Shangming Hea,
Zhifan Fanga,
Dong Liub,
Yun Liub,
Shichu Yangb,
Hongfei Wangb,
Zhihao Shen*b,
Shuangjun Chen*a and
Xing-He Fanb
aCollege of Materials Science & Engineering, Nanjing Tech University, Nanjing, 210009, China
bBeijing National Laboratory for Molecular Sciences, Key Laboratory of Polymer Chemistry and Physics of Ministry of Education, Center for Soft Matter Science and Engineering, College of Chemistry and Molecular Engineering, Peking University, Beijing, 100871, China. E-mail: zshen@pku.edu.cn
First published on 17th May 2024
The type of self-assembled structure has a significant impact on the ionic conductivity of block copolymer or liquid crystalline (LC) ion conductors. In this study, we focus on the effect of self-assembled structures on the ionic conductivity of a non-block copolymer, LC ion conductor, which is a mixture of an azobenzene monomer (NbAzo), pentaerythritol tetre(3-mercapropionate) (PETMP), and a lithium salt, lithium bis(trifluoromethane)sulfonimide (LiTFSI). The self-assembled structures and ionic conductivities of ion conductors having different doping ratios of lithium salt to monomer were examined. With the increase in the doping ratio, the self-assembled structure transforms from lamellae (LAM) to double gyroid (GYR). The effect of self-assembled structure on ionic conductivity was analyzed; it was found that the conductivity of the GYR structure was about 3.6 times that of the LAM one, indicating that obtaining the GYR structure is more effective in improving ionic conductivity.
In 1975, Wright et al. discovered that alkali metal salts dissolved in polyethylene oxide (PEO) exhibited ionic conductivity, leading to the study of ion-conducting polymers.9 PEO contains abundant ether oxygen groups that allow for the formation of complexes with lithium ions, enabling them to move along the amorphous polymer chain for ion conduction. In 2001, Gadjourova et al. reported that the ionic conductivity (σ) in a statically ordered environment was higher than that in a dynamic, disordered environment above the glass transition temperature (Tg).10 Block copolymer (BCP) ion conductors with different microphase-separated structures (lamellae (LAM), double gyroid (GYR), and cylinders (CYL)) offer a choice for forming ion conducting channels while maintaining mechanical integrity.11–15
Villaluenga et al. have correlated the ionic conductivity of ion conductors with different microphase-separated structures to the corresponding shape factors, where each microphase-separated structure has a corresponding ideal shape factor (fideal): for the sphere morphology, fideal is 0; for CYL, it is 1/3; for LAM, fideal is 2/3. And for GYR, fideal is 1, because all grain orientations are effective for ion transport in the GYR microstructure.16 However, the limited region of the GYR structure in the phase diagram makes it challenging to prepare GYR-phase ion conductors, resulting in few reports on this topic.11,17–19 Jo et al. altered the end groups in the PEO block of polystyrene-block-poly(ethylene oxide) (PS-b-PEO) to generate diverse microphase-separated structures.20 Specifically, when the end group was sulfonic acid with r = 0.06 (where r = [Li+]/[EO]), the polymer exhibited the GYR structure and displayed higher ionic conductivity than polymers with other end groups. Lee and colleagues developed co-continuous structures of an elastomer electrolyte embedded with plastic crystals (PCEE) using the polymer-induced phase separation (PIPS) technique within the cell.21 By employing succinonitrile (SN) as a plastic crystal complexed with lithium bis(trifluoromethane)sulfonimide (LiTFSI) and poly(ethylene glycol) diacrylate (PEGDA)/butyl acrylate (BA) as elastomers, a three-dimensionally (3D) interconnected ion-conductive material was formed. The PCEE exhibited both superior mechanical properties and high ionic conductivity (1.1 mS cm−1 at 20 °C) with a high Li-ion transference number (t+) of 0.75. In addition, the in situ-formed PCEE within the cells (so called “built-in PCEE”) effectively accommodated the substantial volume changes of Li during fast charge–discharge cycling owing to its mechanical elasticity. This elastomeric electrolyte system presented a promising strategy for achieving high-performance and stable solid-state lithium metal batteries (LMBs).
