Kyung Hwan Choi‡
b,
Dahoon Kim‡a,
Jinsu Kanga,
Chaeheon Wooa,
Xiaojie Zhanga,
Yeong Hyeop Kima,
Yeongjin Kima,
Hyeon-Seok Bangad,
Kyung In Kima,
Jeong Su Parka,
Seyoung Janga,
Jongwha Changf,
Hyung-Suk Ohade,
Jae-Hyun Lee
c,
Hak Ki Yu
*c and
Jae-Young Choi
*abe
aSchool of Advanced Materials Science and Engineering, Sungkyunkwan University, Suwon 16419, Korea. E-mail: jy.choi@skku.edu
bSKKU Advanced Institute of Nanotechnology (SAINT), Sungkyunkwan University, Suwon 16419, Republic of Korea
cDepartment of Materials Science and Engineering & Department of Energy Systems Research, Ajou University, Suwon 16499, Republic of Korea. E-mail: hakkiyu@ajou.ac.kr
dClean Energy Research Center, Korea Institute of Science and Technology (KIST), Seoul 02792, Republic of Korea
eKIST-SKKU Carbon-Neutral Research Center, Sungkyunkwan University, Suwon 16419, Republic of Korea
fDepartment of Internal Medicine, Wayne State University, Detroit, MI 48201, USA
First published on 19th July 2025
Ta2Pt3Se8, a quasi-1D van der Waals material, exhibits promising structural and electrical properties, making it a potential candidate for electronic applications. However, the traditional liquid phase exfoliation (LPE) of Ta2Pt3Se8 requires toxic and high boiling point solvents like NMP and DMF, which limits its broader application. In this study, we introduce a co-solvent strategy using an IPA/water mixture to optimize the LPE of Ta2Pt3Se8. By adjusting the volume ratios, the total surface tension, polar-to-dispersive (P/D) ratio and dielectric constant of the co-solvent were fine-tuned, achieving high exfoliation efficiency. Field-effect transistors (FETs) were successfully fabricated and exhibited a field-effect mobility of 6.76 cm2 V−1 s−1 and Ion/Ioff greater than 103. The results demonstrate that this co-solvent approach provides a lower-toxicity alternative for LPE while maintaining high exfoliation yields.
Ta2Pt3Se8 is a quasi-1D vdW material with unique structural and electrical properties, allowing it to be a highly suitable building block for electronic applications. Ta2Pt3Se8 has been utilized for field-effect transistors (FETs) and photodetectors as a promising p-type semiconductor due to its excellent carrier transport and optoelectronic properties.23–25 In addition, owing to the vdW nature, Ta2Pt3Se8 can be effectively downsized through mechanical exfoliation or liquid phase exfoliation (LPE) depending on the intended applications. Mechanical exfoliation is effective for fundamental studies or when precise alignment is required, but for forming specific structures over large areas or achieving high-yield, large-scale production, LPE is more suitable.2,26 However, in the case of LPE of Ta2Pt3Se8, a drawback is that it requires solvents like N-methyl-2-pyrrolidone (NMP) and dimethylformamide (DMF), which are toxic and have high boiling points of 204 and 153 °C, respectively.27 It has been confirmed that other solvents are not able to provide sufficient driving force for successful exfoliation due to the large mismatch in total surface tension or polar-to-dispersive (P/D) ratio with Ta2Pt3Se8. For this reason, despite its promising properties, the application of Ta2Pt3Se8 using solution processing may be limited.
In this study, we introduce a co-solvent exfoliation strategy utilizing an IPA/water mixture to optimize the LPE of Ta2Pt3Se8. By employing various volume ratios of each solvent, we finely adjusted the total surface tension, P/D ratio, and dielectric constant of the co-solvent. The exfoliation efficiency using a co-solvent was compared not only with exfoliation in NMP as a single solvent but also with aqueous dispersion using a dispersant. Finally, FET devices were fabricated using Ta2Pt3Se8 nanowires exfoliated in the co-solvent, achieving a field-effect mobility of up to 6.76 cm2 V−1 s−1 and Ion/Ioff greater than 103. It is believed that these findings will be highly beneficial for identifying optimal solvents for the LPE of various vdW materials, not just Ta2Pt3Se8.
