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INFLUENCE OF DOPING Yb2O3 ON DIELECTRIC PROPERTIES OF BaTi0.95Sn0.05O3 CERAMICS

W. X. DUN, Y. L. LI*, Z. S. ZHENG, S. H. YAN, Y. F. WANG

Key Laboratory of Environment Functional Materials of Tangshan City, Hebei ProvincialKey Laboratory of Inorganic Nonmetallic Materials, College of Materials Science and Engineering, North China University of Science and Technology, Tangshan 063210,Hebei

BaTi0.95Sn0.05O3 (BTS) ceramics were prepared by a solid reaction method using BaCO3, SnO2 and TiO2 as raw materials, and the influence of Yb2O3 addition on phase composition, microstructure and dielectric properties. The variation of dielectric properties at different sintering temperature was also discussed. The phase composition was analyzed by XRD pattern, and the microstructures of the samples were observed by SEM, and their dielectric properties were measured at 1 kHz. From the XRD patterns, the results show that all samples exhibited pure perovskite phase with no impurity phase, which suggested that the Yb3+ ion can be dissolved in BTS to form a homogenous solid solution. Doping Yb2O3 can also refine grain size. When BTS ceramics doped with Yb2O3 as 0.5 mol% and the sintering temperature is 1300 oC, the grain size is uniform and the growth is good.

With the increase of Yb2O3 contents the dielectric constants increased and reached a maximum value at 0.5 mol%. The tangent loss decrease with the increase of Yb2O3 contents, and the peak temperature Tm at the maximum dielectric constant is shifted to lower temperature and broaden. When BTS ceramics doped with Yb2O3 as 0.5 mol% and the sintering temperature is 1300 oC the dielectric properties of the ceramic samples are optimized.

(Received July 31, 2017; Accepted November 9, 2017)

Keywords: BaTi0.95Sn0.05O3; Yb2O3; dielectric constants; tangent loss

1. Introduction

With the development of science and technology BaTiO3-based ceramics play an important role in the electronic ceramic industry. Barium titanate is an important electronic ceramic materials, and it is widely used in the preparation of small size, large capacity of the micro-capacitors and the grain boundary layer capacitors of semiconductor characteristics, PTC thermistor and other components, in order to meet the practical application requirements, barium titanate ceramics are often changed the composition formula and preparation conditions as the main way to improve its performance [1-2]. The ferroelectric ceramics, represented by BaTiO3-based ceramics, have a high dielectric constant and are the basic raw materials for the manufacture of ceramic capacitors [3-4]. BaTiO3 is a simple perovskite type compound, but its dielectric constant at the room temperature is only one of sixth of the Curie peak. Barium titanate ceramics which has high dielectric loss also needs improve its characters in some areas. Therefore, the researchers began to modify barium titanate ceramics with doping [5-8]. The relevant researchers study found that Ba(Ti, Sn)O3 system has function with diffusion phase transition, and Sn4+ has the same function with Zr4+ in modification[9]. The dielectric constant of the Curie peak is moved to the low temperature zone. When adding the appropriate amount of Sn4+, the peak dielectric constant will be increased obviously. When the amount of Sn4+ is more than a certain

*Corresponding author: [email protected]

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number, the concentration of Sn4+ is reduced to 10% , BaTiO3 tetragonal and diagonal phase transition temperature and the oblique and triad phase transition temperature will increase obviously [10]. BTS is a small grain ferroelectric ceramics, high dielectric constant, low dielectric loss, excellent ferroelectric, piezoelectric, voltage and insulation properties make tin barium titanate-based ceramics are widely used in large capacity Of the miniature capacitors, thermistors, etc.[11] In this paper, Yb2O3 was the doping component with different doping amount. The samples of the dielectric properties were studied by using BaTi0.95Sn0.05O3-based ceramic materials.

