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Hole-wedge Effect of Friction Pair and Its Control Mechanism

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were discussed in this paper. The process of self-circulating compensation of lubrication was modeled, and taking ferrofluid as lubricant a series of experiments were designed and done. Researches show that: the hole effect will produce self-compensation migration of lubricant in the holes to interface, and accordingly the wedge effect will exert a directional laminar flow, thus by well design the synthesis of these two effects can be used to obtain self-circulating compensation of lubrication in porous friction pair, which can significantly improve the stability and tribological performance of friction pairs.

Keywords: Bionic friction pair; hole-wedge effect; self-circulation; lubrication compensation

Copyright © 2016 Universitas Ahmad Dahlan. All rights reserved.

1. Introduction

It’s reported that the energy loss caused by the friction is a third to the industrial energy consumption worldwide, and 80% of the Mechanical Failure are caused by the friction loss. Especially in the conditions of uniformly distributed load, impact vibration and overload, how to improve the service life of the bearing components and the working performance and to realize the lubrication compensation between the friction interfaces has important research value and engineering significance. From the perspective of the smart tribology, the key of high-performance friction pair structure design is how to improve the loading adaptability and absorption ability of interfacial film, and to realize self-adjustment of the film thickness and component of lubrication to the load changes, this is also the new topic in the current smart tribological researches [1-2]. The current scholars have proposed to magnetic as a lubricant, which is a multiphase colloid traditionally used for sealing and damping control, and carried some engineering practice.

From the perspective of bionics, the hole-wedge effect of multiphase lubricant colloid in the friction gap was discussed, and the mechanism of self-circulating lubrication compensation and the structure design of bionic friction pair were put forward. A kind of ferrofluid lubrication trust bearing is introduced, its tribological experiments were carried out and the relevant influence factors were analyzed in this paper [3-6].

2. Hole Effect of Colloidal Lubricant in Porous Friction Pair

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[image:2.595.162.438.87.278.2]

(a) (b) (c)

Figure 1. Stress state under loading

During the friction process, the lubrication colloid at the orifice is in the shear compression state. Sliding motion between the friction pair produces a shearing action on colloid, the colloid then deforms and extends along the friction interface for the reason of plastic deformation and solid co-ordination, as shown in Figure 1(a), Figure 1(b) and (c) are respectively the stress distributions of colloid in the hole and on the friction interface.

Here in Figure 1, dc is the mean diameter of penetration holes in porous friction pair block(mm); h is the thickness of interfacial colloid lubricating film(mm); a1, a2, Fa1, Fa2 and

1

a

l , la2 are respectively the compressive stresses(Pa), the resultant forces( )N and the arms of resultant forces(mm)which colloid acting on the two ring surface in the hole; f1, f2 and Ff

are respectively in the wall friction stresses(Pa) and the resultant force( )N on the two ring of colloid in the hole; W , m, '

m

 and FW, Fm, '

m

F are respectively the compressive stresses on the colloid hole projection area(Pa),the vertical stress(Pa)and reactive stress(Pa)loading on the colloid in the hole and on the interface and their resultant forces( )N ;lm is the force arm of

'

m

F on the colloid in hole(mm); b1, b2 and Fb1, Fb2 are respectively the molecular key bonding force(Pa) and deformation resistance(Pa)of interfacial colloid in horizontal direction and their resultant forces( )N ;lb1 and lb2 are respectively the force arms of Fb1 and Fb2 acting on the interfacial area of orifice colloid(mm);m andFm are respectively the wall shear stress

of upper friction plate(Pa) and its resultant force in the region of the orifice projection area( )N . According to the mechanics analysis to the lubrication colloid in the hole and on the interface, following equations are gotten.

on the friction interface,

2

2

1 1 2 0

4 2

h c

c c h

bx m b b m b b

d

d d

F F F F

                  



(1)

2 2

0

4

4

c c

bz W m W m

d

d

F

F

F

(2)

1 1 2 2

0

b m h b b b b

(3)

1) Because

b1



m usually, so the molecular bond in lubricant material can be

ignored. Then assuming the distribution of

b2 on the acting surface is linear, i.e.,

2 2

2

h c

c h

b b

d

d

 



(7)

Substituting Eq.(7) in Eq.(1),we can obtain,

2

2

m c

h

b

d

(8)

2) In addition, by the deformation of Eq.(5), we can obtain,

1 2

'

2 (

f f

)

m

c

L

d

(9) [image:3.595.162.435.524.732.2]

3. Wedge Effect of Colloidal Lubricant on the Inverted Cone Interface

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As shown in Figure 2, the upper friction disk has an inverted cone surface, is rotating around its center axis and subjected to external load, colloidal lubricant is filled in the interface between the friction pair and the friction interface is sealed from outside environment. Obviously, the structure of such a friction pair is a trust bearing.

Here, W is the load subjected on the upper friction disc(N); w is the wedge angle of inverted cone(°); R is the radius of the friction block(mm); h2 is the minimum thickness of lubricant film(mm) ; and h3 is the height of the inverted cone(mm).

An column coordinate system is established in this paper, as shown in Figure 2, and taking a particular point where r[0, ]R to carry on stress analysis.

