A Low Abundance of 135Cs in the Early Solar System from Barium Isotopic Signatures of Volatile-depleted Meteorites

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Published 2017 March 2 © 2017. The American Astronomical Society. All rights reserved.
, , Citation Gregory A. Brennecka and Thorsten Kleine 2017 ApJL 837 L9 DOI 10.3847/2041-8213/aa61a2

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2041-8205/837/1/L9

Abstract

Precise knowledge of the abundances of short-lived radionuclides at the start of the solar system leads to fundamental information about the stellar environment of solar system formation. Previous investigations of the short-lived ${}^{135}\mathrm{Cs}\,\to {}^{135}\mathrm{Ba}$ system (t1/2 = 2.3 Ma) have resulted in a range of calculated initial amounts of 135Cs, with most estimates elevated to a level that requires extraneous input of material to the protoplanetary disk. Such an array of proposed 135Cs/133Cs initial solar system values has severely restricted the system's use as both a possible chronometer and as an informant about supernovae input. However, if 135Cs was as abundant in the early solar system as previously proposed, the resulting deficits in its daughter product 135Ba would be easily detectable in volatile-depleted parent bodies (i.e., having sub-chondritic Cs/Ba) from the very early solar system. In this work, we show that angrites and eucrites, which were volatile-depleted within ∼1 million years of the start of the solar system, do not possess deficits in 135Ba compared to other planetary bodies. From this, we calculate an upper limit for the initial 135Cs/133Cs of 2.8 × 10−6, well below previous estimates. This significantly lower initial 135Cs/133Cs ratio now suggests that all of the 135Cs present in the early solar system was inherited simply from galactic chemical evolution and no longer requires an addition from an external stellar source such as an asymptotic giant branch star or SN II, corroborating evidence from several other short-lived radionuclides.

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1. Introduction

Short-lived radioisotopes such as 26Al, 60Fe, and 182Hf that were present in the early solar system can be used for high-precision relative chronometry of early solar system events, but also provide evidence regarding the type of astrophysical environment in which the solar system formed. Such pursuits often lead to a better understanding about the origin and evolution of our solar system; however, both of these themes require accurate and precise knowledge of the abundance of the chosen radioisotope at the start of the solar system. There are two primary methods for determining the initial abundance of short-lived radionuclides in the early solar system. First, the isotope systematics are measured in the first solids to form in the solar system, calcium–aluminum-rich inclusions (CAIs), thus directly establishing an initial abundance in these original solids (e.g., Jacobsen et al. 2008; Kruijer et al. 2014; Marks et al. 2014). The second common method involves measuring the chosen isotope systematics of later-formed solids—such as differentiated bodies like angrites or eucrites with a known absolute age—and back-calculating to the initial abundance at the time of CAI formation (e.g., Boyet et al. 2010; Tang & Dauphas 2012). Whereas both of these methods have been used successfully, determining the initial abundance of some radioisotopes thought to have been present in the early solar system, such as 135Cs, have remained problematic.

The short-lived radioisotope 135Cs (t1/2 = 2.3 Myr) decays to 135Ba and, given the much higher solubility of Cs in aqueous environments compared to Ba, the Cs–Ba system has the potential to be a useful tool to investigate aqueous processes that occurred in the early solar system. Yet, perhaps more importantly than its potential as an early solar system chronometer, knowledge of the initial abundance of 135Cs is important for understanding the stellar environment in which the solar system formed. Interestingly, of all of the commonly discussed short-lived radionuclides that were present the early solar system, 135Cs is the only one produced primarily by s-process nucleosynthesis. This production could have occurred in asymptotic giant branch (AGB) stars with the abundance of 135Cs following galactic chemical evolution (GCE), although 135Cs may also be produced in SNe II (Hidaka & Yoneda 2013). Thus, understanding the abundance of 135Cs at the start the solar system provides critical information about the stellar input and possible supernovae activity in the star-forming region of solar system formation. For instance, higher initial amounts of 135Cs (135Cs/133Cs > ∼10−5) in the early solar system would require an additional stellar source of 135Cs since the amount of 135Cs would be higher than that expected by GCE. For lower initial solar system values, where 135Cs/133Cs < 10−5, the abundance of 135Cs could be explained by simple GCE, and no extraneous input of stellar material would be required (i.e., Harper 1996; Nittler & Dauphas 2006, pp. 127–146; Young 2014). Recent estimates of the initial 135Cs/133Cs ratio range from 1 × 10−5 to 2 × 10−3 (Hidaka et al. 2001; Nichols et al. 2002; Srinivasan et al. 2011; Hidaka & Yoneda 2013), producing a huge amount of uncertainty in the initial 135Cs/133Cs of the solar system, severely restricting both its potential usefulness as a chronometer and its position as an informant about the solar system's protostellar neighborhood.