On the other hand, because ionic conductive liquid crystalline (LC) materials possess formidable ionic conductivity and robust rigidity, they are promising as advanced electrolytes in Li-ion batteries.22 In 2015, Kato et al. reported the use of an LC electrolyte in Li-ion batteries.23 They covalently connected the hydrophilic and LC parts to construct nanoscale ion pathways within LC ordered structures and obtained electrolytes with moderate ionic conductivities in the order of 10−6–10−5 S cm−1. Ober et al. prepared an LC thin film that consisted of an electronically conducting quarter-thiophene (4T) block terminated at both ends by ionically conducting oligoethylenoxide (PEO4) blocks.24 At a moderate LiTFSI content, the homogeneous 4T/PEO4 thin film demonstrated an electrical conductivity of up to 3.1 × 10−3 S cm−1 following vapor infiltration with the chemical dopant, 2,3,5,6-tetrafluoro-7,7,8,8-tetracyanoquinodimethane (F4TCNQ), while its ionically conductive capabilities were retained.
In this study, we synthesized an azobenzene-containing norbornene monomer NbAzo that was then mixed with pentaerythritol tetrakis(3-mercaptopropionate) (PETMP) in varying ratios subjected to click chemistry, and the resultant was subsequently doped with a lithium salt LiTFSI (Fig. 1). By adjusting the content of the lithium salt, we were able to obtain ionic conductors with different self-assembled structures including LAM and GYR. The ionic conductivities of the ion conductors were tested and the impact of the self-assembled structure on the ionic conductivity was assessed.
Fig. 1 Chemical structures of the monomer NbAzo, coupling agent PETMP, and the lithium salt (a) and the schematic diagram of the transport of Li+ in the electrolyte (b). |
(1) |
(2) |
Fig. 2 FT-IR spectra of the sample with N:P = 4:1 having different contents of the lithium salt in the range of 1300 to 900 cm−1 (a), 1500 to 1200 cm−1 (b), and 1900 to 1400 cm−1 (c). |
The asymmetric stretching mode of the ether group of NbAzo is shown in Fig. 2a, which is observed at ∼1146 cm−1. It moves to lower wavenumbers when rLi increases, owing to changes in the vibrational mode of the ether group (C–O–C) next to azobenzene induced by the coordination between NbAzo and LiTFSI.25 In Fig. 2b, two asymmetric stretching peaks appear at 1346 and 1326 cm−1 originating from the TFSI− anions of LiTFSI. Fig. 2c shows the region of the carbonyl group in different LiTFSI-containing mixtures with N:P = 4:1. The signal of the carbonyl group can be observed at 1723 cm−1 when the loading of LiTFSI is low. However, with the addition of LiTFSI, the CO peak becomes significantly weaker and broadened and then almost disappears when rLi > 0.20. This behavior can be attributed to the interactions between Li+ ions with the negative charges of oxygen atoms in the carbonyl groups. The disappearance of the peak at 2997 cm−1 in Fig. S6† signifies the completion of the thiol–ene click reaction.26 On the basis of the above results, we deduce that when rLi is below 0.10, the lithium salt first complexes with oxygen atoms from the ether groups next to azobenzene, and then it begins to complex with oxygen atoms from the ester groups when rLi increases.
