1. Introduction
Tungsten has been used as a filling material for semiconductor structures such as buried metal gates and contact via holes in the semiconductor process due to its great conductivity and gap filling ability [
1,
2,
3]. However, after tungsten deposition by chemical vapor deposition (CVD), a chemical mechanical planarization (CMP) process is necessary because the inherent characteristics of tungsten result in topographic features with widths of approximately 60 to 120 nm and heights of 50 to 80 nm [
1,
3]. As devices evolve from the planar DRAM structures to next-generation vertical structures and design rules shrink to sub 48 nm contact poly pitch (CPP) in logic devices, the number of tungsten CMP processes increased from four to six times, and topography removal should be controlled to below 10 nm to reduce defects in subsequent processes. Therefore, a low defect buffing CMP step capable of eliminating tungsten topography with a relatively low removal rate of 100 Å/min is crucial. In this regard, understanding the dissolution kinetics and modulating excessive dissolution of tungsten films are necessary to achieve high surface flatness with improved topography.
Generally, in the tungsten CMP process, hydrogen peroxide (H
2O
2) is used as an oxidant to oxidize the tungsten surface to enable a high removal rate [
4,
5,
6,
7]. However, the use of hydrogen peroxide leads to the dissolution of tungsten, which in turn adversely affects the tungsten topography. Therefore, since there is a trade-off between the removal rate and dissolution of tungsten when using hydrogen peroxide, it is necessary to develop a new approach that can both suppress dissolution and secure a high tungsten removal rate [
8]. Seo et al. studied the corrosion behaviors of tungsten in the presence of hydrogen peroxide and calculated the kinetic constant [
5]. Anik et al. and Kanner et al. investigated the mechanism of tungsten dissolution kinetics using Raman spectroscopy and electrochemistry [
9,
10]. Given that the tungsten film has a negative charge in an acidic CMP environment, the conventional strategies to overcome the dissolution issue focused on forming a passivation layer via electrostatic adsorption using cationic polymer. However, the existing approaches have a limitation in preventing the tungsten dissolution because it is easily torn off by mechanical friction during the CMP process, and as a result, improving topography through modulating tungsten dissolution is insufficient.
In our previous study, the selective adsorption mechanism of pyridine functional groups from the aspect of bonding orbital theory was suggested in copper barrier CMP [
11]. Herein, we extended it to the tungsten application using α-picolinic acid as an inhibitor to prevent tungsten dissolution, and its impact on tungsten topography was discussed. The pyridine group of picolinic acid plays a role in a ligand forming a coordinate covalent bond with a tungsten atom, resulting in the protection of the surface tungsten atoms from dissolution during the CMP process [
12,
13,
14,
15]. In an adsorption isotherm experiment, the adsorption amount of picolinic acid adsorbed on tungsten oxide was shown to increase with increasing concentration of picolinic acid. CMP and a dipping test were conducted as a function of picolinic acid concentration. The tungsten surfaces were subsequently analyzed by AFM and SEM.
2. Materials and Methods
2.1. Materials
About 50 nm colloidal SiO2 was used as an abrasive. The solid concentration of SiO2 was 3.0 wt%. An amount of 30 wt% of hydrogen peroxide (H2O2, Daejung Chemical, Siheung-si, Korea) stock solution was used as an oxidizer, and all experiments were carried out after dilution to 4.0 wt%. The concentration of picolinic acid (Sigma Aldrich, Burlington, MA, USA) in the experiment was added to each solution relative to the solution weight. The pH of the slurries was adjusted to 2.5 using nitric acid (HNO3, 1.0 N, Sigma Aldrich, Burlington, MA, USA). The 300 mm CVD deposited tungsten wafers were purchased from Advantec Korea Co., Ltd., Seoul, Korea. These wafers were diced into 6 × 6 cm2 coupons for polishing experiments.
2.2. Characterization
The hydrodynamic diameters of the slurries were measured by dynamic light scattering (DLS, Nano-ZS, Malvern, UK). To describe the effect of picolinic acid on tungsten surface, three-dimensional microscopy was carried out using an atomic force microscope (AFM, XE-150, Park systems, Suwon, Korea) in non-contact mode with a 3 × 3 μm2 scan size and a 0.3 Hz scan rate. Surface images of wafers after polishing were analyzed by a scanning electron microscope (SEM, JSM-7600F, JEOL, Tokyo, Japan).
2.3. Adsorption Isotherm
Adsorption behaviors of picolinic acid on tungsten oxide were measured using the solution-depletion method using a total organic carbon analyzer (TOC-5000A, Shimadzu Corp., Kyoto, Japan). We used tungsten oxide in solid powder form (<100 nm, Sigma Aldrich, Burlington, MA, USA) because tungsten is oxidized to tungsten oxide by hydrogen peroxide during the actual CMP process. Tungsten oxide slurries were prepared with different concentrations of picolinic acid. The pH of the slurries was adjusted to 2.5 using nitric acid. Slurries were aged for 12 h at room temperature with mixing. Centrifugation was carried out to acquire the supernatant to analyze un-adsorbed picolinic acid using TOC analysis and measurement.
2.4. CMP and SER Evaluation
A coupon CMP (POLI-300, G&P Technology, Busan, Korea) equipment with a commercial pad (IC 1010/Suba IV, Dupont, DE, USA) was used for the CMP evaluation. Detailed CMP experimental conditions are shown in
Table S1. Static etch rate (SER) experiments used to verify the dissolution rate of tungsten were performed. To measure the SER, tungsten wafer samples cut into 2 × 2 cm
2 in each experimental composition were immersed 3 min in the sufficient amount of slurry solution. The thickness of tungsten films was measured using a four-point probe (FFP) (CMT-SR5000, Changmin Tech, Seongnam, Korea). The specific resistance (ρ) of tungsten films was estimated to 5.6 × 10
−8 Ω·m, and the thickness was calculated from dividing by the sheet resistance estimated through FFP in a constant condition as shown in the following equation.
