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Sub-Poissonian length distributions of vapor-liquid-solid nanowires induced by nucleation antibunching. / Dubrovskii, V. G.; Sibirev, N. V.

In: Journal Physics D: Applied Physics, Vol. 50, No. 25, 254004, 28.06.2017.

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@article{38ab06d753f849cba01d706dc8ec03a6,
title = "Sub-Poissonian length distributions of vapor-liquid-solid nanowires induced by nucleation antibunching",
abstract = "Herein, we present an analytic length distribution of vapor-liquid-solid nanowires growing without the nucleation delays of the very first monolayer, by the direct impingement of material from vapor, and in the absence of desorption. We show that nucleation antibunching narrows the Poissonian length distribution to a time-independent asymptotic shape. The obtained distribution depends on the sole control parameter epsilon describing the effect of antibunching, and has a variance of 1/(2 epsilon) rather than spreading infinitely with time. A good agreement is found between the analytic shapes obtained within the continuum growth theory and Green's function of the discrete rate equations describing the length statistics of nanowires. Overall, this narrowing effect can be used to improve the size homogeneity of III-V and other semiconductor nanowires grown under the appropriate conditions.",
keywords = "vapor-liquid-solid nanowires, nucleation antibunching, length distribution, narrowing effect, SURFACE-DIFFUSION, GAAS NANOWIRES, GROWTH",
author = "Dubrovskii, {V. G.} and Sibirev, {N. V.}",
year = "2017",
month = jun,
day = "28",
doi = "10.1088/1361-6463/aa6fbb",
language = "Английский",
volume = "50",
journal = "Journal Physics D: Applied Physics",
issn = "0022-3727",
publisher = "IOP Publishing Ltd.",
number = "25",

}

RIS

TY - JOUR

T1 - Sub-Poissonian length distributions of vapor-liquid-solid nanowires induced by nucleation antibunching

AU - Dubrovskii, V. G.

AU - Sibirev, N. V.

PY - 2017/6/28

Y1 - 2017/6/28

N2 - Herein, we present an analytic length distribution of vapor-liquid-solid nanowires growing without the nucleation delays of the very first monolayer, by the direct impingement of material from vapor, and in the absence of desorption. We show that nucleation antibunching narrows the Poissonian length distribution to a time-independent asymptotic shape. The obtained distribution depends on the sole control parameter epsilon describing the effect of antibunching, and has a variance of 1/(2 epsilon) rather than spreading infinitely with time. A good agreement is found between the analytic shapes obtained within the continuum growth theory and Green's function of the discrete rate equations describing the length statistics of nanowires. Overall, this narrowing effect can be used to improve the size homogeneity of III-V and other semiconductor nanowires grown under the appropriate conditions.

AB - Herein, we present an analytic length distribution of vapor-liquid-solid nanowires growing without the nucleation delays of the very first monolayer, by the direct impingement of material from vapor, and in the absence of desorption. We show that nucleation antibunching narrows the Poissonian length distribution to a time-independent asymptotic shape. The obtained distribution depends on the sole control parameter epsilon describing the effect of antibunching, and has a variance of 1/(2 epsilon) rather than spreading infinitely with time. A good agreement is found between the analytic shapes obtained within the continuum growth theory and Green's function of the discrete rate equations describing the length statistics of nanowires. Overall, this narrowing effect can be used to improve the size homogeneity of III-V and other semiconductor nanowires grown under the appropriate conditions.

KW - vapor-liquid-solid nanowires

KW - nucleation antibunching

KW - length distribution

KW - narrowing effect

KW - SURFACE-DIFFUSION

KW - GAAS NANOWIRES

KW - GROWTH

U2 - 10.1088/1361-6463/aa6fbb

DO - 10.1088/1361-6463/aa6fbb

M3 - статья

VL - 50

JO - Journal Physics D: Applied Physics

JF - Journal Physics D: Applied Physics

SN - 0022-3727

IS - 25

M1 - 254004

ER -

ID: 11782707