2. Experimental

BTS ceramics were prepared by conventional solid-state reaction method using BaCO3 (analytical pure), SnO2 (analytical pure), TiO2 (analytical pure) and Yb2O3 (analytical pure) powders as raw materials, in which BaCO3, SnO2, and TiO2 were prepared to synthesize BTS main phase.BaTi0.95Sn0.05O3 ceramic powders were prepared by solid state mixed oxide technique. A stoichiometric amount of powders was mixed and doped Yb2O3 with x mol% (x=0,0.1,0.3,0.5,

0.7and 0.9). According to the formula calculation results,weighed BaCO3, SnO2, and TiO2 into Ball mill in deionized water and then dried, and powders, ball and deionized with proportion of 1∶1∶

2. After ball milling at 4h, then the dried powders were calcined at 1090 oC for 2h. At last we can obtain BaTi0.95Sn0.05O3 ceramic powders. After that BaTi0.95Sn0.05O3 ceramic powders and Yb2O3

were added and mixed by a ball mill. Re-milled powders were dried for 8 h in an oven. After passing 40 mesh sieve pressed into disks of 13 mm in diameter and 2 mm in thickness under 60 MPa. sintering at 1250 oC ~1330 oC for 2 h. After firing the ceramic sample by ultrasonic cleaning 30 min, the two sides of the sample coated with silver electrode paste, after 550 oC burning silver electrode, the sample placed 24 h after the performance test.

The microstructural phase of the sample was probed by the CuKα target X-ray diffraction (XRD, Rigaku D/ max 2500V/pc) from Japan Science and Technology. The samples were scanned by microscopic scanning electron microscopy (SEM) of Japan Hitachi S-4800 cold field emission scanning electron microscopy (SEM).

The capacitance C and the dielectric loss factor D be tested by using the Automatic LCR Meter 4225 bridge, the automatic LCR Meter 4225 bridge combined with the intelligent temperature control system was used to measure the dielectric constant of the material at 1 kHz frequency the temperature spectrum, the dielectric constant The peak temperature in the temperature spectrum is Tc [12].

Calculate the dielectric constant and dielectric loss of the sample:

2 4 . 14

  Ch (1)

tan 1000fD

  (2)

In the formula: h——the thickness of the sample (cm);Ф——the electrode diameter of the sample (cm);C——the capacitance of the sample (pF);f——test frequency;D——Dielectric loss factor

3. Results and discussions

3.1 Effect of Doping Amount on Crystal Structure of BTS Specimen

The results of XRD test are shown in Fig. 1 under the condition of 1300 oC for 2 h sintering.

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Fig.1 XRD patterns of BTS ceramics sintered at 1300 oC for 2 h

Fig.1 (a) shows the XRD patterns of various amounts of Yb2O3 doped BTS-based ceramics sintering at 1300 oC for 3 h. The XRD results demonstrate that all the samples display a desired perovskite structure, which indicates that the Yb2O3 have diffused into the BTS lattice to form a solid solution. In order to study the effect of the doping amount on the diffraction peak more clearly, the (100) crystal plane in the diffraction spectrum of Fig. 1 was partially amplified. From the graph (b), it is found that the diffraction peak of the (100) crystal plane moves in the high angle with the increase of the Yb3+ doping amount. When the doping amount is 0.5 mol%, the diffraction angle is the largest. According to the Bragg formula, At this time the smallest interplanar spacing.

3.2 Effect of Microstructure on Doped BTS Materials

Fig.2 (a)~(f) shows Yb2O3 doping amount of 0~0.9 mol% respectively. The samples were sintered at 1300 oC for 2 h and doped with different amount of Yb2O3. The image obtained by scanning with SEM is shown in Figure 2 below:

Fig. 2. SEM photomicrographs of BTS sintered at 1300oC for 2h: a 0.0% wt Yb2O3, b 0.1% wt Yb2O3, c 0.3% wt Yb2O3, d 0.5% wt Yb2O3, e 0.7% wt Yb2O3, f 0.9% wt Yb2O3

It can be seen from the figure, (a)~(f) of the six BTS ceramic sample grain profile is clear, and have good sintered density. Porosity is relatively low and there have a clear grain boundary.

Compared with (a),The insets of (d), (c) and (d) show the addition of a small amount of Yb3+ ions

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can refine grain and make grain size down, grow well. Yb3+ ions into the A-site lead to oxygen octahedral gap contraction, the number of oxygen vacancies decreased, grain growth was inhibited, so the grain size decreased [13].

