3.1 Characterization
FTIR spectra were acquired using a Nicolet iS50 IR spectrometer association with KBr pellets. The PDMS morphology of graphene, PEI -NPs, and copolymer were investigated using a transmission electron microscope (JEM-2100F, Japan). The Current (I)–voltage (V) curves were measured by using an electrochemical working station (AUTO LAB PGSTAT100).
EIS characterization
The detection impedance of composite materials used for electrodes EIS analysis or electrochemical analysis was investigated using a Multidetector connected with a Frequency Analyzer (MPFA). Its potentiostat-galvanostat joint with eight channels is used for electrochemical characterization and electrolytes battery studies (10V, 4A). It is designed as Corrware/Corrview system to facilitate the implementation of all electrochemical methods associated with the 1255B frequency analyzer to detect or estimate OCV and CVT. This is achieved by taking a thin layer or cylinder from different electrolyte polymers, then putting them in a sample shape (e.g., coin cell) sandwiched between two proper electrodes conducted through impedance at frequencies between 2MHz and 1.5 kHz at open cycle voltage (OCV = 0.39 ) using three electrodes, a working electrode (glass), a reference Ag/AgCl electrode and a counter electrode.
Real impedance (Z′) indicated the sample’s ohmic resistance, while imaginary (Z″) calculates non-ohmic resistance. We can summarize the EIS characterization by some inhomogeneous changes regarding the polymer conductivity. The analysis mechanism is related to any development or change of double-layer electrode, and polymer surface is visible as a minimum of Z″ as a frequency function. A Nyquist plot curve applicable to electronic circuits is used to estimate the electrical or electrochemical parameters, especially on charge transfer and resistance in the system. See Fig. 2 below.
We noticed an inverse proportion of resistance conductivity by investigating the specific resistance of different prepared compounds (PDMS-g-PEI, electrolyte Ns, PDMS–graphene, and PEI –NPS), which depends on the free of movement of ionic charges inside the compound. In the case of the liquid electrolyte (0.2M of CuSO4 and AgNO3), we found a lower resistance (Z’ value) compared to another flexible, stretchable polymer. We also recorded that the conductivity of PEI/NPS is higher than PDMS-graphene. It might be that the NPS (Ag, Cu) created new sites with an amines group (dual characterization). A pair of electrons charge the transfer, and an Ag-Ag and Cu-cu metallic bond losses an electron, and numerous electron charges feed the polymers.
On the other hand, we found that the PDMS-graphene conductivity is increased by coupling or co blocking with PEI/NPS. Our explanation for that phenomena could be that free ions created by PEI/NPs cause a resonance( π-π) bond inside the grapheme structure (PDMS-graphene). Otherwise, due to nanoparticles (Ag and Copper) impregnated inside a matrix synthesis, different active sites are needed to improve charge or ions. Table 1 shows the calculation for the electric conductivity using the following expression,
![](data:image/png;base64,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)
where 𝜌 indicates the material resistivity, L is the material’s length, A is the polymer area, and L/A is the cell constant. Since R can be acquired by the EIS plot, we can detect the 𝜎 for prepared composites polymer. The conductivity of the electrolyte solution PDMS-b-PEI-PEI-NPs-PDMS-Graphene is shown below in Table 1.
Table 1 shows the conductivity measurements of prepared materials.
![](data:image/png;base64,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)
Fourier transform infrared spectroscopy.
FTIR analysis was carried out on 50µm thick PDMS-b-PEI, PEI-NPs, and PDMS-Graphene film, to investigate the effect of grafting and assembled of composites on the properties of functional groups of polymers. The FTIR characterization was done by an Equinox 55 FTIR Spectrometer (Billerica, MA, Bruker Optics) provided a KBr beam splitter. Each prepared sample has been scanned at ambient temperature with a resolution of 4 cm − 1 under inert nitrogen flux flow to eliminate any water vapor. The data were recorded in the wavelength around 4000–400 cm − 1 using Bruker Optics OPUS (Bruker Optics) 4.0 software.
