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Dive into the research topics where Ali Arshadi is active.

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Featured researches published by Ali Arshadi.


international conference on plasma science | 2015

Investigation of the sheath effect on the resonance frequencies of a curling probe

Ali Arshadi; Ralf Peter Brinkmann

The curling probe [1] is a recent innovative realization of the “active plasma resonance spectroscopy” (APRS) concept. If we model the medium around the curling probe only by a plasma region with negative permittivity, our previous researches show resonance frequencies on or near the electron plasma frequency ωpe when the probe is excited with a low power RF signal (in the GHz range). However in reality a thin sheath layer is built in the vicinity of the probe surface which can change the resonance behavior of the probe.


international conference on plasma science | 2015

Analytic description of the resonance frequencies of curling probe

Ali Arshadi; Ralf Peter Brinkmann

Summary form only given. The term active plasma resonance spectroscopy (APRS) denotes a class of plasma diagnostic methods which utilizes the natural ability of plasmas to resonate on or near the electron plasma frequency: An electrical radio frequent signal (in the GHz range) is coupled into the chamber via an antenna or probe, the spectral response is recorded, and a mathematical model is used to determine plasma parameters such as the plasma density or the electron temperature. The curling probe, recently invented by Liang et al. [1], is a novel realization of APRS which has many practical advantages. In particular, it can be miniaturized, and it can be flatly embedded into the chamber wall, thus enabling monitoring or control of a plasma process without perturbing it. Physically, the curling probe can be understood as a “curled” form of the hairpin probe [2]. Assuming that the spiralization has little electrical effect, this presentation investigates the characteristics of a “straightened” curling probe by modeling it as an infinite slot-type resonator which is in direct contact with the plasma. The diffraction of an incident plane wave at the slot is calculated by solving the cold plasma model and Maxwells equations simultaneously. The resonance frequencies of the probe are derived and good agreement with the numerical results of the probe inventors is demonstrated.


international conference on plasma science | 2012

Global models for the microwave driven double icp plasma jet

Ali Arshadi; Denis Eremin; Thomas Mussenbrock; Ralf Peter Brinkmann; Peter Awakowicz; Horia-Eugen Porteanu; Roland Gesche; Klaus Wandel

Summary form only given. For many technical applications, microwave driven plasma jets are possible alternatives to conventional RF plasma sources. They are of uncomplicated construction, and have the advantages of small size and large electrical efficiency.


Plasma Sources Science and Technology | 2017

A simple and straightforward expression for curling probe electron density diagnosis in reactive plasmas

Ali Arshadi; Ralf Peter Brinkmann; Masaya Hotta; Keiji Nakamura


Plasma Sources Science and Technology | 2016

Analytical investigation of microwave resonances of a curling probe for low and high-pressure plasma diagnostics

Ali Arshadi; Ralf Peter Brinkmann


Plasma Sources Science and Technology | 2016

Analytical investigation into the resonance frequencies of a curling probe

Ali Arshadi; Ralf Peter Brinkmann


Bulletin of the American Physical Society | 2016

Simulation of reactive and resistive resonances of a curling probe for low and high pressure plasma diagnostics

Ali Arshadi; Ralf Peter Brinkmann


Bulletin of the American Physical Society | 2015

Electrostatic and Electromagnetic Resonances of the Curling probe

Ali Arshadi; Leila Valadbeigi; Ralf Peter Brinkmann


Bulletin of the American Physical Society | 2014

Resonance Frequencies of Curling Probe in Plasma: Surface Wave Analysis

Ali Arshadi; Ralf Peter Brinkmann


Bulletin of the American Physical Society | 2013

Analytical Study of the Curling Probe: Resonance Frequencies

Ali Arshadi; Ralf Peter Brinkmann

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Roland Gesche

Ferdinand-Braun-Institut

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