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Prospects for Use of Electrohydrodynamic Dispersion of Charged Meniscus and Jets in the Development and Creation of New Materials and Processes

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J

OURNAL OF

N

ANO

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AND

E

LECTRONIC

P

HYSICS Р А А

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А Р

Vol.

6

No 3, 03065(2pp) (2014)

Том

6

3, 03065(2cc) (2014)

The article was reported at the International Conference «The Advanced Technology, Equipment and Analytical Systems for Materials», Kursk, 13-14 May, 2014

2077-6772/2014/6(3)03065(2)

03065-1

2014

Sumy State University

Prospects for Use of Electrohydrodynamic Dispersion of Charged Meniscus and Jets in the

Development and Creation of New Materials and Processes

A.I. Zhakin

1

, А.Е.

Kuz’ko

1

, P.А

. Belov

2

, N.А.

Emelianov

2

1

South West State University, 94, 50 let Oktyabrya Str., 305040 Kursk, Russia

2

Kursk State University, 33, Radishcheva Str., 305040 Kursk, Russia

(Received 19 May 2014; published online 15 July 2014)

Experimental data on the forms and electrical characteristics of charged meniscuses and jets of water. Presented application directions electrodispersion menisci and capillary collapse jets of liquids in a variety of industries with current technology.

Keywords: Charged jet, Electrodispersion, Taylor cone.

PACS numbers: 41.20.Cv, 67.25.  k, 68.03.Hj

1.

MAIN TEXT

Interest in the study of nanostructured materials is

continuously increasing, due to their unusual physical

properties, as well as the wide possibilities of their

practical application. Traditional methods for

nanopar-ticle formation, for example, processes based on the

condensation of atoms under conditions close to

equi-librium, produce crystalline particles. However, such

particles tend to coagulate in contact, making it

diffi-cult to obtain based on their high-density structures,

while in the structures of densely packed particles with

interparticle effects lead to the appearance of new

properties most interest, both in physical and practical

standpoint [1].

Alternative methods of producing nanostructures

based on electrodispersion melts or solutions. In these

methods the nanoparticles formed by the charging and

the serial (cascade) dividing the drops while the process

is in a highly non-equilibrium conditions, whereby the

particles are obtained in an amorphous state. By its

properties, the amorphous nanoparticles significantly

different from crystal, whereby the nanoparticles based

on amorphous structure can be obtained with a much

broader range of useful properties.

One of the most promising classes of materials are

polymeric and metal- polymer nanocomposites. The

latter combines the properties of nanoparticles of

met-als and polymers. In particular, these composites

hav-ing a mixed electronic and ionic conductivity, covered in

an active material of high fuel cells and lithium ion

batteries. [2] Electrodispersion solutions or melts of

polymers (electrospinning process) prepared highly

fibrous materials for filtering gaseous and liquid media

(filters Petryanov) [3], polymer fibers with metallic

conductivity, high strength fiber for the manufacture of

composite materials. Recently, intensively studied the

possibility of using fibrous materials based on

biopoly-mers as templates for growing artificial biological

tis-sues. In this regard, the current task is the

develop-ment of methods for continuous electrodispersion

nano-composites - a technique for the management of

struc-tural and electrical properties of materials at high

per-formance of their receipt.

As a result of experimental studies meniscus found

that in the initial state (U

0) at the end of the nozzle

meniscus is formed which due to the Laplace equation and

the hydrostatic pressure is at rest. If the meniscus to

make high DC voltage U

U

1

, then under the influence of

electrostatic induction on the meniscus surface charge

will bring the highest density at the peak, there

pon-deromotive force and the meniscus is pulled into the cone

(Fig. 1a-c). Further, when U

1

U

U

2

on top of the

Tay-lor cone formed pulsating microcones (Fig. 1d, successive

frames at intervals 1/420 sec), accompanied by corona

glow (Fig. 1c). Pulsation frequency

ν

of several hundred

Hz, and it increases with increasing voltage (Fig. 1e).