Determination of the initial solar system 135Cs/133Cs using CAIs is challenging because Cs is volatile and is therefore strongly depleted in refractory inclusions. This, coupled with nucleosynthetic excesses of 135Ba and 137Ba in CAIs (Harper et al. 1992; Brennecka et al. 2013; Bermingham et al. 2014), makes determining the initial 135Cs/133Cs directly in CAIs extremely problematic for the Cs–Ba system. A second possible approach to establish the initial abundance of 135Cs is to seek samples with a known age after CAI formation with a variety of phases exhibiting a range of parent/daughter ratios. This type of work generally targets phases that are enriched in the parent isotope relative to the chondritic ratio (given as supra-chondritic 133Cs/136Ba) to have measurable excesses in the daughter isotope, 135Ba. Given this, a correlation of radiogenic 135Ba with the measured Cs/Ba ratio in the investigated phases can produce an isochronous relationship, allowing the calculation of the initial 135Cs/133Cs of the solar system. However, the exceedingly low Cs/Ba ratios of many early solar system objects along with the high mobility of Cs creating disturbances in the Cs/Ba have to this point hampered establishing a robust initial 135Cs/133Cs ratio.

Given the previous difficulties in locating samples with undisturbed supra-chondritic Cs/Ba (e.g., Hidaka et al. 2001; Hidaka & Yoneda 2013; Bermingham et al. 2014), here we employ an alternative approach in determining the initial 135Cs/133Cs of the solar system. Whereas previous works have searched for samples with high parent–daughter (Cs/Ba) ratios to calculate the initial 135Cs/133Cs ratio, early solar system material with a sub-chondritic abundance of Cs would conversely result in a deficit in the daughter isotope compared to the chondritic value. Provided the timing is independently known, it is possible to use a radiogenic deficit caused by an elemental fractionation event as a means of calculating the initial abundance of the short-lived radioisotope. The major process leading to fractionation of Cs and Ba in meteorites is volatile depletion, because Cs is a moderately volatile element, whereas Ba is refractory, with 50% condensation temperatures of 799 K and 1447 K, respectively (Lodders 2003). Thus, if the short-lived 135Cs was present in significant quantities in the early solar system, as postulated by previous workers, then volatile-depleted bodies of the early solar system would lack the majority of the 135Cs decay to 135Ba, and thus have a sub-chondritic 135Ba/136Ba, as demonstrated in Figure 1.

Figure 1.

Figure 1. Isotopic relationship between Cs and Ba caused by the decay of the short-lived isotope 135Cs to 135Ba in the early solar system. The axes represent present-day measurable values, when 135Cs has all decayed to 135Ba. Chondritic values are given by the gray dashed lines.

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In this work, we investigate samples with decidedly sub-chondritic Cs/Ba ratios in an attempt to better constrain the initial 135Cs/133Cs ratio of the solar system. Angrite and eucrite meteorites derive from ancient and differentiated planetary bodies with a well-established chronology from a variety of short- and long-lived chronometers (e.g., Glavin et al. 2004; Amelin 2008; Brennecka & Wadhwa 2012; Kleine et al. 2012; Hans et al. 2013; Sanborn et al. 2015). Both angrites and eucrites have been long known to be some of the most volatile-depleted samples in the solar system (e.g., Papanastassiou & Wasserburg 1969; Wasserburg et al. 1977; Lugmair & Galer 1992; Nyquist et al. 1994) and the loss of volatile elements for these two bodies has been shown to occur within 1 Ma of CAI formation (Hans et al. 2013). Because the timing of the volatile depletion is known from the Rb–Sr system (Hans et al. 2013; Sanborn et al. 2015), a system directly above the Cs–Ba system on the periodic table and therefore chemically analogous, the Ba isotopic signatures of angrites and eucrites can be used to robustly establish the initial 135Cs/133Cs of the solar system.

