Controllable Carbonization of Plastic Waste into Three-Dimensional Porous Carbon Nanosheets by Combined Catalyst for High Performance Capacitor

Polyethylene terephthalate (PET) plastic has been extensively used in our social life, but its poor biodegradability has led to serious environmental pollution and aroused worldwide concern. Up to now, various strategies have been proposed to address the issue, yet such strategies remain seriously impeded by many obstacles. Herein, waste PET plastic was selectively carbonized into three-dimensional (3D) porous carbon nanosheets (PCS) with high yield of 36.4 wt%, to be further hybridized with MnO2 nanoflakes to form PCS-MnO2 composites. Due to the introduction of an appropriate amount of MnO2 nanoflakes, the resulting PCS-MnO2 composite exhibited a specific capacitance of 210.5 F g−1 as well as a high areal capacitance of 0.33 F m−2. Furthermore, the PCS-MnO2 composite also showed excellent cycle stability (90.1% capacitance retention over 5000 cycles under a current density of 10 A g−1). The present study paved an avenue for the highly efficient recycling of PET waste into high value-added products (PCSs) for electrochemical energy storage.


Introduction
Due to its light weight and outstanding mechanical properties, plastic has been widely used in many fields. However, with the ever-increasing consumption of plastic products, it has flooded almost every corner of peoples' lives, and its poor biodegradability has resulted in serious environment pollution [1,2]. Currently, landfill and incineration are the most widely adopted strategies for the treatment of plastics wastes [3][4][5]. Nevertheless, in the long term, the decomposition of plastic waste buries underground will lead to soil and underground water contamination and harmful gases will be released into the air. However, the inappropriate treatment of plastic waste will not only cause resource waste, but also induce serious environmental pollution [6]. Although many strategies have been proposed to treat and reuse the plastic waste, it is still a great challenge to recycle the plastic waste at large scale [7]. Among various commonly used plastics, polyethylene terephthalate (PET) is widely used in our social life. For example, in China, all plastic bottles are made from PET and up to 3 million tons of PET plastic bottles are consumed every year. Therefore, developing a method for

Preparation of Porous Carbon Nanosheet (PCS)
Neat PET carbonization product (CP) was obtained by direct carbonization of waste PET in a reaction kettle at 700 • C. For the preparation of PCS, in the typical synthesis, MgO and Co(acac) 3 were put into a ball mill with a mass ratio of 2:1 to get a combined catalyst (MgO/Co(acac) 3 ). The waste PET was firstly cut into small fragments and mixed with the combined catalyst at a mass ratio of 1:2, followed by introducing into an autoclave to react at 700 • C for 1 h. Subsequently, the carbon product was taken out and refluxed in 1M HCl acid solution at 100 • C for 12 h to remove MgO and cobalt oxide from the carbon sample. In the next step, the mixture was filtered to get the PCSs sample. Finally, the PCSs were dried in vacuum at 80 • C prior to the electrochemical test.

Preparation of Porous Carbon Nanosheet (PCS-MnO 2 )
To load MnO 2 nanoflakes on PCSs, in a typical synthesis, 25x mg (x = 1, 2, 4) of KMnO 4 was dissolved in 500 mL deionized water, and the solution was heated at 80 • C in an oil bath. Then 100 mg of the as-prepared carbon material (PCS) was added and stirred gently for 1 h. After cooling to room temperature, the PCS-MnO 2 composite was separated from the mixture and dried in vacuum for further use. The final composite product was denoted as PCS-MnO 2 -x (x = 1, 2, 4).

Characterization
The morphology of the carbon nanomaterial was measured by a field emission scanning electron microscope (SEM, XL30ESEM-FEG) of Japan JEOL Company at an acceleration voltage of 20 kV, and the microscopic structure of the carbon nanomaterial was tested by a transmission electron microscope (TEM, JEM-1011) of Japan JEOL Company at an acceleration voltage of 100 kV. The phase composition of the carbon nanomaterial was determined by X-ray diffraction (XRD, D8 Advance X-ray diffractometer) of German Bruker Company, and the purity and thermal stability of carbon material was analyzed by a thermogravimetric analyzer (TA Instruments SDT Q600) of American TA company. The elemental composition and contents of the materials were determined by X-ray photoelectron spectroscopy (VG ESCALAB MK II) of American Thermo Scientific company at 10.0 kV and 10 mA Al Kα radiation. The N 2 adsorption/desorption isotherms were obtained at liquid nitrogen temperature (77 K) on the Micromeritics ASAP 2010 M of American Micromeritics company. The density functional theory (DFT) and Brunauer-Emmett-Teller (BET) methods were used to calculate the specific surface area and pore size distribution.

