe separated The effectiveness of this purification procedure was samples were further purified. The purifica­ first tested by the purification of natural rubidium tion method used had been previously found by this chloride to which 0.1 percent each of twelve common laboratory to be effective in removing cationic and cationic impurities had been added. Table 1 shows anionic impurities from rubidium chloride with the the results of the ttnalysis of the purified RbCl. Only , exception of potassium and cesium which co-crystallize aluminum was detected at the 10 ppm level. This with the rubidium. material was also shown to contain less than 2 ppm Each separated isotope sample was treated as of chlorate ion by a test based on the reaction of follows: The rubidium chloride (about 2.8 g) was chlorate with chloride in add solution to produce dissolved in 50 cm 3 of water in a 100 cm 3 fused silica chlorine which was detected with o·tolidine. beaker and 5-cm3 of "ultra-pure" grade perchloric acid There was no apparent attack of the fused silica were added. The precipitated rubidium perchlorate, crucibles during these decompositions. No change l· RbCI04 , was dissolved by heating the solution almost in crucible weights was observed and silicon was to boiling and then slowly crystallized by allowing not detected at a level greater than 10 ppm in either the solution to cool to room temperature. The solution sample by spark source mass spectrometry. (Platinum I 512 I crucibles could not be used since they would be plate at about 85 °C. A few drops of water were added attack ed by the decomposition products.) to each and the solutions were again evaporated to constant volume. The temperature was then raised TABLE 1. Results of spectrochemical analysis of purified natural rubidium chloride to 110 °C and held there until fumes of HCl04 were ! observed. Then the temperature was reduced to about 85°C; 10 cm 3 of hot water were added to each solution El e- Initial Concentrati on Established a nd they were heated to near boiling until the RbCI04 ment con centration after limits of pu rifi cation detecti on dissolved. The solutions were again evaporated to constant volume and heated to fumes of HCI04 at 110 °C. This process of dissolving the RbCI04 in water, ppm ppm ppm eva porating, and heating to fumes of HCI04 was re­ Al 1000 10 5 peated. The temperature of the hot plate was held Ba 1000 ...... 2 at about 110 °C until all of the excess HCI04 had been Ca 1000 ...... 4 fumed off. Co 1000 ...... 3 After fumes of perchloric acid were no longer noted, C u 1000 ...... 2 Fe 1000 ...... 4 the samples were again dissolved , evaporated to dry­ Li 1000 ...... 2 ness, and heated at 150°C. This process was repeated Mg 1000 ...... 2 two more times. (The first series of repeated evapora­ Na 1000 ...... 20 tions frees the RbCI04 from chloride. The second Ni 1000 ...... 4 Si 1000 ...... 2 seri es frees the RbCI04 from occluded perchlori c Zn 1000 ...... 50 acid.) The crucibles were then covered with platinum Note: ( ..... ) not detected. covers and transferred to an electric furnace. The I" te mperature of the furnace was slowly raised to 250 ". 2.3. Preparation and Rubidium Concentrations of the °C and the crucibles were kept at this te mperature I Separated Isotope Solutions for 16 hr (o vernight). Then the covers were removed and the crucibles were cooled and weighed. This pro­ Acc urately weighted sampl es of the pur ifi ed 85 RbCI cedure of heating, cooling, and weighing was repeated, and 87RbCI were transferred to 200 cm 3 volumetric except that the time of heating was reduced to 6 hr, fla sks whose necks had been cut off so that only about until a constant weight was obtained , that is, until the 1 c m remain ed. The separated isotope samples were weighings agreed to within 5 f-Lg. For simplicity of dissolved in water and dil uted to about 110 cm 3 after calculati ons, the vacuum weight of the rubidium per­ the additions of 1 cm 3 of (1 + 1) hydrochl oric acid. chlorate was converted to milliequivalents (meq) of After the solutions were thoroughly mixed by swirling rubidium using the 1967 atomi c weights fo r chlorine the flas ks for several minutes, each fla sk was sealed and and a calculated atomic weight for the with a rubber serum septum and left overnight in a separated rubidium isotope based on the OR L iso­ r balance case to insure thermal equilibrium. The flasks topic analysis. The results of these determinations ~ and conte nts were weighed to ± 0.2 mg and preliminary are shown in table 2. rubidium concentrations we re calculated. The solu- tion of 85 RbCl was labeled " Rb 85" and the solution TABLE 2. Concentration of rubidium isotope solutions of 87RbCl was labeled " Rb 87". Four weighed portions were withdrawn fro m each Solu- Sample Concentrati on separated isotope solution in the following manner. A tion number Wt solution Rubidium of solution 4 in platinum needle was inserted through the septum. Rb/g soln , A short second needle, which just punctured the septum served as a vent. A 10 cm 3 polyethylene hypo­ g rneq rneq dermic syringe was attached to the Kel-F hub of the Pt needl e and the . desired amount of solution was "Rb 85 " 1 8.69052 1.359758 0. 156465 ... 2 8.92782 1.397106 .156489 withdrawn. The syringe was th en disconnected from 3 8.33577 1.304329 .156474 the hub and the tip was capped with a polyethylene 4 8.94403 1.399395 .156461 cap. Any static charge that mi ght be present on the syringe was dissipated by wiping it with a damp paper Average .156472 towel, and the syringe and contents were weighed on Corrected for K (/ .156436 J a semimicro balance to ± 0.02 mg. The solution was " Rb 87" 1 8.46749 1.409229 .166428 ~ then delivered from the syringe to a tared 15 cm 3 2 8.25201 1.373551 .166450 pl atinum crucible and the syringe was again capped, 3 8.63473 1.437179 .166442 wiped , and weighed. The weight of the sample was 4 8.88910 1.479380 .166426 I determined from the weights of the syringe before Average .1 66437 and after delivery of the sample. Corrected for K " .166405 About 0.4 cm 3 of " ultra-pure" grade perchloric

