Optimization of the Bowtie Gap Geometry for a Maximum Electric Fi

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Nội dung chi tiết: Optimization of the Bowtie Gap Geometry for a Maximum Electric Fi

Optimization of the Bowtie Gap Geometry for a Maximum Electric Fi

Marquette Universitye-Publications(

Optimization of the Bowtie Gap Geometry for a Maximum Electric Fiap Geometry for a Maximum Electric Field EnhancementTsenguun Byambadori Marquette UniversityRecommended CitationByambadorị Tsenguun, "Optimization of

the Bowtie Gap Geometry for a Maximum Electric Field Enhancement" (2016). Master s Thtsw (2009 J.http://epubUcations.marquette.edu/theses_open/3B4OPTI Optimization of the Bowtie Gap Geometry for a Maximum Electric Fi

MIZATION OF THE BOWTIE GAP GEOMETRY FOR A MAXIMUM ELECTRIC FIELD ENHANCEMENTbyTsenguun Byambadotj, B.s.A Thesis submitted to the Faculty of the Gradua

Optimization of the Bowtie Gap Geometry for a Maximum Electric Fi

te School. Marquette University, in Partial Fulfillment of the Requirements for the Degree of Master of ScienceMilwaukee. Wisconsin42705ABSTRACT OPTIM

Marquette Universitye-Publications(

Optimization of the Bowtie Gap Geometry for a Maximum Electric Fimetry of a metallic bowtie gap at radio frequency is presented in this thesis. Since the design and fabrication of a plasmonic device (nanogap) at nan

oscalc is challenging, the results of this study can be used to estimate the best design parameters for nanogap structure. The geometry of the bowtie Optimization of the Bowtie Gap Geometry for a Maximum Electric Fi

gap including gap size, tip width, metal thickness, and tip angle are investigated at macroscale to find the maximum electric field enhancement across

Optimization of the Bowtie Gap Geometry for a Maximum Electric Fi

the gap. This thesis focuses on the simulation portion of a work that consists of experimental and simulation platforms.The simulation platform is cr

Marquette Universitye-Publications(

Optimization of the Bowtie Gap Geometry for a Maximum Electric Fit amounts of enhancement al different frequency ranges arc explained by mode volume. The product of the mode volume and Ft2 enhancement is constant fo

r different gap structures and different frequencies.ACKNOWLEDGEMENTSTsenguun Byambadorj, B.s.I would like to take this opportunity to thank my parent Optimization of the Bowtie Gap Geometry for a Maximum Electric Fi

s Byambadorj Jamiyan. Batkhishig Shinen, and brother Bilguun Byambadorj for their love and support since the day I was born.The completion of my Maste

Optimization of the Bowtie Gap Geometry for a Maximum Electric Fi

r of Science degree and other accomplishments would not have been possible without the persistent guidance and teaching of my advisors Dr. Chung Hoon

Marquette Universitye-Publications(

Optimization of the Bowtie Gap Geometry for a Maximum Electric FiJeong Bak. Michael Bachmann, and especially Dr. Benyamin Davaji. for their valuable collaboration and assistance.In addition. I thank the committee me

mbers of my M.S thesis. Dr. Edwin Yaz and Mr. Benjamin Koch, for their constructive criticism and feedback.I am grateful for this opportunity provided Optimization of the Bowtie Gap Geometry for a Maximum Electric Fi

by Marquette University's Department of Electrical and Computer Engineering.Tsenguun ByambadorjMilwaukee. WIiiTable of ContentsACKNOWLEDGEMENTS......

Optimization of the Bowtie Gap Geometry for a Maximum Electric Fi

..............................................iLIST OF TABLES......................................................VLIST OF FIGURES...................

Marquette Universitye-Publications(