Electrochemical Test
To prepare the working electrode, in a typical synthesis, the active material, conductive carbon black, and 5 wt% of polytetrafluoroethylene (PTFE) solution were mixed together to form a paste with a mass ratio of 8:1:1, then the paste was uniformly coated on nickel foam (area: 1 cm 2 ), the loading amount of the active material of the obtained electrode was approximately 4 mg cm −2 . And then placed in a vacuum drying oven at 80 • C for 12 h. Then, a roller press was applied to press the electrode sheet to a thickness of 0.5 mm. A platinum plate was used as a counter electrode for a three-electrode test system, and 6 mol L −1 of KOH was used as the electrolyte. After the electrode sheet was soaked in the electrolyte for 12 h, the electrochemical tests were carried out on the electrochemical workstation (CHI 660E). Cyclic voltammetry (CV) was tested at a voltage window of −1~0 V with a scan rate of 1~200 mV s −1 . The galvanostatic charge-discharge (GCD) test was carried out under the test voltage window of −1~0 V and with a current density of 0.5~20 A g −1 . The electrochemical impedance test is in range of 0.01 Hz~100 kHz. In the three-electrode system, the gravimetric specific capacitance and the areal specific capacitance is calculated from the following equations: (1) Nanomaterials 2020, 10, 1097 where C wt(GCD) (F g −1 ) and C wt(CV) (F g −1 ) are the gravimetric specific capacitance (C) calculated from GCD and CV results, I (A) is the current response, V b and V a are the high and low potential limits, m represents the carbon material mass, s (mV s −1 ) is the scanning rate, and C areal (F m −2 ) is the areal specific capacitance, which is obtained by dividing the gravimetric specific capacitance by the specific surface area of carbon. S BET (m 2 g −1 ) is the specific surface area calculated from the N 2 adsorption and desorption (77 K) isotherm.

Results
The synthetic route for the preparation of PCS-MnO 2 composites is presented in Figure 1a. At the elevated temperature to 700 • C in the reactor, PET firstly decomposed into small organic molecules such as methane, ethylene, and other aromatic hydrocarbons [27]. At the same time, CoO nanoparticles were formed by the decomposition of Co(acac) 3 and distributed on MgO flakes evenly. Based on the decomposition-diffusion-precipitation mechanism [28], the produced small organic molecules began to deposit on the surface of CoO/MgO undergoing a dehydrogenation and aromatization reaction to form carbon layer coated on CoO/MgO [29]. After the removal of MgO and cobalt oxide species, the PCSs were finally obtained. Notably, these curved carbon nanosheets can effectively prevent carbon sheets from re-stacking process. MnO 2 nanoflakes were subsequently deposited on PCSs through the redox reaction to form PCS-MnO 2 composite [30]. The corresponding chemical reaction is shown below [31]: The SEM and TEM were measured to investigate the microstructure of the obtained samples at different stages. Figure 1b Catalytic efficiency is one of the most important parameters to influence the applicability of the tested catalyst for carbonization of plastic waste. The obtained carbon product fabricated without adding any catalyst is in the form of carbon block (Figure 2a). The carbonization yield of this sample is only 22 wt% (see Figure 2d). When PET waste was mixed with MgO flakes, the carbonization yield increased to 25.1 wt%, slightly higher than PET itself. The morphology of this sample was in the form of flake structured carbon derivated from MgO template (Figure 2b). When only Co(acac) 3 was introduced to PET waste, the carbonization yield increased to 26 wt%, demonstrating slightly higher catalytic activity of Co(acac) 3 than MgO and PET itself. The morphology of this sample is depicted in Figure 2c. It shows core/shell