The CMP evaluation to obtain material removal rate of tungsten films was repeated three times, and the average numbers are reported here.
3. Results and Discussion
The structure of picolinic acid and the schematic illustration of picolinic acid adsorption is shown in
Figure 1a,b, respectively. The lone pair electrons in the nitrogen of the pyridine functional group of picolinic acid act as active sites, which leads to the formation of complexes by covalent coordination bonding (i.e., σ-bonding) with tungsten oxide. Such complexes form a passivation layer on the metal surface, preventing corrosion reactions by blocking the water adsorption [
14,
16,
17]. An adsorption isotherm test was carried out to identify the detailed adsorption behavior of picolinic acid on tungsten oxide.
Figure 1 c,d shows the adsorption isotherm of picolinic acid on tungsten oxide as a function of picolinic acid concentrations. The adsorption data were analyzed using the Langmuir and Freundlich models [
18,
19].
The Langmuir model can be described with the equation:
and the Freundlich model can be expressed as:
where
is the concentration of adsorbed picolinic acid on the surface of tungsten oxide (mg/m
2),
is the maximum concentration of adsorbed picolinic acid (mg/m
2),
is the concentration of picolinic acid in slurry solution (mg/L), and
is the Langmuir constant (L/mg) [
18]. The Freundlich constant
is related to the adsorption capacity, and
is correlated the adsorption intensity [
19].
The constants calculated from adsorption models are shown in
Table 1. The higher R
2 value of the Langmuir model compared to that of the Freundlich model indicates that the picolinic acid was homogeneously adsorbed on tungsten oxide [
18,
19], meaning that the picolinic acid forms a monolayer on the surface of tungsten oxide [
18]. Both Lee et al. and Ramis et al. experimentally demonstrated that the strong Lewis acid sites and Brønsted acid sites on the surface of metal oxide films could be active sites for the adsorption of pyridine functional groups [
11,
20,
21]. From this point of view, the coordinated covalent bonding between the pyridine group of picolinic acid and the acidic sites of tungsten oxide resulted in monolayer adsorption on the surface of tungsten oxide [
12,
13,
20,
21]. Based on adsorption isotherm results, the saturated concentration of picolinic acid was determined to be 1.5 wt%. Thus, we selected four picolinic acid concentrations (0, 0.5, 1.5, and 5.0 wt% per solution weight) for subsequent experiments to determine its effect on tungsten dissolution.
To verify the dispersion stability of the silica nanoparticles with picolinic acid as a CMP slurry, we measured the hydrodynamic diameters and zeta potentials of the slurries as a function of the picolinic acid concentration, as shown in
Figure S1 and
Table S2. As the concentration of picolinic acid increased, the measured hydrodynamic diameters was maintained at the level of 64 nm and did not change. Similarly, the zeta potentials of the slurries also constantly remained at the level of −20 mV as the concentration of picolinic acid increased. These results confirm that the dispersion stability of the silica-based slurry is not influenced by the addition of picolinic acid.
After the dipping test, the topography was analyzed by AFM and SEM, as seen in
Figure 2. The average roughness (R
a) of each sample was calculated to quantitatively compare their topographies. In the absence of picolinic acid, the grains of tungsten were severely damaged due to the high dissolution rate of tungsten. Similar results were obtained with 0.5 wt% picolinic acid, but a few more grains were observed. When 1.5 and 5.0 wt% picolinic acid were added to the slurry, the grains of tungsten remained well because the amounts of adsorbed picolinic acids were sufficient to suppress tungsten dissolution. In general, corrosion (i.e., dissolution) of tungsten mainly occurs at the grain boundary with high thermodynamic activation energy. However, since picolinic acid protects the reaction active site via adsorbing to the tungsten grain boundary through covalent coordination bonding, the surface roughness could be dramatically improved. The R
a values obtained from AFM and SEM images were well correlated.
As shown in
Figure 3, the surface of tungsten films after the CMP test were analyzed by AFM and SEM. In the absence of picolinic acid, grains remained despite the application of CMP process. The persistence of the grains result from dissolution in the valleys between the grains as the tops are polished. Using 0.5 wt% of picolinic acid failed to remove the grains, as the picolinic concentration was not sufficient to prevent dissolution in the tungsten valleys. On the other hand, the grains were well removed with 1.5 wt% picolinic acid, and R
a decreased from 17.3 nm to 7.8 nm after CMP process. This result indicates that 1.5 wt% picolinic acid is sufficient for the protection of the tungsten valleys between the grains during the CMP such that the topography was smoothed.
The removal and dissolution rates of tungsten as a function of picolinic acid concentration were calculated and are shown in
Figure 4. The removal rate of the tungsten films gradually decreased from 120 to 85 Å/min with increasing concentration of picolinic acid up to 1.5 wt% due to the adsorption of picolinic acid. Additionally, at this picolinic acid concentration, the topography of tungsten, as represented by the R
a value, was well removed. On the other hand, the tungsten dissolution rate dramatically decreased from 90 to 11 Å/min as picolinic acid concentration increased up to 1.5 wt%, while a high R
a value was maintained. This result indicates that the excessive tungsten dissolution was suppressed. Both the removal and dissolution rates decreased up to a picolinic acid concentration of 1.5 wt% and showed almost the same results at 5.0 wt% because the adsorption of picolinic acid onto the surface of tungsten oxide saturates at this concentration. These results are in good agreement with the adsorption isotherm simulations.