2. Samples and Methods

In this work, we investigate the Ba isotope systematics of a variety of volatile-depleted meteorites from the early solar system, including five eucrites (Stannern, Millbillillie, Bouvante, Petersburg, and Juvinas), four angrites (NWA 4801, NWA 6291, Angra dos Reis, and D'Orbigny), two unique achondrites (GRA 06129 and Bunburra Rockhole), and an aubrite (Shallowater). Sample specifics are given in Table 1. Samples and the geologic standard BHVO-2 were dissolved using common mineral acids under clean lab conditions (details further described in Goldmann et al. 2015). Aliquots of each dissolved sample were taken for trace element measurement prior to any chemistry and were measured using a Thermo X-series quadrupole ICP-MS. For isotopic measurement, Ba was isolated from the matrix following the chemical procedure outlined by Carlson et al. (2007). In short, this procedure utilizes AG50W-X8 cation resin and various strengths of HCl and HNO3 to separate Ba from the matrix elements. Once chemically purified, the Ba isotopic composition of the samples and standards were measured on a Thermo TRITON Plus instrument at the Institut für Planetologie at the University of Münster. Due to the setup of the specific instrument, the alignment of all Ba isotopes and required interference monitors was not possible on a single line and therefore no data are reported for 132Ba. However, all other isotopes of Ba, along with La and Ce, which have direct isobaric interferences with Ba, were monitored during the measurements. The interference corrections (reported in Table 2) were found to be at baseline levels for all samples of this study, and thus no correction was applied. All Ba isotopes are reported relative to 136Ba and are internally normalized to 134Ba/136Ba = 0.3078 (Carlson et al. 2007). Each sample was run multiple times, and each run consisted of 300–600 ratios with 16 s integration times. The reported reproducibility is based on 2× the standard deviation (2SD) of multiple measurements of the geologic standard BHVO-2. Data from all runs for samples and standards of this study are given in Table 2.

Table 1.  The Type, Meteorite, Mass, Elemental Ratios, and ε135Ba Determined in Samples of This Study

Type Sample Mass (mg) Rb/Ba Cs/Ba ε135Ba
      (±10%) (±10%) (±0.15)
Terrestrial Std. BHVO-2 471 0.072 0.00078 0.00
Angrite NWA 4801 611 0.007 0.00018 0.05
Angrite NWA 6291 645 0.002 0.00004 0.02
Angrite ADOR 221 0.010 0.00016 0.05
Angrite D'Orbigny 597 0.006 0.00016 −0.01
Eucrite Stannern 451 0.013 0.00027 0.00
Eucrite Millbillillie 619 0.006 0.00008 0.08
Eucrite Bouvante 364 0.008 0.00022 0.03
Eucrite Petersburg 419 0.007 0.00012 0.09
Eucrite Juvinas 305 0.018 0.00028 0.06
Angrite/Eucrite Average       0.04 ± 0.06
Aubrite Shallowater 299 0.043 0.00220 −0.04
Unique Achondrite GRA 06129 389 0.083 0.00110 −0.01
Unique Achondrite Bunburra Rockhole 353 0.019 0.00054 0.14
CI Chondrites (Lodders 2003) ... 0.922 0.08009 ...

Note. The associated uncertainty with each column is given below the label.