structured carbon spheres. The size of carbon spheres is in the range of 20-50 nm. However, when Co(acac) 3 and MgO were introduced together to form a combined catalyst, the carbonization efficiency was dramatically enhanced to 36.4 wt%. This is much higher than MgO and Co(acac) 3 itself, further demonstrating the positive synergistic effect between Co(acac) 3 and MgO. The carbon product is in the form of folded flakes with rich mesopores, as shown in Figure 1b. Nanomaterials 2020, 10, x FOR PEER REVIEW 5 of 13 The SEM and TEM were measured to investigate the microstructure of the obtained samples at different stages. Figure 1b, f presents the TEM and SEM images of the prepared PCS. They reveal a 3D structured porous carbon sheet with a thickness of ca. 20 nm. Figure 1c-e exhibit TEM images of PCS-MnO2 hybrid composite. It is easy to observe that the morphology of the PCS-MnO2 composite are the flake MnO2 with a diameter of ca. 15 nm attached to the surface of the PCS. With the increase of the amount of KMnO4 added, the amount of flake MnO2 loaded on the PCS surface gradually enhanced from PCS-MnO2-1 to PCS-MnO2-4, and the thickness of MnO2 also increased slightly. Figure 1g shows the SEM image of PCS-MnO2-2 with the inset revealing MnO2 nanoflakes as indicated by red circle. Supplementary Figure S1a-d presents EDX mapping of PCS-MnO2-2. It is found that C, O, and Mn elements are evenly distributed in the measured sample.
Catalytic efficiency is one of the most important parameters to influence the applicability of the tested catalyst for carbonization of plastic waste. The obtained carbon product fabricated without adding any catalyst is in the form of carbon block (Figure 2a). The carbonization yield of this sample is only 22 wt% (see Figure 2d). When PET waste was mixed with MgO flakes, the carbonization yield The phase composition and crystallinity of carbon samples at different stages were determined by X-ray diffraction (XRD). As observed in Figure 3a, the typical (200) peak at 43 • and (220) peak at 62 • are assigned to MgO (JCPDS 77-2179), which demonstrate the existence of MgO template. Besides, there are typical peaks corresponding to CoO from decomposition of Co(acac) 3 (JCPDS 75-0418) in the pattern. It is believed that the formed CoO with MgO synergistically promote the dehydrogenation and carbonization of the polymer when considering the carbonization yield [29,32]. In the XRD spectrum of PCS there are only two strong peaks at 26 • and 43 • corresponded to (002) and (101) crystal planes of hexagonal graphite [33]. In PCS-MnO 2 -2, except for the peak at 26 • , there are typical δ-MnO 2 (JCPDS 42-1317) peaks, which have been marked in the curves, indicating the existence of MnO 2 in the composite [34]. Figure 2c. It shows core/shell structured carbon spheres. The size of carbon spheres is in the range of 20-50 nm. However, when Co(acac)3 and MgO were introduced together to form a combined catalyst, the carbonization efficiency was dramatically enhanced to 36.4 wt%. This is much higher than MgO and Co(acac)3 itself, further demonstrating the positive synergistic effect between Co(acac)3 and MgO. The carbon product is in the form of folded flakes with rich mesopores, as shown in Figure 1b. The phase composition and crystallinity of carbon samples at different stages were determined by X-ray diffraction (XRD). As observed in Figure 3a, the typical (200) peak at 43° and (220) peak at 62° are assigned to MgO (JCPDS 77-2179), which demonstrate the existence of MgO template. Besides, there are typical peaks corresponding to CoO from decomposition of Co(acac)3 (JCPDS 75-0418) in the pattern. It is believed that the formed CoO with MgO synergistically promote the dehydrogenation and carbonization of the polymer when considering the carbonization yield [29] [32]. In the XRD spectrum