Vapor phase infiltration (VPI) and doping of conducting polymers

114 p.In this thesis, the "Vapor Phase infiltration"(VPI), a vacuum based process derived from the atomic layer deposition (ALD), is used for the top-down infiltration and doping of various conducting polymers. In the first part of this thesis, a single precursor vapor phase infiltration (VPI) process to dope polyaniline (PANI) is presented. As dopants, the vaporized Lewis acidic precursors SnCl4 and MoCl5 were used at a process temperature of 150 °C. After 100 cycles, the MoCl5-infiltrated PANI showed the highest conductivity, 2.93 × 10-4 S/cm, which is a significant enhancement of up to 6 orders of magnitude in comparison to undoped PANI. SnCl4-infiltrated PANI showed highest conductivity after 60 cycles with a value of 1.03 × 10-5 S/cm. The second part of this thesis describes the single precursor VPI and doping of poly(3-hexyl)thiophene (P3HT). For the infiltration processes, the Lewis acid MoCl5 was used as precursor at a process temperature of 70ºC. The room-temperature I-V plots show a dependency on the VPI cycles numbers. The highest values show an increase of 5 orders of magnitude for the conductivity, namely from 1.44 x 10-5 S/cm in the as prepared P3HT to 3.01 S/cm after infiltration 100 cycles In the last part of this thesis, the multiple pulsed vapor phase infiltration (MPI) process was applied to dope polyaniline (PANI). For the process, the two typical ALD precursors diethylzinc (DEZ) and deionized water (H2O) were used at a process temperature of 155ºC. The room-temperature I-V polts showed the conductivity of Zn-infiltrated PANI increasing to 18.42 S/cm, up to three orders of magnitude higher than obtained upon conventional doping with 1 M HCl in wet-chemical ways (8.23 x 10-2 S/cm).CIC nanoGUN

Well-posedness of the IBVP for 2-D Euler Equations with Damping

In this paper we focus on the initial-boundary value problem of the 2-D isentropic Euler equations with damping. We prove the global-in-time existence of classical solution to the initial-boundary value problem by the method of energy estimates.Comment: 26 pages,no figure

Deoxyfluorination of Phenols

An operationally simple ipso fluorination of phenols with a new deoxyfluorination reagent is presented.Chemistry and Chemical Biolog

Vapor phase infiltration (VPI) and doping of conducting polymers

114 p.In this thesis, the "Vapor Phase infiltration"(VPI), a vacuum based process derived from the atomic layer deposition (ALD), is used for the top-down infiltration and doping of various conducting polymers. In the first part of this thesis, a single precursor vapor phase infiltration (VPI) process to dope polyaniline (PANI) is presented. As dopants, the vaporized Lewis acidic precursors SnCl4 and MoCl5 were used at a process temperature of 150 °C. After 100 cycles, the MoCl5-infiltrated PANI showed the highest conductivity, 2.93 × 10-4 S/cm, which is a significant enhancement of up to 6 orders of magnitude in comparison to undoped PANI. SnCl4-infiltrated PANI showed highest conductivity after 60 cycles with a value of 1.03 × 10-5 S/cm. The second part of this thesis describes the single precursor VPI and doping of poly(3-hexyl)thiophene (P3HT). For the infiltration processes, the Lewis acid MoCl5 was used as precursor at a process temperature of 70ºC. The room-temperature I-V plots show a dependency on the VPI cycles numbers. The highest values show an increase of 5 orders of magnitude for the conductivity, namely from 1.44 x 10-5 S/cm in the as prepared P3HT to 3.01 S/cm after infiltration 100 cycles In the last part of this thesis, the multiple pulsed vapor phase infiltration (MPI) process was applied to dope polyaniline (PANI). For the process, the two typical ALD precursors diethylzinc (DEZ) and deionized water (H2O) were used at a process temperature of 155ºC. The room-temperature I-V polts showed the conductivity of Zn-infiltrated PANI increasing to 18.42 S/cm, up to three orders of magnitude higher than obtained upon conventional doping with 1 M HCl in wet-chemical ways (8.23 x 10-2 S/cm).CIC nanoGUN

Suppression of blow-up in 3-D Keller-Segel model via Couette flow in whole space

In this paper, we study the 3-D parabolic-parabolic and parabolic-elliptic Keller-Segel models with Couette flow in $\mathbb{R}^3$. We prove that the blow-up phenomenon of solution can be suppressed by enhanced dissipation of large Couette flows. Here we develop Green's function method to describe the enhanced dissipation via a more precise space-time structure and obtain the global existence together with pointwise estimates of the solutions. The result of this paper shows that the enhanced dissipation exists for all frequencies in the case of whole space and it is reason that we obtain global existence for 3-D Keller-Segel models here. It is totally different from the case with the periodic spatial variable $x$ in [2,10]. This paper provides a new methodology to capture dissipation enhancement and also a surprising result which shows a totally new mechanism.Comment: 22 pag