acid was added to each weighed portion and the solu­ (I The standard error of the average is estimated to be 0.0000085 meqfg 50ln and th e uncertainlY of the concent ratio n at the 95 -IJ ercent confiden ce level is 0.0000 162 me

TABLE 4. Composition of rubidium calibration samples 2.7. Isotopic Analyses of the Calibration Mixes and the Standard Sample Sample Isotope Concentration Isotopi c number solu tion Wt so ln of solution Rubidium ratio Rb/g soln Two complete sets of analyses of the calibration mixes and standard sample were made, one by operator I using instrument #4 and "acid" sample Rb g meq meq 85 Rb/8' Rb solutions and one by operator II using instrument 1 85 9.45359 0.156436 1.478882 2.59723 #5 and "neutral" sample solutions. Each set con­ 87 3.44230 .166405 0.572816 sisted of 24 analyses of the standard sample made in a simple alternating pattern with four analyses each 2 85 5. 17690 . 156436 .809854 1.02142 of the six calibration mixes . 87 4.82990 .166405 . 803720

3 85 9.66166 . 156436 1.511431 2.63381 87 3.46884 . 166405 0.577232

4 85 8.54773 .156436 1.337173 2.55500 87 3. 16429 .166405 0.526554 3. Results and Discussion

5 85 4.63494 .156436 .725071 1.01470 The results for the six calibration mixes are sum­ 87 4.35317 .166405 .724389 marized in table 5. There are no statistically significant 6 85 9.44640 .156436 1.477757 2.62705 differences between any of the values. The slight 87 3.40035 .166405 0.565835 differences between the 1 : 1 and 2.6 : 1 samples are not significant.

rI~ TABLE 5. Determination of mass spectrometer bias

Isotopic ratio 85 Rb/8' Rb Correction fa ctor Calibration sample No. Calculated Operator I Operator II Operator I Operator II

1 2.59723 2.61022 2.61369 0.995024 0.993704 2 1.02142 1.02638 1.02702 .995172 .994545 3 2.63381 2.64762 2.65195 .994785 .993161 4 2.55500 2.56754 2.57025 .995115 .994066 5 1.01470 1.01948 1.02043 .995312 .994388 [ 6 2.62705 2.64039 2.64445 .994948 .993421 , Mean values of correction factors ...... 0.995059 0.993881

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356-078 0 - 69-5 The results given in table 6 include the observed TABLE 6. Observed and corrected 85 Rbj87Rb valuesJor the standard and corrected experimental 85Rb/87 Rb values for the sample standard sample as well as the final absolute value for this ratio, with uncertainty components. Observed ratios Correction factor Corrected ratios

The calc ul ati on of the atomi c weight of rubidium is Operator 1...... 2.60586 0.995059 2.59298 summarized in tab) e 7. Shields et al. [11], detected no Operator II ..... 2.60827 .993881 2.5923 1 variations in the isotopi c composition of samples of rubidium from vari ous localities and origins, so the Mean...... 2.59265 ± 0.00170 atomic weight of rubidium should be constant within Uncertainty component s: the stated experimental limits. The half-life of 87Rb 95% confidence limits on ratio determinations...... ± 0.00107 is sufficiently large so that the decay of this isotope is Bounds due to possible systema ti c error in composi- of no immediate consequence with respect to changes tion of separated isotopes...... ± 0.00024 in the absolute ratio and atomic weight of this element Bounds due to possible systema ti c error in chemi cal analyses...... ± 0.00039 with time.