of PCS there are only two strong peaks at 26° and 43°corresponded to (002) and (101) crystal planes of hexagonal graphite [33]. In PCS-MnO2-2, except for the peak at 26°, there are typical δ-MnO2 (JCPDS 42-1317) peaks, which have been marked in the curves, indicating the existence of MnO2 in the composite [34]. TGA was carried out to determine the carbon content of the tested samples. All of the materials were tested under air atmosphere. As shown in Supplementary Figure S2, the amount of residual carbonized initial product is 74.4%, which indicates the amount of catalyst in the carbonized product. At 800 °C, the residue of PCS sample is 0%, implying that MgO/CoO has been completely removed from PCS. Three PCS-MnO2 samples with different amounts of MnO2 are clearly shown in Supplementary Figure S2. It is worth noting that the sample of PCS-MnO2 begins to lose weight before 300 °C, which is due to the release of water trapped in the sample [35]. The weight loss in the range of 300~450 °C is due to the oxidation of PCS. In addition, due to chemical reaction of MnO2 to Mn2O3, a weak weight loss is also found after 450 °C [36]. Figure 3b presents the Raman spectra of CP, PCS and PCS-MnO2-2, respectively. All of them show two typical peaks at 1340 cm −1 and 1590 cm −1 . The D band at 1340 cm −1 is related to the disordered vibration peak of amorphous carbon, and the G band at 1590 cm −1 corresponds to the ordered carbon [37]. The ratio of ID/IG is used to estimate the graphitization degree of the carbon material. The higher ID/IG ratio implies the lower graphitization degree. According to calculation, the ID/IG value of CP and PCS is 1.12 and 0.99, respectively. The lower ID/IG value indicates that the porous structure of PCS has a higher graphitization degree with respect to CP due to the existence of CoO inducing a higher graphitization degree. After loading of MnO2 on PCS, the ID/IG value of PCS-MnO2-2 slightly increases to 1.06, TGA was carried out to determine the carbon content of the tested samples. All of the materials were tested under air atmosphere. As shown in Supplementary Figure S2, the amount of residual carbonized initial product is 74.4%, which indicates the amount of catalyst in the carbonized product. At 800 • C, the residue of PCS sample is 0%, implying that MgO/CoO has been completely removed from PCS. Three PCS-MnO 2 samples with different amounts of MnO 2 are clearly shown in Supplementary Figure S2. It is worth noting that the sample of PCS-MnO 2 begins to lose weight before 300 • C, which is due to the release of water trapped in the sample [35]. The weight loss in the range of 300~450 • C is due to the oxidation of PCS. In addition, due to chemical reaction of MnO 2 to Mn 2 O 3 , a weak weight loss is also found after 450 • C [36]. Figure 3b presents the Raman spectra of CP, PCS and PCS-MnO 2 -2, respectively. All of them show two typical peaks at 1340 cm −1 and 1590 cm −1 . The D band at 1340 cm −1 is related to the disordered vibration peak of amorphous carbon, and the G band at 1590 cm −1 corresponds to the ordered carbon [37]. The ratio of I D /I G is used to estimate the graphitization degree of the carbon material. The higher I D /I G ratio implies the lower graphitization degree. According to calculation, the I D /I G value of CP and PCS is 1.12 and 0.99, respectively. The lower I D /I G value indicates that the porous structure of PCS has a higher graphitization degree with respect to CP due to the existence of CoO inducing a higher graphitization degree. After loading of MnO 2 on PCS, the I D /I G value of PCS-MnO 2 -2 slightly increases to 1.06, implying that the graphitization degree decreased. At the same time, two new weak peaks at 569 cm −1 and 641 cm −1 appear which correspond to δ-MnO 2 in PCS-MnO 2 -2. This is consistent with the XRD result [38].
