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Synthesis of optimal nanoprobe (Linear approximation). / Andrianov, S.; Edamenko, N.; Chernyshev, A.; Tereshonkov, Yu.

2008. 2969-2971 Paper presented at 11th European Particle Accelerator Conference, EPAC 2008, Genoa, Italy.

Research output: Contribution to conference › Paper › peer-review

Harvard

Andrianov, S, Edamenko, N, Chernyshev, A & Tereshonkov, Y 2008, 'Synthesis of optimal nanoprobe (Linear approximation)', Paper presented at 11th European Particle Accelerator Conference, EPAC 2008, Genoa, Italy, 23/06/08 - 27/06/08 pp. 2969-2971.

APA

Andrianov, S., Edamenko, N., Chernyshev, A., & Tereshonkov, Y. (2008). Synthesis of optimal nanoprobe (Linear approximation). 2969-2971. Paper presented at 11th European Particle Accelerator Conference, EPAC 2008, Genoa, Italy.

Vancouver

Andrianov S, Edamenko N, Chernyshev A, Tereshonkov Y. Synthesis of optimal nanoprobe (Linear approximation). 2008. Paper presented at 11th European Particle Accelerator Conference, EPAC 2008, Genoa, Italy.

Author

Andrianov, S. ; Edamenko, N. ; Chernyshev, A. ; Tereshonkov, Yu. / Synthesis of optimal nanoprobe (Linear approximation). Paper presented at 11th European Particle Accelerator Conference, EPAC 2008, Genoa, Italy.3 p.

BibTeX

@conference{c1db8e2185ed4363ad979aa6a76aa045,
title = "Synthesis of optimal nanoprobe (Linear approximation)",
abstract = "High energy focused ion (proton) micro- and nanoprobes are intensively integrated as powerful analytical tools for different scientific and technological goals. Requirements for beam characteristics of similar focusing systems are extremely rigid. The value of demagnification for micro- and nanoprobes is the main optimality criteria, and as desirable value are in the range from 50 to 100 or even more. In the paper, we reconsider the basic properties of first order focusing systems from an optimal viewpoint. The matrix formalism allows us to formulate a nonlinear programming problem for all parameters of guiding elements. For this purpose there are used computer algebra methods and tools as the first step, and then some combination of special numerical methods. As a starting point for nanoprobe we consider so called {"}russian quadruplet{"}. On the next steps, we also investigate other types of nanoprobes. Some graphical and tabular data for nanoprobe parameters are cited as an example.",
author = "S. Andrianov and N. Edamenko and A. Chernyshev and Yu Tereshonkov",
note = "Copyright: Copyright 2014 Elsevier B.V., All rights reserved.; 11th European Particle Accelerator Conference, EPAC 2008, EPAC{\textquoteright}08 ; Conference date: 23-06-2008 Through 27-06-2008",
year = "2008",
language = "English",
pages = "2969--2971",

}

RIS

TY - CONF

T1 - Synthesis of optimal nanoprobe (Linear approximation)

AU - Andrianov, S.

AU - Edamenko, N.

AU - Chernyshev, A.

AU - Tereshonkov, Yu

N1 - Copyright: Copyright 2014 Elsevier B.V., All rights reserved.

PY - 2008

Y1 - 2008

N2 - High energy focused ion (proton) micro- and nanoprobes are intensively integrated as powerful analytical tools for different scientific and technological goals. Requirements for beam characteristics of similar focusing systems are extremely rigid. The value of demagnification for micro- and nanoprobes is the main optimality criteria, and as desirable value are in the range from 50 to 100 or even more. In the paper, we reconsider the basic properties of first order focusing systems from an optimal viewpoint. The matrix formalism allows us to formulate a nonlinear programming problem for all parameters of guiding elements. For this purpose there are used computer algebra methods and tools as the first step, and then some combination of special numerical methods. As a starting point for nanoprobe we consider so called "russian quadruplet". On the next steps, we also investigate other types of nanoprobes. Some graphical and tabular data for nanoprobe parameters are cited as an example.

AB - High energy focused ion (proton) micro- and nanoprobes are intensively integrated as powerful analytical tools for different scientific and technological goals. Requirements for beam characteristics of similar focusing systems are extremely rigid. The value of demagnification for micro- and nanoprobes is the main optimality criteria, and as desirable value are in the range from 50 to 100 or even more. In the paper, we reconsider the basic properties of first order focusing systems from an optimal viewpoint. The matrix formalism allows us to formulate a nonlinear programming problem for all parameters of guiding elements. For this purpose there are used computer algebra methods and tools as the first step, and then some combination of special numerical methods. As a starting point for nanoprobe we consider so called "russian quadruplet". On the next steps, we also investigate other types of nanoprobes. Some graphical and tabular data for nanoprobe parameters are cited as an example.

UR - http://www.scopus.com/inward/record.url?scp=65249159814&partnerID=8YFLogxK

M3 - Paper

AN - SCOPUS:65249159814

SP - 2969

EP - 2971

T2 - 11th European Particle Accelerator Conference, EPAC 2008

Y2 - 23 June 2008 through 27 June 2008

ER -

ID: 74943134