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Giant Magneto Impedance Effect of Co-Based Metallic Fiber Under Bias Magnetic Field

Abstract

The giant magneto impedance, GMI, effect of Co-based metallic fibers prepared by melt-extracted technology is investigated under different bias direct electrical current Ib. The GMI curves have single peaks which are symmetric about zero field at and below 1MHz. However, the bimodal GMI curves which have asymmetric peaks are observed when Ib is over 2mA at 0.1MHz. And asymmetric GMI, AGMI, effect is also appeared at 1MHz when Ib just is 1mA and the field sensitivity of GMI effect is increased 5.6 times. The GMI effect and magnetization process is affected by the bias magnetic field profoundly induced by Ib, which is correlated with the outer shell domain structures with circumferentially magnetization easy axis existed in the outer shell of Co-rich magnetic wires with low and negative magnetostriction. Below 1 MHz, only if the bias current is over 1.5mA which induces a magnetic circumferential magnetic field is above the coercivity of 14.4A/m, the circumferential magnetization and GMI effect can experience the bias magnetic field effect. Above 1MHz, the skin effect gets stronger and significantly decreases the total participants of circular magnetization process in the fibers and consequently, the circular outer shell magnetization process gets much sensitive to circular bias magnetic field. AGMI effect with high field sensitivity is realized due to the bias current.

Keywords:
GMI effect; magnetization process; field sensitivity; metallic fibe


1. Introduction

The large change in the impedance of soft magnetic conductors has been referred to as the giant magneto impedance, GMI. When a magnetic conductor with a high-frequency alternating current is subjected to an external magnetic field, the impedance of the material may change11 Beach RS, Berkowitz AE. Giant magnetic field dependent impedance of amorphous FeCoSiB wire. Applied Physics Letters. 1994;64(26):3652-3654.. Since the discovery of the GMI effect in Co-based magnetic metal fibers, numerous studies have been inspired on the magnetization process of metal fibers to investigate its origin and determinants11 Beach RS, Berkowitz AE. Giant magnetic field dependent impedance of amorphous FeCoSiB wire. Applied Physics Letters. 1994;64(26):3652-3654.,22 Kurlyandskaya GV. Giant magnetoimpedance for biosensing: Advantages and shortcomings. J Journal of Magnetism and Magnetic Materials. 2009;321(7):659-662.. In the case of a Co-based magnetic fibers with a negative magnetostriction constant, it is assumed that there is an inner core magnetized along the wire axis and an outer shell where magnetization points to in the circumferential direction33 Chizhik A, Gonzalez J, Yamasaki J, Zhukov A, Blanco JM. Vortex-type domain structure in Co-rich amorphous wires. Journal of Applied Physics. 2004;95(5):2933-2935.,44 Chizhik A, Garcia C, Gonzalez J, Zhukov A, Blanco JM. Study of surface magnetic properties in Co-rich amorphous microwires. Journal of Magnetism and Magnetic Materials. 2006;300(1):e93-e97.. The magnetization process of these metal fibers is studied theoretically and experimentally and the possible magnetic domain structure is proposed and then observed44 Chizhik A, Garcia C, Gonzalez J, Zhukov A, Blanco JM. Study of surface magnetic properties in Co-rich amorphous microwires. Journal of Magnetism and Magnetic Materials. 2006;300(1):e93-e97.

5 Gómez-Polo C, Vázquez M, Chen DX. Directionally Alternating Domain Wall Propagation in Bistable Amorphous Wires. Applied Physics Letters. 1993;62(1):108-109.

6 Chizhik A, Gonzalez J. Modeling of magnetization reversal in amorphous wires. Physica B: Condensed Matter. 2006;372(1-2):341-344.