From a thermodynamic perspective, the efficiency of LPE is governed by the intermolecular interactions between the solid and liquid phases. Matching the dielectric constant and minimizing the interfacial surface tension facilitate better immersion and insertion of solvent molecules into the vdW gaps of the layered materials, thereby enhancing exfoliation performance.33,34 Additionally, according to the OWRK theory, a smaller difference in the P/D ratio between the solvent and solute leads to lower interfacial surface energy. Thereby, the P/D ratio can serve as a useful indicator for evaluating dispersion behavior.24,35 In this study, we use dielectric constant, surface tension, and P/D ratio as key parameters to explain and assess the dispersion behavior. LPE of Ta2Pt3Se8 was performed using 11 different exfoliation solvents with varying IPA content as shown in Table 1. A Ta2Pt3Se8 solution with an initial concentration of 1 mg mL−1 was ultrasonicated in each solvent and then centrifuged at 6000 rpm for 10 min to obtain the supernatant. Fig. 2a shows photographs of the final Ta2Pt3Se8 dispersions with different IPA contents. As seen in the images, the dispersions exhibit particularly dark colors in the IPA content range of 60 to 90%. To precisely compare the concentration of exfoliated Ta2Pt3Se8 nanowires in each solvent, UV-visible absorbance was measured as shown in Fig. S1(ESI†). According to the Beer–Lambert law, the absorbance at a specific wavelength is proportional to the concentration of the solute. Therefore, the concentrations of the dispersions were compared based on the absorbance measured at 400 nm. To ensure the consistency of the experiment, each condition was tested three times as summarized in Fig. S2(ESI†). Fig. 2b shows the changes in absorbance with varying IPA content. The Ta2Pt3Se8 dispersions in the range of 60 to 90% exhibited higher absorbance, which is consistent with the results of the final color of the dispersions. To investigate the dispersion behavior of Ta2Pt3Se8, the absorbance results were fitted against the total solvent. As shown in Fig. 2c, Ta2Pt3Se8 exhibited high exfoliation efficiency in the surface tension range of 22.77 to 24.43 mJ m−2. When examined in terms of the P/D ratio, this corresponds to the range of 0.442 to 0.475 as shown in Fig. 2d. Previous results indicated that the P/D ratio of Ta2Pt3Se8 is 0.413, which is approximately close to the P/D ratio of the solvents identified.27 Finally, as shown in Fig. 2e, the most effective results were obtained with a dielectric constant between 24.12 and 42.78, which is consistent with the high efficiency previously observed in a single-solvent system such as NMP (33.0) and DMF (37.5).27 These findings demonstrate that the optimal exfoliation solvent can be effectively designed by fine-tuning the properties of the co-solvent rather than relying solely on water and IPA.
IPA% | Surface tension (mJ m−2) | Dispersive component (mJ m−2) | Polar component (mJ m−2) | P/D ratio | Dielectric constant |
---|---|---|---|---|---|
0 | 72.75 | 22.10 | 50.65 | 2.292 | 80.1 |
10 | 43.90 | 21.11 | 22.79 | 1.080 | 73.88 |
20 | 33.87 | 19.70 | 14.17 | 0.719 | 67.66 |
30 | 28.08 | 16.94 | 11.14 | 0.658 | 61.44 |
40 | 26.16 | 17.11 | 9.05 | 0.529 | 55.22 |
50 | 25.13 | 16.96 | 8.17 | 0.482 | 49.00 |
60 | 24.43 | 16.56 | 7.89 | 0.475 | 42.78 |
70 | 23.78 | 16.14 | 7.64 | 0.473 | 36.56 |
80 | 23.39 | 16.13 | 7.26 | 0.450 | 30.34 |
90 | 22.77 | 15.79 | 6.98 | 0.442 | 24.12 |
100 | 23.00 | 19.50 | 3.50 | 0.179 | 17.90 |
To effectively interpret the results of LPE, it is important to analyze not only the concentration, but also the morphology of the exfoliated material. To examine the morphology of the exfoliated Ta2Pt3Se8 nanowires, each dispersion was vacuum filtrated onto an anodic aluminum oxide (AAO) membrane and analyzed by SEM. Fig. 3a shows SEM images of the Ta2Pt3Se8 nanowires in representative solvent compositions. The width of nanowires in each solvent was compiled into a histogram as shown in Fig. 3b. Overall, after LPE, it was confirmed that the bulk Ta2Pt3Se8 crystals were downsized to a scale of several tens of nanometers. However, in the case of the least efficient solvent, 0% IPA, the average width was 67.3 nm with a large deviation. It was observed that the higher the efficiency of the solvent composition in terms of concentration, the smaller the average width of the Ta2Pt3Se8 nanowires. Notably, 80% IPA, which exhibited the highest concentration, had the smallest average width of 21.7 nm and the smallest deviation. Fig. 3c shows the width distribution of the produced Ta2Pt3Se8 nanowires for all solvent compositions. This indicates that solvents with higher dispersion concentrations tend to produce thinner nanowires with increased uniformity. To confirm the thickness of the Ta2Pt3Se8 nanowires exfoliated in the optimal solvent, AFM measurements were conducted. The results showed an average thickness of 11.7 nm as shown in Fig. 3d and Fig. S4(ESI†). All subsequent experiments were carried out using 80% IPA.