XPS analysis was used to investigate the surface chemical state of each element in the carbon samples. Supplementary Figure S3 shows XPS spectra of PCS-before HCl treatment, PCS, PCS-MnO 2 -2 (a), and the narrow spectra of Mn 2p peaks of the PCS-MnO 2 -2 (b). Supplementary Figure S3b shows high-resolution spectrum of Mn2p with the peaks at 653.8 eV and 642.2 eV corresponding to the Mn2p 1/2 and Mn2p 3/2 , respectively. Moreover, the energy band of 11.6 eV between Mn2p peaks indicates the presence of δ-MnO 2 , which is also in agreement with the XRD and EDX mapping results [39]. Figure 4a displays the N 2 adsorption/desorption isotherms of PCS and PCS-MnO 2 composites, respectively. Based on IUPAC specifications, lower N 2 adsorption at low relative pressure (P/P 0 < 0.05) and adsorption at high relative pressure (P/P 0 > 0.9) meet IV adsorption isotherm for two curves, indicating the abundant micropores and mesopores existed [40]. Meanwhile, the hysteresis loop in the curves also indicates the existence of mesopores. The above results are consistent with the pore size distribution analysis (Figure 4b). Figure 4b shows the numerous mesopores that exist in the PCS, which is beneficial for the ions and electrolytes free transportation within the pores. The specific surface area of PCS and PCS-MnO 2 -x (x = 1, 2, 4) is reduced from 561 m 2 g −1 to 453 m 2 g −1 , and the total pore volumes are 2.4 cm 3 g −1 , 2.32 cm 3 g −1 , 2.16 cm 3 g −1 , and 1.86 cm 3 g −1 , respectively. This means that the specific surface area and pore volume of PCS-MnO 2 composites decrease along with the increase in the amount of MnO 2 loading. An appropriate amount of MnO 2 loaded on PCS can not only introduce higher pseudo-capacitance to the material but also maintain a larger specific surface area and suitable pore structure, which endows the PCS-MnO 2 composite based electrode with better electrochemical performance.  A three-electrode system was first applied to investigate the electrochemical properties of the prepared carbon samples. In Figure 5a, the cyclic voltammetry (CV) curves of PCS and PCS-MnO2 composites at 1mV s −1 are shown. The rectangular-like CV curve of PCS proves its typical electricdouble-layer behavior. For PCS-MnO2 composites, there are two obvious reduction peaks from −0.4 V to −0.1 V, and another two obvious oxidation peaks in the range of −0.7 V and −0.4 V. According to previous reports, the reduction peak around −0.4 V and −0.1 V is due to the reversible redox reaction between Mn (IV) and Mn (III). While another two oxidation peaks are attributed to the oxidation reaction between Mn (III) and Mn (II) [41]. In addition, the CV integral area of PCS-MnO2-2 is much larger than that of PCS and other PCS-MnO2 composites. The gravimetric capacitance reaches up to 193.8 F g −1 at 1 mV s −1 , which is demonstrating that appropriate MnO2 loading can introduce pseudocapacitance while maintaining a large specific surface area and suitable pore structure to improve the electrochemical performance of electrode materials. The corresponding GCD test at a current density of 1 A g −1 is presented in Figure 5b  A three-electrode system was first applied to investigate the electrochemical properties of the prepared carbon samples. In Figure 5a, the cyclic voltammetry (CV) curves of PCS and PCS-MnO 2 composites at 1 mV s −1 are shown. The rectangular-like CV curve of PCS proves its typical electric-double-layer behavior. For PCS-MnO 2 composites, there are two obvious reduction peaks from −0.4 V to −0.1 V, and another two obvious oxidation peaks in the range of −0.7 V and −0.4 V. According to previous reports, the reduction peak around −0.4 V and −0.1 V is due to the reversible redox reaction between Mn (IV) and Mn (III). While another two oxidation peaks are attributed to the oxidation reaction between Mn (III) and Mn (II) [41]. In addition, the CV integral area of PCS-MnO 2 -2 is much larger than that of PCS and other PCS-MnO 2 composites. The gravimetric capacitance reaches up to 193.8 F g −1 at 1 mV s −1 , which is demonstrating that appropriate MnO 2 loading can introduce pseudo-capacitance while maintaining a large specific surface area and suitable pore structure to improve the electrochemical performance of electrode materials. The corresponding GCD test at a current density