IR characterization
Figure 3 shows a comparison between different composites of PDMS/graphene. In the FTIR spectra, we found two spectra at 845 and 1585 cm-1 for the carbon structure of carbon in graphene, which correspond to v(C = O) and corresponds to peak 1743 cm-1 at typical of carboxyl moieties. Another carboxyl group slightly appears around t0 1346 cm-1. A weak peak noticed at 1575 cm-1, appoint to -C = C in the spectrum might be resonance phenomena inside the graphene ring related to electron transfer or bi -bi bond interface interaction between graphene structure and SiO3 of PDMS polymer at band 785 cm-1 and 915 spectra provides good evidence for v(Si-OH) and δ(OH) respectable out of the plane. Also, at 1105 cm-1 is concerned with Si-O-Si and Si-O-C vibrations. There is a high-intensity absorbency at 1740 cm-1, a spectrum corresponding to the v(C = O) group vibration, which is shifted by a combination of organic carbon chain graphene. The explanation for the spectrum of PDMS/graphene detection signals is that it is assigned at 1257 cm-1 and 1099 cm-1 inclusive Si-C stretching vibration. The other reason for forming the matrix polymer or composites matrix is that no spectra appear. Functionalized graphene is not found between 790 and 950 cm-1, which means coordination of the bond related to Si-OH groups.
Figure 3 shows a comparison between different composites PDMS/graphene FTIR spectra. We found two spectra at 845 and 1585 cm-1 for the carbon structure of carbon in graphene, according to Kastnert (1994) and Saito (1998). These correspond to v(C = O) and a peak of 1743 cm− 1 at typical carboxyl moieties. Another carboxyl group makes a slight appearance around t0 1346 cm-1. A weak peak was noticed at 1575 cm-1, appoint to -C = C in the spectrum. It might be resonance phenomena inside graphene ring related to electron transfer or bi -bi bond interface interaction between graphene structure and SiO3 of PDMS polymer at band 785 cm-1 and 915 spectrum—this is great evidence that v(Si-OH) and v (OH) is respectable out of the plane. Also, at 1105 cm-1 is concerned for Si-O-Si and Si-O-C vibrations. High-intensity absorbents at 1740 cm-1, a spectrum corresponding to v(C = O) group vibration, were shifted by a combination of organic carbon chain graphene. The explanation for the spectrum of PDMS/graphene detection signals is assigned at 1257 cm− 1 and 1099 cm-1 inclusive Si-C stretching vibration. The other reason for forming the matrix polymer or composites matrix is that no spectra appear. Functionalized graphene is not found around 790 and 950 cm-1, which means coordination bonds related to Si-OH groups.
On the other hand, structural features of the copolymers were established by FT-IR spectroscopy. Figure 2 display the FT-IR spectra of the copolymers as an example. There is no obvious variance of intensity, and the band absorption positions are found between the block copolymers and are randomly segmented.
Raman Spectroscopy.
We used Raman spectroscopy as another confirmation technique besides IR. It is a nondestructive technique that gives related structural information on carbon-skeleton materials or polymers. Raman spectroscopy of PDMS-graphene composite shown in Fig. 4 was carried out using a laser (wavelength 532 nm). The carbon group for the PDMS-peak wavelength spectrum is situated between 1300–1400 cm-1 and peaks slightly around 1550-1615cm-1 for characteristic peaks of graphene nanopowder. There is a proportional relationship between the intensity of graphene and PDMS polymer carbon structures. The increasing intensity with more graphene inside the polymer matrix demonstrated the well-dispersed and uniform distribution of graphene in a PDMS polymer cross-section. Also, there are considerable and progressive changes of intensity and widening of PDMS characteristic peaks before and after mixing with nanopowder graphene, confirmed with TEM analysis, shown in Figs. 7–9.