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Table 2.  Isotopic Data and Measurement Information from All Samples of This Study

          Ba ICP Std. 0.013488 0.3078 0.839345 1.429030 9.12852
          2SD (N = 38) 0.000004   0.000014 0.000026 0.00031
Date Sample Ratios Volts 138Ba 139La/136Ba 140Ce/136Ba 130Ba/136Baa 134Ba/136Ba 135Ba/136Baa 137Ba/136Baa 138Ba/136Baa
2016 Apr 12 BHVO-2 R1 600 10.5 0.000004 0.000000 0.013493 0.3077 0.839356 1.429026 9.12824
2016 Apr 12 BHVO-2 R2 600 9.3 0.000004 0.000003 0.013492 0.3077 0.839340 1.429056 9.12860
2016 Apr 15 BHVO-2 R3 600 11.0 0.000003 0.000009 0.013488 0.3081 0.839346 1.429039 9.12858
2016 Apr 20 BHVO-2 R4 600 11.3 0.000001 0.000020 0.013486 0.3074 0.839348 1.429032 9.12846
2016 Apr 20 BHVO-2 R5 600 9.5 0.000005 0.000035 0.013490 0.3070 0.839340 1.429064 9.12881
2016 Apr 22 BHVO-2 R6 240 10.3 0.000001 0.000003 0.013490 0.3075 0.839339 1.429056 9.12868
2016 Apr 12 NWA 4801 R1 600 11.8 0.000003 0.000001 0.013488 0.3076 0.839351 1.429035 9.12834
2016 Apr 12 NWA 4801 R2 600 12.0 0.000006 0.000002 0.013492 0.3069 0.839347 1.429029 9.12834
2016 Apr 18 NWA 6291 R1 540 10.3 0.000003 0.000002 0.013487 0.3077 0.839348 1.429028 9.12854
2016 May 2 NWA 6291 R2 600 11.2 0.000007 −0.000001 0.013485 0.3077 0.839342 1.429014 9.12824
2016 May 2 NWA 6291 R3 400 11.2 0.000005 0.000046 0.013489 0.3075 0.839350 1.429020 9.12829
2016 Apr 13 ADOR R1 600 10.5 0.000003 0.000002 0.013491 0.3076 0.839348 1.429028 9.12833
2016 Apr 13 ADOR R2 600 11.5 −0.000001 0.000021 0.013487 0.3083 0.839352 1.429033 9.12833
2016 Apr 21 ADOR R3 600 10.4 −0.000003 0.000016 0.013490 0.3070 0.839346 1.429027 9.12839
2016 Apr 15 D'Orbigny R1 420 10.4 −0.000004 0.000000 0.013486 0.3075 0.839350 1.429036 9.12845
2016 Apr 29 D'Orbigny R2 600 11.1 −0.000002 0.000000 0.013486 0.3078 0.839337 1.429019 9.12829
2016 Apr 29 D'Orbigny R3 600 11.1 0.000003 0.000001 0.013491 0.3075 0.839343 1.429029 9.12836
2016 Apr 19 Stannern R1 600 11.0 0.000005 0.000000 0.013487 0.3076 0.839341 1.429033 9.12842
2016 Apr 19 Stannern R2 600 10.2 0.000003 0.000000 0.013489 0.3074 0.839340 1.429043 9.12845
2016 May 2 Stannern R3 600 11.2 −0.000001 0.000001 0.013487 0.3075 0.839354 1.429011 9.12815
2016 Apr 15 Millbillillie R1 600 10.8 0.000003 0.000000 0.013489 0.3078 0.839355 1.429044 9.12844
2016 Apr 15 Millbillillie R2 600 11.4 0.000002 0.000001 0.013489 0.3078 0.839347 1.429045 9.12846
2016 Apr 18 Bouvante R1 600 12.1 0.000003 −0.000001 0.013485 0.3077 0.839348 1.429047 9.12849
2016 Apr 18 Bouvante R2 600 11.4 0.000002 0.000001 0.013489 0.3075 0.839356 1.429014 9.12815
2016 Apr 20 Bouvante R3 600 11.7 0.000004 0.000002 0.013488 0.3074 0.839343 1.429027 9.12845
2016 Apr 20 Bouvante R4 540 10.4 0.000002 −0.000002 0.013491 0.3073 0.839340 1.429048 9.12864
2016 Apr 19 Petersburg R1 600 11.7 −0.000002 0.000001 0.013487 0.3076 0.839350 1.429040 9.12857
2016 Apr 19 Petersburg R2 600 10.0 0.000002 0.000001 0.013491 0.3074 0.839361 1.429046 9.12866
2016 Apr 14 Juvinas R1 600 11.2 0.000001 −0.000002 0.013487 0.3078 0.839354 1.429033 9.12828
2016 Apr 14 Juvinas R2 600 10.7 0.000005 0.000000 0.013484 0.3076 0.839356 1.429050 9.12847
2016 Apr 21 Juvinas R3 600 11.1 0.000007 0.000003 0.013488 0.3074 0.839338 1.429051 9.12860
2016 Apr 28 Shallowater R1 600 11.2 −0.000002 0.000000 0.013487 0.3079 0.839347 1.429000 9.12815
2016 Apr 28 Shallowater R2 600 11.7 0.000000 0.000002 0.013488 0.3079 0.839342 1.429012 9.12818
2016 Apr 28 Shallowater R3 600 10.2 0.000000 0.000003 0.013488 0.3078 0.839334 1.429010 9.12821
2016 Apr 13 GRA 06129 R1 600 10.7 −0.000004 0.000001 0.013488 0.3077 0.839346 1.429031 9.12834
2016 Apr 13 GRA 06129 R2 600 10.6 0.000004 0.000001 0.013487 0.3076 0.839338 1.429051 9.12851
2016 Apr 22 GRA 06129 R3 450 11.0 0.000005 0.000000 0.013485 0.3075 0.839344 1.429053 9.12849
2016 Apr 22 GRA 06129 R4 600 11.1 −0.000005 0.000530 0.013487 0.3081 0.839347 1.429025 9.12830
2016 Apr 14 B. Rockhole R1 600 12.0 0.000002 0.000001 0.013486 0.3078 0.839354 1.429032 9.12837
2016 Apr 14 B. Rockhole R2 600 11.3 0.000007 0.000000 0.013487 0.3077 0.839360 1.429039 9.12836
2016 Apr 14 B. Rockhole R3 600 12.3 0.000005 −0.000002 0.013490 0.3077 0.839355 1.429045 9.12838