TABLE 7. Summary calculations oj the atomic weight oj rubidium

Uncertainty co mponents

Value Overall limit of error a Mass spectrometric Possible syste matic Possible systematic analytical error error in composition error in chemical of separated isotopes analysis

Atomi c weight = 85.46776 ...... ± 0.00026 ±0.00016 ±0.00005 ±0.00005 Nuclidic masses [19) (I 2C = 12 ) '5 Rb = 84.911800 ...... ± 0.000005 87 Rb = 86.909186 ...... ± 0.000003

Atomi c percent s5 Rb = 72 .1654 ...... ±0.0132 ± 0.0082 ±0.0020 ± 0.0030 87 Rb = 27.8346 ...... ±0.0132 ±0.0082 ± 0.0020 ±0.0030

Isotopic ratios b 85 Rbj87Rb = 2. 59265 ...... ± 0.00170 ± 0.00107 ±0.00024 ±0.00039

II The overall lim it of error is the s um of the 95 percent confidence limits for the rati o determinati ons and the terms coverin g effects of kn ow n sources of possible systemati c error. /) From table 3.

The authors are indebted to Hsien H. Ku for the [7) Catanzaro, E. ]., Murphy, T. J, Shields, W. R., and Garner, E. L. , J. Res. NBS 72A (phys. and Chem. ), No.3, 261 (1968). statistical analys is of the experimental data, to Mrs. [8) Catanzaro, E. J., Champion, C. E., Garner, E. L. , Marinenko, Martha Darr for the s pectrographic analyses of the G. , Sappenfield , K. M., and Shields, W. R. , Nat. Bur. Stand. purified natural rubidiu m chloride, to Paul J. Paulsen, (U.S.), Spec. Pub!' 260- 17 (1969) in preparation. [9] Flynn, K. F., and Glendenin, L. E. , Phys. Rev. 116,744 (1959). Jr. for the spark source mass spectrographic analyses \ - of the separated rubidium isotopes and to Theodore [10) Aldrich, L. T. , Wetherill, G. W., Tilton, G. R., and Davis , G. L. , Phys. Rev. 103,1045 (1956). C. Rains for the fl ame emission s pectrographic anal­ [11] Shields, W. R. , Garner, E. L. , Hedge, C. E., and Goldich, S. S., yses of the se parated isotopes. l. Geophys. Res. 68, No.8, 2331 (1963). I [12) Brewer, A. K., l. Am. Chem. Soc. 60, 691 (1938). <:: [13) Paul, W., Z. Physik 124, 244 (1948). 4. References [14) Nier, A. 0 ., Phys . Rev. 79,450 (1950). [15] Herzog, L. F. , Aldrich, L. T., Holyk, W. K., Whiting, F. B. , [1) Shiel as, W. R. , Garner, E.L. , and Dibeler, V. H., ]. Res. NBS and Ahrens, L. H., Trans. Amer. Geophys. Union 34, 461 66A, (phys. and Chem.), No.1, 1 (1962). (1953). [2] Shields, W. R., Murphy, T. ]., Garner, E. L. , and Dibeler, V. H. , [16] P ackenkov, G. M. , Akishin , P. A. , Vasilev, N. N., Nikitin, O. T. , 1. Am. Chern . Soc. 84, 1519 (1962). and Moiseev, S. D., Zhur. Fiz. Khim. 30, 1380 (1956). [3] Shi eld s, W. R. , Murphy, T. ]., and Garner, E. L. , ]. Res. NBS [17) Shields, W. R. , editor, NBS T ech. Note 426 (1967). 68A (phys. and Che m. ), No. 6, 589 (1964). [18] Markowitz, M. M., and Boryta, D. A., J. Phy. Chern. , 69, 1114 [4] Catanzaro, E. J, Murphy, T. ]., Garn er E. L. , and Shi eld s, W. R. , (1965). 1. Res. NB S 68A (phys. and Chern. ), No. 6 , 593 (1964). [19) Mattauch, J. H. E., Thiele, W ., and Wapstra, A. H., Nuclear [5) Shields, W. R. , Murphy, T. ]., Catanzaro, E. and Garner, J., Physics 67,1 (1965). E. L. , ]. Res. NBS 70A (phys. and Chem.), No. 2, 193 (1966). [6] Catanzaro, E. 1., Murphy, T. J., Garner, E. L.,and Shields, W. R. . .I. Res. NBS 70A (phys. and Chern .), No.6, 453 (1966). (Paper 73AS- S69)

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