Figure 5 displays the spectrum intensity for nanoparticles (Ag and Cu) on the surface of PEI (polyethyleneimine) with spread speak appearing for PEI structure, especially for the (NH) amines group—confirming the assembly of nanoparticles on the PEI polymer. We also used UV spectrum analysis for a more detailed understanding.
To be more accurate, we use another optical characteristic for the prepared composite polymer. UV spectroscopic has been conducted to measure both direct and diffused light. Figure 7 shows that various spectrum absorbents at different wavelengths are a concept of Lambert’s law. By comparing three spectra of absorbance PDMS/graphene, NPs/PEI, and copolymers, we found the absorbent properties change intensity. There is significant evidence that the nanoparticles Ag, Cu, and nanographene filled the transmitted space (gaps), and the recorded height transmitted and disappears in other peaks in our structure.
SEM Characteristics
Scanning electron microscopy (SEM) SURFACE morphology was conducted using field emission Scanning Electron Microscopy involving a Quanta TM 3D FEG (FEI Company, USA) apparatus. All SEM images were created by an Everhart Thornley Detector (ETD) designed at a voltage of 5e30 kV.
A scanning electron microscope (SEM) has been used to characterize the morphological surface features’ cross-section of each PDMS and PEI, SEM. Figure 6 shows that both of the polymers’ surfaces are smooth without any cracking or deformation compared to Figs. 6a and 6b, which shows many cracks on the surface of different composite polymers varnished with graphene nanotubes and numerous nanoparticle conductive metals. Figure 6(b) displays a graphene/PDMS composite matrix with some defection and bending deformation on the composite composition. It is a good indicator that the new composite will be extremely flexible and wearable due to the PDMS’ nature and because it is well stamped with graphene in the PDMS form. In the original PDMS, the SEM images are tidy and unruffled (without gaps or empty filler). One advantage of PDMS is that it might be subject to an electrostatic charge or polarity between the sio2 group and different nanoparticles when arranged in different shapes, as shown in Fig. 6b.
On the other hand, when the same description is applied to the PEI polymer before grafting nanoparticles, SEM image 6a shows that the SEM surface is smooth without any fractures or faults. Figures 6a and 6b show the SEM micrographs of the cross-section typically look like the previously prepared composites recorded before the literature review. There is an uncommonly uniform dispersal of graphene in some parts of the figure. Overall, this confirms that there is good compatibility dispersion between the two phases of the mixture.
TEM Characterization.
All analyses were carried out by transmission Electron Microscope model H-9500 operated at 100–300 kV TEM accelerated electron gun Panorama LaB6, with a high diffraction pattern. Specimens were divided into single crystal silicon (Si) and quickened at a voltage range between 40Kv to 100Kv. A high-resolution camera with a diffraction length of 0.5m and a magnification between 18× and 450,000× was used with the resolution (objective lens) set to 0.5nm/5.0å (point), 0.34nm/3.4å (line).
Composite PDMS /Graphene.
The images display excellent dispersal and the coalition of nanographene in a long unfilled space of PDMS polymer. There is a big change between Figs. 7a and 7b, which confirms our explanation. Furthermore, the change confirms that despite the existence of the PDMS component and good distribution of graphene inside the PDMS matrix, it will prevent agglomeration or sedimentation during the process, which leads to uneven physical properties of the composites. The TEM image indicates that the graphene nanostructure’s walls are heterogeneous, rough, and spotted with extra materials compared to pure PDMS, as shown in Fig. 7a. We considered that some of the aggregation or deposition of graphene on the surface area of PDMS is rough in some parts and uniform in other parts of PDMS due to the preparation methods (density or concentration overview).
Graphene and (Ag, Cu) NPs assembled on PEI.