Note.

aCorrected for mass fractionation to 134Ba/136Ba = 0.3078.

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3. Results

The trace element data obtained on the meteoritic samples of this study confirm the volatile-depleted nature of the chosen groups, with Cs/Ba values of more than two orders of magnitude below the chondritic value (Table 1). This Cs depletion is analogous to the depletion of Rb in angrites and eucrites, and the correlated behavior of the Rb/Sr and Cs/Ba ratios are displayed in Table 1 and Figure 2. The unique achondrites GRA 06129 and Bunburra Rockhole as well as the aubrite Shallowater also have lower-than-chondritic Cs/Ba ratios (Lodders 2003); however, they are less volatile depleted than the angrites or eucrites of this study and are not plotted in Figure 2.

Figure 2.

Figure 2. Correlation of Rb/Ba and Cs/Ba ratios of the angrites and eucrites of this study, indicating similar and comparable behavior between the elements Rb and Cs. Eucrite meteorites are shown as gray circles; angrites are shown as black diamonds. Given uncertainties represent ±10%.

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No Ba isotopic variations outside of analytical uncertainty are reported for any samples of this study. Isotopic results are reported in ε-notation, or deviations from the standard in parts per 10,000, and are shown for 135Ba in Table 1 and Figure 3. All other measured isotopes of Ba are reported in Table 2.

Figure 3.

Figure 3. Ba isotopic composition of samples of this study, given in ε-units, or parts per 10,000.

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Previous studies have reported Ba isotopic compositions for the eucrites Juvinas (Andreasen & Sharma 2007; Bermingham et al. 2014, 2016), Stannern (Bermingham et al. 2014, 2016), and Piplia Kalan (Srinivasan & Ali 2010), which are indistinguishable from terrestrial standards and in agreement with our findings. Taken together, later-formed, less primitive solar system samples do not appear to have 135Ba anomalies at the current level of precision of 0.15ε.