O O Ti 2

3

2 TiO 2Yb V 3O

O

Yb (3)

When added a small amount of Yb2O3, Yb3+ accumulates at grain boundaries and acts as a pinning grain boundary, result in inhibiting grain growth[14] And when Yb2O3 do ping amount x exceeds 0.5 mol%, Yb3+ mainly enters B position.

The radius of Ba2+ is 0.161nm. The radius of Ti4+ is 0.065 nm. The radius of Sn4

+ is 0.069 nm. The radius of Yb3+ is 0.0868 nm. The radius of Yb3+ is greater than Ti4+

and Sn4+, making the grain size increases. On the other hand, low prices instead of high prices, resulting in a large number of oxygen vacancies, promote grain diffusion and growt h. As shown in the figure (e) and (f).

Formula can be written as follows:

O O Ti 2

3

2 TiO 2Yb V 3O

O

Yb (4)

3.3 Effect of Yb2O3 doping on the dielectric properties of BTS Simple

Fig.3 shows that dielectric constant ε with Yb3+ doping and temperature changes in the situation. Fig.4 shows that the dielectric loss of the sample at different temperatures.

Fig. 3. Dielectric constant of Yb2O3 doped with BTS at room temperature

For the substitution order of rare earth ions in the perovskite structure, Watanable[15]

considered that there were three stages. The first two stages are that rare earth ions replace the A and B sites respectively, and the third stage was that the doping amount exceeded the ion of the solid solution limit, creating a second phase. Which can be introduced that when Yb3+ into the lattice first to enter the A-bit and then replace Ba2+.Fig.3 show that with the amount of Yb2O3

doping increasing, the sample dielectric constant is also increasing.When the doping amount x is 0.5 mol%, the dielectric constant of the sample reaches the maximum, and then with the increase of the doping amount the dielectric constant begins to decrease. In the initial stage, the dielectric constant ε increases with the increase of x (Yb2O3) because Yb3+ enters the A-position and the Yb3+

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radius is 0.0868 nm smaller than the Ba2+ radius of 0.161 nm, so that the lattice volume shrinks, as seen in the previous SEM , Resulting in lattice distortion caused by internal stress, making the dielectric constant increased. [13] When Yb3+ into the A-bit, and it will produce a corresponding amount of electrons, the emergence of electrons will increase the sample of dielectric constant.

When Yb2O3 doping amount x more than 0.5mol%, Yb3+ mainly into the B-bit, the radius of Ti4+ is 0.065 nm. The radius of Sn4+ is 0.069 nm. The radius of Yb3+ is 0.0868 nm. The radius of Yb3+ is greater than Ti4+ and Sn4+, making Lattice volume expansion, and making the B-type ion orientation was broken ring, making the spontaneous polarization of the system led to decreased dielectric constant. While the low price to replace the high price of a part of the oxygen vacancy, resulting in "pinning" The dielectric constant decreases.

Fig. 4. Dielectric Loss of Yb2O3 doped with BTS at room temperature

As shown in Fig.4, the dielectric loss of the sample is decreasing as the doping amount increases. When the doping amount exceeds 0.5 mol%, the dielectric loss starts to increase. When the doping amount exceeds 0.7 mol%, the dielectric loss continues to decrease, and the high doping amount Yb3+ enters the B-site to form the acceptor ions, while the charge of the acceptor ions is compensated by the oxygen vacancy and suppresses the reduction of Ti4+ The electrical loss is improved. When the sintering temperature is 1300 oC, the dielectric constant of the sample is the highest and the dielectric loss is also low [16-17]. Therefore, when the doping amount of Yb2O3 is 0.5 mol% and the sintering temperature is 1300 oC, the ceramic sample has the best dielectric properties.

The temperature of 1300 oC for 2 h sintering, Fig.5 shows that the thermograms of ceramic samples. With temperature changes different Yb3+ content of the sample at 1k Hz have different dielectric loss.