of 1 A g −1 is presented in Figure 5b. Similarly, nearly triangle shape of PCS illustrates the electrochemical behavior of the electric double layer. For PCS-MnO 2 composites, there are two potential plateaus at −0.4~−0.1 V and −0.7~−0.4 V, which are consistent with the CV curves and correspond to reversible redox reaction of the transition of Mn (IV) and Mn (III), and oxidation reactions of the transition of Mn (III) and Mn (II). Among these materials, PCS-MnO 2 -2 has the longest discharge time. As the loading of MnO 2 increases, the discharge time of the PCS-MnO 2 composites firstly increases and then decreases. This is due to the accumulation of MnO 2 in PCS-MnO 2 -2, which reduces the utilization of MnO 2 and the ion transportation rate. The CV curves of PCS-MnO 2 -2 with the scan rate in the range of 1~200 mV s −1 are presented in Figure 5c. The shape of the test curve remains the rectangular shape as the scan rate increases. Because of a larger specific area and suitable pore structure of PCS-MnO 2 -2 composite, it guarantees the channel opened and facilitates fast ions diffusion [42]. Figure 5d shows the GCD results of PCS-MnO 2 -2 at a current density of 1~20 A g −1 . The gravimetric capacitance is as high as 210.5 F g −1 at 0.5 A g −1 . At high current density, PCS-MnO 2 -2 still shows quasi-triangular shape, which illustrates that PCS-MnO 2 -2 has a good rate performance. Figure 5e shows the specific capacitance of PCS and PCS-MnO 2 composites at 1~20 A g −1 . Under different current densities, the specific capacitance of PCS-MnO 2 -2 always remains the highest in comparison to other electrode materials. It means that PCS-MnO 2 -2 contains optimal MnO 2 loading which maximizes the utilization of MnO 2 while maintaining an appropriate pore structure. These features allowed to provide an excellent electrochemical performance of this sample. Figure 5f shows the areal capacitance of graphene, PCS, and PCS-MnO 2 -2 at 1 mV s −1 . It must be noted that the areal capacitance of PCS-MnO 2 -2 is as high as 0.33 F m −2 , which is much higher than that of graphene (0.21 F m −2 ) due to the introduction of pseudocapacitive reactions.
The Nyquist plots were used to investigate the kinetic characteristics of ion diffusion in the tested electrode materials. As shown in Figure 6a, there are three parts in the above Nyquist plots, the intersection with the real axis in the high-frequency region corresponding to combined series resistance (Rs) of the materials. For PCS and three PCS-MnO 2 composites, the Rs values are 2.08 ohm, 2.23 ohm, 2.49 ohm and 2.76 ohm, indicating that when more MnO 2 is loaded on PCS, the intrinsic resistance correspondingly increases. In the mid-frequency region, the diameter of semicircle indicates the charge-transfer resistance (Rct) of the electrode materials [43]. The Rct of PCS and PCS-MnO 2 composites are 1.07 ohm, 1.38 ohm, 1.6 ohm, and 1.73 ohm, respectively. The increased amount of MnO 2 on PCS reduces the pore width of the composite materials, and enlarges the distance of ion transportation, resulting in higher charge transportation resistance. In the low-frequency region, the curves become an inclined line and nearly vertical line indicates the good ion diffusion ability of electrode materials. To measure the ion diffusion resistance, the Warburg coefficient s (ohm s −1/2 ) can be extracted by fitting the real part of impedance (Z ) versus the −1/2 power of the angular frequency (w −1/2 ) in the low frequency range (Figure 6b) [44]. The slope of the fitted line equals the Warburg coefficient (s). The Warburg coefficient values of PCS and PCS-MnO 2 composites are 0.33 ohm s −1/2 , 0.69 ohm s −1/2 , 1.35 ohm s −1/2 , and 1.97 ohm s −1/2 , respectively. It is known that the Warburg coefficient is inversely proportional to the ion diffusion coefficient [45]. Therefore, it can be inferred from the Warburg coefficient and the change trend that abundant mesopores are beneficial for ion diffusion, and as the amount of loaded MnO 2 increases, the difficulty of ion diffusion increases. Therefore, PCS-MnO 2 -2 loaded with a suitable amount of MnO 2 , can maintain a suitable porous characteristic while introducing pseudo-capacitance and displays high capacitances and excellent rate capabilities. Figure 6c shows that the specific capacitance still