4. Discussion

Unlike CAIs that have well-documented nucleosynthetic anomalies in Ba (Harper et al. 1992; Brennecka et al. 2013; Bermingham et al. 2014), and unlike chondritic meteorites that contain isotopically anomalous presolar grains (Savina et al. 2003; Ávila et al. 2013), angrites and eucrites represent melted (and thus likely homogenized) material with no recognized nucleosynthetic anomalies in Ba (Andreasen & Sharma 2007; Srinivasan & Ali 2010; Bermingham et al. 2014, 2016). This lack of resolvable nucleosynthetic anomalies allows for a more straightforward interpretation of the Cs–Ba isotope systematics discussed below.

Owing to their volatile-depleted nature and, hence, low Cs/Ba ratio, angrites and eucrites would potentially have deficits in the 135Ba/136Ba ratio, where the magnitude of this deficits depends on the timing of volatile loss and the initial 135Cs/133Cs of the solar system. Thus, if the timing of volatile loss is known independently, the size of the 135Ba deficit measured in angrites and eucrites, or lack thereof, can be used to constrain the initial 135Cs/133Cs of the solar system. Prior work has shown that the initial 87Sr/86Sr of angrites and eucrites is indistinguishable from that of CAIs, indicating that the low Rb/Sr ratio of these meteorites and their parent bodies were established within 1 Ma after CAI formation (Hans et al. 2013). This timing is consistent with evidence from the short-lived 182Hf-182W system, indicating that accretion of the angrite and eucrite parent bodies occurred within <1 Ma after solar system formation (Kleine et al. 2012; Touboul et al. 2015). Combined, these observations indicate that the volatile-depleted nature of the angrite and eucrite parent bodies reflects their early accretion from volatile-poor dust (Hans et al. 2013), meaning that the low Cs/Ba of the angrites and eucrites were established within <1 Ma after CAI formation.

If the initial solar system value of 135Cs/133Cs = 4.8 × 10−4 (Hidaka et al. 2001) is assumed, samples at the start of the solar system (T0) would have a markedly lower 135Ba/136Ba value at T0 due to the lack of radiogenic 135Ba. If a major volatile depletion event occurred <1 Ma after T0 on the angrite and eucrite parent bodies—as demonstrated using the Rb–Sr system (Hans et al. 2013)—this event would deprive angrite and eucrite parent bodies of further significant radiogenic 135Ba and one would predict a measured 135Ba of approximately 4.3ε (shown by the red arrow in Figure 4). Instead, this study found that the measured average 135Ba/136Ba of angrites and eucrites is indistinguishable from that of terrestrial standards or the rest of the inner solar system with a ε135Ba = 0.04 ± 0.06 (2SD, N = 9). When this value and its associated uncertainty (i.e., 135Ba > −0.02ε) is combined with the volatile depletion event at <1 Ma after CAI formation (Hans et al. 2013), an upper limit of 2.8 × 10−6 for the initial solar system 135Cs/133Cs can be calculated (Figure 4).

Figure 4.

Figure 4. Measured Ba isotopic composition of volatile-depleted achondrites (approximate uncertainty given by the width of the dark gray line in the main figure and zoom) and the calculated initial 135Cs/133Cs of the solar system (blue dashed line). In red, the predicted ε135Ba is shown based on the previously published solar system initial 135Cs/133Cs established using Allende CAIs (Hidaka et al. 2001). Values are calculated using volatile depletion age of 1 Ma after CAI formation, as determined by Hans et al. (2013).