Fig.5 Temperature dependence of the dielectric constant and tangent loss of Yb2O3 doped BTS ceramics

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From Fig.5 (a), with the increase of temperature the dielectric constant of most samples decreases. With the temperature change rate the dielectric constant of the sample decreases. And the dielectric temperature in the low temperature region and the high temperature region is becoming steady. With the increasing amount of Yb3+ doping, the dielectric constant of the sample increases at firstly. When the doping amount is more than 0.5 mol%, it begins to decrease obviously. This is related to the substitution mechanism of Yb3+ in the system. When the doping amount is 0.1~0.5 mol%, most of Yb3+ enters the A position and enhances ferroelectricity, Yb2O3

has a peak effect, resulting in increased sample dielectric peak. When doped Yb3+, The Curie peak has a certain movement in macroscopic scale, moving to low temperature, there is the role of broadening Curie peak [13]. From the graph (b), it can be seen that the addition of a small amount of Yb3+ will increases the dielectric loss of the sample in a certain extent. The dielectric loss varies greatly with the temperature. The dielectric loss of the sample is unstable due to excessive Yb3+ or too little Yb3+. When the doping amount exceeds 0.1 mol%, the dielectric loss of the sample is decreasing, and when the doping amount is 0.5 mol%, the dielectric loss is minimized, and the dielectric loss of the sample starts to increase. As the temperature increases, the dielectric loss of the ceramic sample decreases at firstly, and then tends to be gentle, and then begins to increase. In summary, when the added Yb3+ is 0.5 mol%, the sample has a high dielectric constant and a lower dielectric loss, and its Curie peak is also wide, and the temperature is also low.

4. Conclusions

BaTi0.95Sn0.05O3 (BTS) ceramics were prepared by a solid phase reaction method using BaCO3, SnO2 and TiO2 as raw materials, and the influence of Yb2O3 addition on phase composition, microstructure and dielectric properties. The microstructure of the samples were observed by SEM scanning electron microscopy (SEM), and the phase composition was analyzed by XRD pattern.

(1) The XRD patterns show that the main crystal phase of the doped BTS-based ceramic samples does not change significantly, showing a single perovskite structure, no other impurity phase formation, and the change of sintering temperature does not cause the main The structure of the crystal phase changes.

(2) The SEM images show that the grain size of barium titanate (BTS) is relatively clear, the sintered compactness is good, the porosity is relatively low, there is a clear grain boundary, and the doped Yb2O3 has fine grain When the doping amount of Yb3+ ions is 0.5 mol% and the sintering temperature is 1300 oC, the grain size is uniform and the growth is good.

(3) When the Yb3+ is doped with the barium titanate ceramic sample, with the increase of the doping amount the dielectric constant of the pattern increases and the dielectric loss decreases.

When the doping amount of Yb3+ ions is 0.5 mol% and the sintering temperature reaches at 1300

oC, the ceramic sample of the dielectric properties to achieve the best. Add Yb3+ Curie peak to have a certain role in the movement, moving to low temperature, there is the role of broadening Curie peak.

Acknowledgements

This work is partially supported by Science and Technology Support Project of Hebei Province (Grant No. 15211111), and the National Natural Science Foundation of China (Grant No.

51502075).

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[4] S. B. Herner, F. A. Selmi, V. V. Varadan, et al.. Mater Lett 15(5), 317 (1993).

[5] R. D. Wear, C. W. Nelson. Electrical-energy-storage unit utilizing ceramic and

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[10] W. H. Lee, W. A. Groen, H. Schreinemacher, D. Hennings, Journal of Electroceramics 5, 31 (2000).

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[12] M. Kuwabara, H. Matsuda, N. Kurata, E. Matsuyama, J. Am. Ceram. Soc.

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[13] J. Rödel, W. Jo, K.T.P. Seifert, E. M. Anton, T. Granzow, D. Damjanovic, J. Am. Ceram. Soc.

92, 1153 (2009).

[14] B. D. Stojanovic, M. A. Zaghete, C. R. Foschini, F .O .S. Vieira, J. A. Varela, Ferroelectrics 270, 15 (2002).

[15] K. Watanable, H. Ohsato, H. Kishl, et al. Solid State Ionics 108(1/2/3/4), 129 (1998).

[16] S. Hofman, S. Hoffmann, R. Waser. Thin Solid Films 305(1/2), 66 (1997).

[17] N. Michiura, T. Tatekawa, Y. Higuchi, et al. J Am Ceram Soc 78(3), 793 (1995).

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