Obviously there is,

3

tan

w

h

 

R

(10)

4. Results and Analysis

4.1. Experimental Conditions and Methods

The experiment was done on the XP-1 triboloigical test machine which is independently designed by the tribological institute of Wuhan University of Technolgy. The external magnetic field is generated by six DC electromagnets which are uniformly placed around the bearing, and the range of the input current is 0-2A. Ferrofluid lubricant is self-made in laboratory, the adding volume ratio of magnetic particles is 6% and the base oil is silicone oil.

On the design of influence factors, the external loads are separately 19.6 N, 39.2 N, 73.5 N, 98 N and 147 N, the rotating speeds are 50 r/min, 100 r/min and 150 r/min and 200 r/min, and the input current are 0 A, 0.4 A, 0.8 A, 1.2 A, 1.6 A and 2 A. The experimental data of friction coefficient are recorded per second, and the continuous 300 seconds are taken as an acquisition cycle.

4.2. Experimental Results a. The influence of rotating speed

[image:4.595.149.451.518.725.2]

Figure 3 and Figure 4 show the varying curves of friction coefficient about rotating speed under different loads, respectively when the lubricant is silicone oil and ferrefluid and without external magnetic field. By contrast, the friction coefficient of silicone oil increases with rotating speed however that of ferrofluid decreases under the same load.

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[image:5.595.159.440.80.275.2]

Figure 4. Friction coefficient curves of ferrofluid lubrication (I=0A)

Taking the load W=147N and considering two rotating speed respectively of n=50(r/min) and n=200(r/min), the friction coefficient in silicone oil lubrication situation increased 1.47 times(0.537/0.366), however that in the ferrofluid lubricating situation reduced to 78.8% and the reduction ratio is 20.2%.

b. The influence of load

[image:5.595.140.458.456.670.2]

Figure 5 and Figure 6 show the varying curves of friction coefficient about load in different rotating speed, respectively when the lubricant is silicone oil and ferrofluid and without external magnetic field.

(6)
[image:6.595.136.464.79.309.2]

Figure 6. Friction coefficient curves of ferrofluid lubrication (I=0A)

By contrast, the loading capacity of silicone oil is very poor, especially when the load exceeds W = 147 N then the friction condition of thrust bearing deteriorated rapidly and the friction coefficient f 0.45, which means the interface is almost in dry friction condition. On the contrary, ferrofluid emerges good load capacity and lubrication behavior with 40% (1-0.323/0.537)decrease of friction coefficient when the load W = 147 and the rotational speed n = 200 r/min.

c. The influence of external magnetic field

[image:6.595.144.458.498.713.2]

Figure 7 and Figure 8 show the varying curves of friction coefficient about external magnetic field intensity, respectively when the rotating speed is n=50r/min and n=200r/min.

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[image:7.595.120.485.73.336.2]

Figure 8. Friction coefficient curves when n=200r/min

The analysis on the varying curves in the Figure s shows that, the friction coefficient decreases with the increase of load when the applied magnetic field is certain, and the greater the load is, the antifriction effect of the bearing is more apparent.

5. Conclusions

The hole-effect of porous friction block is helpful to produce compensation to the interfacial colloidal lubricant so as to improve the stability of load when taking the colloid as lubricant. The wedge-effect caused by the inverted cone friction plate can produce a directional actuation on the interfacial lubricant movement, and this actuating action can be controlled by certain structural design. The coupling structure design of friction pairs by applying the hole-effect and wedge-hole-effect can realize the bionic compensation of colloid lubrication, and the compensating movement can be self-circulating. The experimental research on a ferrofluid microcirculating thrust bearing shows that, the self-circulating compensation of ferrofluid can improve the tribological performance of bearing significantly.

Acknowledgements

The authors would like to thank National Natural Science Foundation of PR China for the financial support [ID: 51075311] for the financial support.

References

[1] Sree MK, Subrahmanyam K. Retail Web System Upgrading with Strategic Customer Using Threshold Policy.Journal of Telematics and Informatics. 2015; 3(1): 28-32.

[2] Junfeng T, Honghai H, Hongxia Z. The Ball Mill Driving Device Fault and the Main Bearing Lubrication Analysis. TELKOMNIKA Indonesian Journal of Electrical Engineering. 2013; 11(4): 2073-2078.

[3] Patel RM, Deheri GM, Vadher PA. Magnetic fluid-based squeeze film performance between porous infinitely long parallel plates with porous matrix of non-uniform thickness and effect of transverse surface roughness. Journal of the Balkan tribological association. 2011; 17: 315-318.

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[5] Shah RC, Bhat MV. Porous secant shaped slider bearing with slip velocity lubricated by ferrofluid. Industrial Lubrication and Tribology. 2003; 2-3(55): 113-115.

[6] Zhu WB, Zhou G, Wang HS. Research on the Reciprocating Sealing of Fracturing Pump.

TELKOMNIKA Indonesian Journal of Electrical Engineering. 2012; 10(3): 499-504.

[7] Zhang Y. Static characteristics of magnetized journal bearing lubricated with ferrofluid. Journal of Tribology. 1991; 3(113): 533-538.

Gambar

Figure 1. Stress state under loading
Figure 2. Wedge effect of lubrication colloid
Figure 3. Friction coefficient curves of silicon oil lubrication
Figure 5. Friction coefficient curves of silicon oil lubrication
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