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The latest time at which the volatile depletion (or low Cs/Ba) of the angrites and eucrites could have possibly been established is given by the crystallization age of the oldest sample. The quenched angrite D'Orbigny represents the most ancient sample of the suite and has a well-established crystallization age of ∼5 Ma after CAI formation (Amelin 2008; Brennecka & Wadhwa 2012). In a hypothetical endmember scenario, if one assumes Cs/Ba fractionation in the angrites occurred at 5 Ma after CAI formation, and until that point the angrites evolved with a CI-chondritic Cs/Ba ratio—i.e., the highest possible ratio—a solar system initial 135Cs/133Cs = 4.8 × 10−4 (Hidaka et al. 2001) would result in angrites exhibiting a deficit of ∼1.4ε in 135Ba. Thus, even when assuming an unrealistically late volatile depletion and an unrealistically high Cs/Ba ratio, a significant and easily resolvable 135Ba deficit in the angrites would be expected if the solar system initial 135Cs/133Cs were as high as ∼4.8 × 10−4. Consequently, the absence of resolvable 135Ba deficits in angrites and eucrites require a much lower initial 135Cs/133Cs of the solar system, which most likely was <2.8 × 10−6 based on our data and a calculated time of volatile element depletion on the angrite and eucrite parent bodies.

Previous studies have reported slight correlations between the measured Ba isotopic composition and 133Cs/136Ba of various samples, leading both to higher estimations of the initial 135Cs/133Cs ratio (Hidaka et al. 2001; Nichols et al. 2002; Hidaka & Yoneda 2013), as well as model age estimations for the aqueous alteration on ordinary chondrite parent bodies (e.g., Hidaka et al. 2001). Based on multiple data sets, 135Cs was present at a level high enough in the early solar system to produce measurable variations in samples by concentrating Cs in certain phases that are known to have high amounts of aqueous alteration, like Samaya chondrites (Hidaka & Yoneda 2013), but these works do not appear to produce robust isochrons with chronologically meaningful information. The scatter in such diagrams is most easily explained by altering the Cs/Ba ratio due to the extreme mobility of Cs in aqueous environments, or perhaps more likely by the leaching process itself during sample preparation.

5. Implications for the Origin of Short-lived Radionuclides

Our finding of a much lower solar system initial 135Cs/133Cs than previously inferred has important implications for understanding the sources of short-lived radionuclides and the stellar environment of solar system formation. Importantly, the previously published values (135Cs/133Cs = 4.8 × 10−4 and higher) would require an influx of 135Cs beyond that which would be inherited from GCE models, as shown in Hidaka & Yoneda (2013), and would thus require an outside source of short-lived radionuclides, such as input from an AGB star or recent material from SNe II. However, the solar system initial value of 135Cs/133Cs < 2.8 × 10−6 determined in the present study is significantly lower than previous estimates, and as such no longer requires extraneous input of stellar material to explain the value beyond basic GCE. As keenly pointed out by Young (2014, 2016), when corrected for input from Wolf–Rayet (WR) winds in the dense phases of star-forming regions, radionuclides of the early solar system align along a single trend and are consistent with a residence time in the molecular cloud of 200 ± 100 Ma, which is similar to the present-day rate of molecular cloud conversion into stars in the Milky Way. With a decrease in the initial 135Cs/133Cs of greater than two orders of magnitude, 135Cs now joins this list of radionuclides that are simply obtained from the existing molecular cloud, fitting along the previously established trend (Figure 5). Thus, 135Cs is no longer an outlier requiring a unique stellar source; it is simply another radionuclide present in the early solar system that was inherited from the surrounding molecular cloud—the most likely statistical scenario of solar system formation.

Figure 5.

Figure 5. Ratio of measured initial solar system value from meteorites (NR/NS) and their production ratio (PR/PS) plotted against the mean life (in Ma) of select short-lived radionuclides. Gray symbols have been adjusted for production in WR winds (Young 2014). All data are replotted from Young (2014) with an updated value for 146Sm (Marks et al. 2014) and the additions of 247Cm (Tissot et al. 2016) and 135Cs (this study). Note the old value (black circle; Hidaka et al. 2001) and new value (black star; this study) for 135Cs. The 135Cs/133Cs production ratio used is from Harper (1996). The gray arrow approximates a residence time in the molecular cloud of ∼200 Ma, reproduced from Young (2014, 2016). For clarity, no uncertainties are shown.

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This work was supported by a Sofja Kovalevskaja award from the Alexander von Humboldt Foundation (GAB).

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10.3847/2041-8213/aa61a2