has a retention rate of 90.1% over 5000 times GCD cycles at a current density of 10 A g −1 , the value is higher than those of PET-derived carbon materials previously reported (Supplementary Table S1) [46,47], which demonstrates the excellent cyclic stability of PCS-MnO 2 -2 composite. The Nyquist plots were used to investigate the kinetic characteristics of ion diffusion in the tested electrode materials. As shown in Figure 6a, there are three parts in the above Nyquist plots, the intersection with the real axis in the high-frequency region corresponding to combined series resistance (Rs) of the materials. For PCS and three PCS-MnO2 composites, the Rs values are 2.08 ohm, 2.23 ohm, 2.49 ohm and 2.76 ohm, indicating that when more MnO2 is loaded on PCS, the intrinsic resistance correspondingly increases. In the mid-frequency region, the diameter of semicircle indicates the charge-transfer resistance (Rct) of the electrode materials [43]. The Rct of PCS and PCS-MnO2 composites are 1.07 ohm, 1.38 ohm, 1.6 ohm, and 1.73 ohm, respectively. The increased amount of MnO2 on PCS reduces the pore width of the composite materials, and enlarges the distance of ion transportation, resulting in higher charge transportation resistance. In the low-frequency region, the curves become an inclined line and nearly vertical line indicates the good ion diffusion ability of electrode materials. To measure the ion diffusion resistance, the Warburg coefficient s (ohm s −1/2 ) can be extracted by fitting the real part of impedance (Z′) versus the −1/2 power of the angular frequency (w −1/2 ) in the low frequency range (Figure 6b) [44]. The slope of the fitted line equals the Warburg coefficient (s). The Warburg coefficient values of PCS and PCS-MnO2 composites are 0.33 ohm s −1/2 , is inversely proportional to the ion diffusion coefficient [45]. Therefore, it can be inferred from the Warburg coefficient and the change trend that abundant mesopores are beneficial for ion diffusion, and as the amount of loaded MnO2 increases, the difficulty of ion diffusion increases. Therefore, PCS-MnO2-2 loaded with a suitable amount of MnO2, can maintain a suitable porous characteristic while introducing pseudo-capacitance and displays high capacitances and excellent rate capabilities. Figure  6c shows that the specific capacitance still has a retention rate of 90.1% over 5000 times GCD cycles at a current density of 10 A g −1 , the value is higher than those of PET-derived carbon materials previously reported (Supplementary Table S1) [46] [47], which demonstrates the excellent cyclic stability of PCS-MnO2-2 composite.

Conclusions
In summary, with the use of MgO/Co(acac)3 as a template and catalyst, waste PET plastic was selectively carbonized into 3D porous carbon nanosheets with a high yield (36.4 wt%). After loading uniform MnO2 nanoflakes on carbon nanosheets through a redox reaction, the as-prepared PCS-MnO2-2 composite exhibited excellent capacitive performance in a supercapacitor. Due to the high specific surface area, appropriate pore size distribution, and uniformly distributed MnO2 active sites, the PCS-MnO2-2 composite delivered a gravimetric capacitance of 210.5 F g −1 and areal capacitance of 0.33 F m −2 , as well as excellent cycle stability. The present work demonstrates a strategy for the one-step carbonization of PET waste plastics into PCSs for energy storage, achieving the goal of recycling plastic waste into a high value-added product.

Conclusions
In summary, with the use of MgO/Co(acac) 3 as a template and catalyst, waste PET plastic was selectively carbonized into 3D porous carbon nanosheets with a high yield (36.4 wt%). After loading uniform MnO 2 nanoflakes on carbon nanosheets through a redox reaction, the as-prepared PCS-MnO 2 -2 composite exhibited excellent capacitive performance in a supercapacitor. Due to the high specific surface area, appropriate pore size distribution, and uniformly distributed MnO 2 active sites, the PCS-MnO 2 -2 composite delivered a gravimetric capacitance of 210.5 F g −1 and areal capacitance of 0.33 F m −2 , as well as excellent cycle stability. The present work demonstrates a strategy for the one-step carbonization of PET waste plastics into PCSs for energy storage, achieving the goal of recycling plastic waste into a high value-added product.