The self-assembled structures of various samples were characterized utilizing MAXS. As shown in Fig. 3, when rLi = 0.05, the peaks in the MAXS profiles of the samples with N:P = 3:1, 4:1, and 5:1 exhibit a scattering vector ratio of 1:2:3, indicating a LAM structure. When rLi increases, the layer structure is maintained for rLi < 0.25, with the periodic size first increasing and then decreasing.27 Interestingly, when rLi = 0.25, more diffraction peaks appear. For the sample with N:P = 3:1, the first two peaks have a scattering vector ratio of 61/2:81/2, suggesting a GYR structure (Fig. 3a). The structure changes back to LAM with rLi at 0.30. The above results indicate that the GYR phase exists in a relatively narrow region compared to the LAM structure, which is similar to the case in BCPs. For the sample with N:P = 4:1, the LAM-GYR transition also occurs with rLi at 0.25. In Fig. 3b, characteristic peaks with a scattering vector ratio of 61/2:81/2:141/2:161/2:221/2:241/2 appear in the MAXS profile of this sample (N:P = 4:1 and rLi = 0.25), indicating the formation of a GYR structure. The GYR phase continues to exist with further increase in rLi to 0.35. For the N:P = 5:1 series, the GYR structure appears when rLi = 0.35 (Fig. 3c).
The abovementioned phase behaviors are illustrated in the apparent phase diagram (Fig. 4). As shown in Fig. 5, for a fixed N:P value, the lithium salt introduced will be mainly in Part I. Thus, the volume fraction of Part I will increase with increasing content of the lithium salt. Such an increase will cause a change in the volume ratio between Part I and Part II. When the change is large enough, a phase transformation will occur. Therefore, a LAM-GYR transition occurs when rLi increases, as for all three series of samples. With further increase in rLi and the volume fraction of Part I, a GYR-LAM transition may take place, as in the case of the sample series with N:P = 3:1. The GYR-LAM transition is not observed in the other two series of samples, possibly because their initial volume fractions of Part I before the introduction of the lithium salt are smaller and the increase in the volume fractions of Part I with increasing lithium salt content is not high enough to induce a phase transformation. There is an interesting phenomenon upon checking out the first-order diffraction peaks in the MAXS profiles of the samples with the same N:P value. For the samples with the LAM structures, it is apparent that the q value of the first-order diffraction peak first shifts to the left and then to the right with increasing rLi, indicating an increase and then a decrease in the layer spacing. The increase in layer spacing should be attributed to the increase in the size of Part I with the small amount of lithium salt added. With rLi further increasing, the coordination of Li+ with more oxygens may shrink the chain length along the layer thickness direction, resulting in a smaller layer spacing.
Ionic conductivities of different ion conductors were measured, and the results are listed in Table 1. And the EIS Nyquist curves of different electrolytes are shown in Fig. S7–S9†. Fig. 5 shows the σ values of different samples along with the structural information. With low rLi, σ increases almost linearly with increasing rLi. However, when rLi ≥ 0.25, increasing rLi no longer leads to a proportional increase in σ and even results in a decrease at high lithium salt contents, which is particularly evident for the sample with N:P = 4:1 and rLi = 0.35 when there is no structural change. The high salt concentration gives a high tendency of the ionic species to associate or aggregate with each other.28–30 Such a tendency will decrease the number of the conducting species and the ionic mobility, leading to a decrease in σ rather than an increase.31 For the sample with N:P = 3:1 and rLi = 0.25, it forms the GYR structure and has a higher σ compared with the one having a LAM structure at rLi = 0.30 (Fig. 6a), although it is difficult to reach the conclusion that the GYR-structured sample would always have a higher σ value because of the decrease in σ at high lithium salt content. For the series with N:P = 4:1, the samples have the GYR structures when rLi ≥ 0.25 (Fig. 6b). However, the σ value of the sample with rLi = 0.25, assuming it has a LAM structure, can be linearly predicted to be much lower. The σ value of the actual sample, which has a GYR structure, is approximately 3.6 times that of the abovementioned predicted value, confirming that the structure has an important effect on σ and the GYR structure is more favorable for higher σ. For the series with N:P = 5:1, although the structure changes from LAM to GYR when rLi increases to 0.35, the σ value is not necessarily higher than the corresponding value of the LAM structure predicted by the linear fitting. In this case, the detrimental effect of excessive lithium salt content outweighs the advantages of the LAM-GYR structural transition.