Figures 8a and 8b show that TEM contrast in PEI/NPs polymer is accomplished via silver particles assembled on the surface of PEI due to the Ag reflection energy atom. This makes it easier to create bonds between amines groups and sliver atoms by gaining or losing electrons between two species. The size of Ag and Cu, around 10- 25 nm, causes filling in the PEI matrix cross-section. Furthermore, the homogeneity of PEI makes it easy to suspend fine nanoparticles in the solution. Also, Figure 8b indicates grafting nanoparticles (silver and copper) inside PEI polymer. It could be reforming new bonds between a pair of electrons on N-atoms and metal atoms of silver and copper particles through a metallic bond or galvanic bridge Cu / Cu + // Ag - / Ag. Regarding Figure 8a. we noticed Ag and CCu’s distribution.
Composites PDMS-g-PEI
TEM characterization is used to investigate and estimate the change of surface morphology of different prepared materials (Graphene-PDMS, PEI-NPs, and Copolymer PEI-g-PDMS). Figures 9a and 9b illustrate the composition and dispersion of nanographene in the filler space of PDMS compared to Fig. 6b, where it appears smooth without any flocculation or deposition. The surfaces show good dispersion of layered graphene into a homogeneous PDMS-urea copolymer solution of PDMS-g-PEI. A TEM image is shown in Fig. 9a. NPs and graphene particles were recorded by distributed platelet shape with lower dimension than expected due to the formation of new composites inside polymers. Graphene-Cu or graphene-Ag composites Or could be present because NPs spread on graphene surfaces, which prevents them from appearing in a large amount in Fig. 9b. Furthermore, the TEM image in Figs. 9a and 9b explains both polymers’ dispersal mechanism—integrated to form one copolymer without any distortion or voids. We believed the nanoparticles (Ag, Cu, and graphene) were chosen because each one has a unique physical and chemical property for forming chelating or bonded reactions together or with polymers carbon skeleton. Perfect PDMS /composites matrices can be in effect processed via the solution preparation casting and curing.
Figures 9a and 9b show that the copolymer (PEI-g-PDMS) was formed with a highly diverse distribution of graphene, silver, and copper inside the matrix to form new composites copolymer, which is flexible, stretchable, and conductive.
Particle size analyzer
Zetasizer Nano S90 (Malvern) modal Nano S90 analyzer carried out a particle size analysis on the liquid phases. It is operated by Red laser (632.8nm, 4 mW) and used a Zetasizer instrument that works at a receptor angle equal to 90 degrees to make it easy to investigate and estimate particles suspended inside the liquid phase located between 1nm to 5 microns in diameter. Moreover, it is considered an important tool to evaluate and understand our colloidal solution and charge its physical properties, rheology behaviors, capacity, and efficiency ions charge, depletion, deposition, or precipitated particles. Figure 10 shows that the silver and copper nanoparticles are spread uniformly and suspended over the whole polyethyleneimine phase, which is good evidence of a new matrix’s complete miscibility without any deformation. Furthermore, new sites or bonds will form. In addition, with the average volume of the particles at 193 nm, it is easier to carry a charge.
Figure 10a shows that though the particle size is somewhat larger at 920 nm, it might be related to the electrostatic or inter-inter Vander Waals force between graphene depletion or its agglomeration a TEM of surface morphology confirmed it. This showed good dispersal in some areas and flocculated in PDMS-graphene. However, it could be caused by a chain of a double layer (ions charge) forming from outers layers of graphene walls, which makes tubes (resonance π-π bond). This will be the main reason for the augmentation of conductivity in the whole final composite copolymer.
An EDAX analysis was done for composite copolymer (PDMS-g-PEI) to illustrate the main composition of impregnated nanoparticles inside the copolymer skeleton structure. There are copper, silver, and carbon (graphene), confirmed by previous analysis recorded in Fig. 12. The ion coupled plasma (ICP) for a sample of PEI-NPs contains the same elemental silver and copper composition, thus providing good evidence of the copolymer preparation (PDMS-g-PEI).