To evaluate the effectiveness of our co-solvent approach, we compared it with LPE using NMP and water with an amphiphilic dispersant. Sodium dodecylbenzene sulfonate (SDBS), an anionic dispersant, is commonly used for dispersing CNTs or TMDCs in water.36,37 Its strong negative charge of sulfonate group creates electrostatic repulsion with surrounding water, allowing aqueous dispersion. Fig. 4a shows photographs of the final dispersions for the three different solvents after LPE under the identical conditions. As shown in Fig. 4b, when comparing concentrations, the IPA–water exhibited an absorbance approximately 1.4 and 6 times higher than NMP and SDBS–water, respectively. To quantitatively evaluate the exfoliation yield, the extinction coefficient of Ta2Pt3Se8 nanowires in IPA/water 80% was determined by fitting absorbance values measured at various concentrations (Fig. S5, ESI†). As a result, the extinction coefficient at 400 nm was determined to be 1841.8 L g−1 m−1, and the concentration calculated based on the Beer–Lambert law was 68.1 μg mL−1. This value is approximately 1.39 times higher than the concentration obtained using NMP.
Subsequently, the size of the exfoliated Ta2Pt3Se8 nanowires in NMP (23.4 ± 7.0 nm) and SDBS–water (21.3 ± 4.8 nm) was compared to that in IPA–water (21.7 ± 4.9 nm), with no significant difference observed, as shown in Fig. 4c and Fig. S6(ESI†). This demonstrates that the co-solvent approach can achieve significantly higher exfoliation yields in solvents with lower boiling points and less toxicity. Additionally, X-ray photoelectron spectroscopy (XPS) was performed on Ta2Pt3Se8 nanowires exfoliated in the optimum solvent to assess its chemical stability (Fig. S7, ESI†). Each XPS core-level spectrum exhibits a single, well-defined peak without noticeable sub-peaks corresponding to different binding energies. This indicates the absence of oxidation states and confirms that the Ta2Pt3Se8 nanowires maintain their chemical stability after the liquid phase exfoliation process.
Finally, to evaluate the electronic properties of the Ta2Pt3Se8 nanowires using a co-solvent method, we fabricated FET devices. Ta2Pt3Se8/IPA 80% dispersion was spin-coated onto a 100 nm SiO2/Si substrate, and then Cr/Au (5/50 nm) electrodes were fabricated using standard photolithography and e-beam evaporation. Fig. 5a illustrates the FET device structure and shows the corresponding AFM image. Fig. 5b presents the transfer curve (IDS–VG) measured at room temperature and VDS of 1 V for a 19.2 nm-thick Ta2Pt3Se8 nanowire. As in previous reports, it clearly displayed typical p-type transport behavior with Ion/Ioff around 103. Its field-effect mobility (μFE) was extracted using the following equation:
μFE = (L/WCoxVDS)(dIDS/dVG) |
To compare the FET performance based on the exfoliation solvent, devices were fabricated using NMP and SDBS–water solvents. The results from nanowires of similar thickness showed μFE comparable to those obtained with the co-solvent method as shown in Fig. S10(ESI†). In order to compare device performance not only in single nanowires but also in thin-film structures, we fabricated Ta2Pt3Se8 nanowire thin-films by vacuum filtration of IPA–water and SDBS–water dispersions onto AAO membranes. As shown in Fig. S11(ESI†), the 9 × 3 device arrays were deposited on Ta2Pt3Se8 thin-films of same thickness using a shadow mask. Then, I–V characteristics were evaluated for all devices of IPA–water and SDBS–water. As shown in Fig. S12(ESI†), IPA–water exhibited a current level nearly one order of magnitude higher than that of SDBS–water, with smaller variation between devices. This can be attributed to the absence of external insulating dispersants that may hinder conductivity.
Footnotes |
† Electronic supplementary information (ESI) available. See DOI: https://doi.org/10.1039/d5tc01262g |
‡ These authors contributed equally to this work. |
This journal is © The Royal Society of Chemistry 2025 |