Fig. 1. – The dynamics of the meniscus of water at the tip of the copper capillary tube with an internal diameter of 1 mm depending on the applied voltage (negative polarity)

Depending on the size of the meniscus can tear off

mikrojets with subsequent decay into microdroplets,

and the decay of microstreams next to the meniscus

drops sometimes return to the meniscus, which is

caused by recharging them (Fig. 1f). This observation

shows that the surface of the meniscus is surrounded

by a cloud of charges of opposite sign of the polarity of

the meniscus. Finally, in the

U

3

U

U

4

torn

mak-rodrops or jets (Fig. 1g), the size of the order of the

ra-f

g h

d

a b c

е

10,5 11,5 12,5

0 100 200 300 400 500 600 ν, Hz

(2)

A.I. Z

HAKIN

,

A.E. K

UZ

KO

,

ET AL

.

J.

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ANO

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LECTRON

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P

HYS

.

6

, 03065 (2014)

03065-2

dius of the capillary, when

U

U

4

observed sample

(Fig. 1h) [4-5].

In the study of the expiry of liquids with fast

relaxa-tion of charges Experimental results conveniently

rep-resented as a map mode, which shows the area of

ex-haust velocities in the capillary and the values of the

applied voltage (Fig. 2) [6]. It can be seen that the

pat-terns are irregular outflow jets of charged and strongly

depend on the rate of discharge and the magnitude of

the surface charge.

Fig. 2 – Map modes expiration charged jets: the regime drip expiration (1-4): 1 – drip issue, 2 – shift to the expiration of undulating jet, 3 – start destabilization 4 – destabilization with consolidation drops. Transients expiration (5-7): 5 – stabilization of the wave flow, 6 – destabilization, 7 – kink instability. The jet outflow (8-10): 8 – Rayleigh instability, 9 – stabilization, 10 – destabilization of the field

Fig. 3 shows an example of a high voltage

stabiliz-ing jet electric field for thin filaments micron and

sub-micron-viscous liquids [7], such as aqueous solutions.

Fig. 3 – Changing the shape of the jet: a – the formation of a thin, uniform polymer fiber; twist yarns due to EHD instabil-ity; b – the development of the instability of a charged jet of water, with - without the jet decay of the field, d – the stabili-zation of the expiry of the water jet by an electric field with a spiral electrode [8]

RESUME

1. It is shown experimentally that the charged

me-niscus deformed Taylor cone at whose end is formed

pulsating microcones pulsation frequency which in the

case of water meniscus is several hundred hertz, and it

increases with increasing voltage at the meniscus.

2. A map modes of liquid outflow from the fast

re-laxation of the charge of a thin capillary in terms of the

rate of discharge

the applied voltage.

3. The regimes of stabilization of the jet outflow

from the capillary.

4. It is concluded that electrodispersion a promising

methods for obtaining nanoparticles of melts or

solu-tions.

REFERENCES

1. A. Barrero, I.G. Loscertales Ann. Rev. Fluid Mech.39, 89 (2007).

2. M.V. Gorokhov, V.M. Kozhevin, D.A. Yavsin, S.A. Gurevich, Tech. Phys. 53, 1146 (2008).

3. A.A. Shutov, Formation and charge jets of droplets and films slaboprovodjashchih liquids in an electric field (Au-thor. dis. Dr. Sci. Science. Moscow: Federal State Unitary Enterprise Karpov Institute, LY Karpov: 2003).

4. A.I. Zhakin, P.A. Belov, Surface Eng. Appl. Electrochem. 49 No 2, 141 (2013).

5. A.I. Zhakin, A.E. Kuz'ko, P.A. Belov, Proc. Southwestern State University 3(42), 31 (2012).

6. A.I. Zhakin, P.A. Belov, Surface Eng. Appl. Electrochem. 49 No 3, 205 (2013).

7. D.H. Reneker, A.L. Yarin, E. Zussman, H. Xu, J. Adv. Appl. Mech.41, 43 (2007).

8. A.I. Zhakin, Phys. Usp.183 No 2, 153 (2013). a

c d

b

1 2

5 10 15

3 4 U, kV

5 6 7

8 10

λ 9

V, sm/s

5 10 15 20

Imagem

Fig. 1. – The  dynamics  of  the  meniscus  of  water  at  the  tip  of  the  copper  capillary  tube  with  an  internal  diameter  of  1 mm  depending on the applied voltage (negative polarity)
Fig. 3  shows  an  example  of  a  high  voltage  stabiliz- stabiliz-ing jet electric  field  for  thin filaments  micron  and   sub-micron-viscous liquids [7], such as aqueous solutions

Referências

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