rLi | N:P | Morph. | σ (S cm−1) | N:P | Morph. | σ (S cm−1) | N:P | Morph. | σ (S cm−1) |
---|---|---|---|---|---|---|---|---|---|
0.05 | 3:1 | LAM | 7.73 × 10−9 | 4:1 | LAM | 4.58 × 10−10 | 5:1 | LAM | 3.72 × 10−11 |
0.075 | 3:1 | LAM | 3.42 × 10−8 | 4:1 | LAM | 9.63 × 10−10 | 5:1 | LAM | 9.21 × 10−12 |
0.10 | 3:1 | LAM | 9.62 × 10−8 | 4:1 | LAM | 3.22 × 10−9 | 5:1 | LAM | 1.15 × 10−11 |
0.125 | 3:1 | LAM | 7.53 × 10−7 | 4:1 | LAM | 2.33 × 10−9 | 5:1 | LAM | 3.40 × 10−10 |
0.15 | 3:1 | LAM | 8.76 × 10−7 | 4:1 | LAM | 8.18 × 10−9 | 5:1 | LAM | 2.00 × 10−9 |
0,20 | 3:1 | LAM | 2.55 × 10−6 | 4:1 | LAM | 5.81 × 10−8 | 5:1 | LAM | 1.45 × 10−8 |
0.25 | 3:1 | GYR | 3.49 × 10−5 | 4:1 | GYR | 7.43 × 10−7 | 5:1 | LAM | 3.58 × 10−8 |
0.30 | 3:1 | LAM | 1.27 × 10−5 | 4:1 | GYR | 1.44 × 10−6 | 5:1 | LAM | 1.93 × 10−7 |
0.35 | 4:1 | GYR | 4.15 × 10−7 | 5:1 | GYR | 7.77 × 10−7 |
Fig. 6 Ionic conductivity values of samples with N:P = 3:1 (a), N:P = 4:1 (b), N:P = 5:1 (c), and all the samples (d) with respect to rLi. |
To investigate how the structure (LAM or GYR) influences the ionic conductivity, we studied the effect of the N:P ratio on ionic conductivity for various samples with the same rLi. Because the change in the N:P ratio induces variation in the ionic conductivity, we compare the proportional enhancement in ionic conductivity when rLi increases. ΔσLi is defined as the ratio of σrLi + 0.005 to σrLi (eqn (3)).
(3) |
As illustrated in Table 2, it is apparent that when rLi increases from 0.20 to 0.25, the N:P ratio of either 3:1 or 4:1 triggers the LAM-GYR phase transition, ΔσLi values reach approximately 13. With the same increase in lithium salt concentration, the ΔσLi value for the sample with an N:P ratio of 5:1 is only 2.47. This means that with a similar increase in lithium salt concentration, the LAM-GYR phase transition produces an increase of 5.3 (13/2.47) times improvement in ionic conductivity compared to the case of remaining as the LAM phase. When rLi increases further to 0.30, the sample with the N:P ratio of 4:1 still maintains the GYR phase, while the sample with the N:P ratio of 3:1 goes through a GYR-LAM phase transition and has a roughly 5.2 (1.94/0.37) times decrease in ΔσLi. These results further demonstrate that the GYR structure is more favorable in terms of ion transport. Thus, it seems that in the system studied in this work the projected boosting of ionic conductivity owing to the LAM-GYR phase change could possibly be more than the theoretical differences for the ideal case in which the increasement is 1:(2/3) = 1.5. This is also observed for the sample with an N:P ratio of 5:1 when rLi continues to climb to 0.35, in which the ΔσLi value reaches 4.03 following the LAM-GYR transition. One of the reasons could be that the relatively large proportion of insulating parts in the samples, leading to fewer than enough ion conducting channels especially for those with the LAM structures. For the sample with an N:P ratio of 4:1, the intensive accumulation of lithium ions significantly reduces the ionic conductivity, leading to the ΔσLi value of only 0.19.
Footnote |
† Electronic supplementary information (ESI) available. See DOI: https://doi.org/10.1039/d4ra02300e |
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