7 Zhukova V, Blanco JM, Rodionova V, Ipatov M, Zhukov A. Domain wall propagation in micrometric wires: Limits of single domain wall regime. Journal of Applied Physics. 2012;111(7):07E311.
-88 Chizhik A, Zablotskii V, Stupakiewicz A, Dejneka A, Polyakova T, Tekielak M, et al. Circular domains nucleation in magnetic microwires. Applied Physics Letters. 2013;102(20):202406.. The unique magnetization process of this kind of fibers makes it has important application in the development of magnetic sensors. However, Zhukova et al recently have found that the magnetization process of this kind of fibers is indeed complex and not fully understood and mastered99 Zhukova V, Blanco JM, Chizhik A, Ipatov M, Zhukov A. Current induced domain wall propagation in Co-rich amorphous microwires. AIP Advances. 2017;7(5):056026.,1010 Zhukova V, Blanco JM, Chizhik A, Ipatov M, Zhukov A. AC-current-induced magnetization switching in amorphous microwires. Frontiers of Physics. 2018;13:137501.. They found that due to the interplay between the shape axial and circumferential anisotropies, amorphous ferromagnetic fibers exhibit a rich variety of domainline magnetic phases1111 Chizhik A, Zablotskii V, Stupakiewicz A, Gómez-Polo C, Maziewski A, Zhukov A, et al. Magnetization switching in ferromagnetic microwires. Physical Review B. 2010;82(21):212401.. And the changes induced in the outer domain shell can impact on the magnetization in the inner core. An observed domain wall propagation induced by the current flowing through the metallic fibers is explained considering the influence of an Oersted magnetic field on the outer domains 1010 Zhukova V, Blanco JM, Chizhik A, Ipatov M, Zhukov A. AC-current-induced magnetization switching in amorphous microwires. Frontiers of Physics. 2018;13:137501.. Therefore, it is necessary to study and explore the magnetization process of metal fibers. All scientific research eventually serves humans. The concept of GMI effect sensor has been proposed long ago, but mass production and application have been rarely reported. In particular, high-performance GMI sensors are reported theoretically and are not widely used in industry and life. Based on the study of GMI effect, this paper will investigate the magnetization process of metal fiber, explore the influence of magnetization process on electromagnetic effect, reveal possible ways to improve GMI effect, and provide reference and support for the rapid development of GMI sensors.

2. Experimental Detail

Impedance analysis is performed using a HP4192 impedance analyzer at room temperature. The test sample is 25mm in length, 32 microns in diameter, and the applied external magnetic field is provided by Helmholtz coil. The maximum magnetic field is 320A/m, the driving current is from 1 mA to 10mA, the bias direct current is from 1mA to 10mA, and the frequency is from 0.1 MHz to 10MHz. In order to prevent the influence of environment field on the testing process, the fiber is placed axially perpendicular to the geomagnetic field.

The GMI ratio is defined as:

(1) Z / Z = Z H ex Z H max Z H max × 100 %

Where Z(Hex) and Z(H-max) are impedances at external field of Hex and the maximum negative field. And the field sensitivity is defined as:

(2) S = dZ dH ex · i ac

Where iac is the current amplitude.

3. Results and Discussion

Figure 1 shows the GMI effect at different frequencies. As the frequency increases, the magnetic impedance gradually increases under the same external magnetic field. At 0.1MHz-1MHz, GMI curves gradually decrease with the increase of magnetic field intensity, and the maximum impedance value is obtained at zero magnetic field, showing a single peak GMI curve. When the frequency is 5MHz, the magnetic impedance increases with the increase of the external magnetic field and gradually decreases after reaching the maximum value. There are two impedance peaks at different magnetic fields. Therefore, two peaks, namely the bimodal structure GMI effect, can be observed.

Figure 1
GMI curves at different frequencies

The GMI effect comes from the change of circular permeability with external magnetic field, so it is closely related to the magnetization process1212 Zhukov A, Talaat A, Churyukanova M, Kaloshkin S, Semenkova V, Ipatov M, et al. Engineering of magnetic properties and GMI effect in Co-rich amorphous microwires. Journal of Alloys and Compounds. 2016;664:235-241.,1313 Chizhik A, Zhukova V, Zhukov A, Gonzalez J, Gawronski P, Kulakowski K, et al. Surface magnetic structures induced by mechanical stresses in Co-rich microwires. Journal of Alloys and Compounds. 2018;735:1449-1453.. There is a “core-shell” magnetic domain structure for these kind of the Co-based micro fibers44 Chizhik A, Garcia C, Gonzalez J, Zhukov A, Blanco JM. Study of surface magnetic properties in Co-rich amorphous microwires. Journal of Magnetism and Magnetic Materials. 2006;300(1):e93-e97.. The core is magnetized longitudinally, and the shell has an annular easy magnetization direction. The magnetization process is different with frequency. Under the axial magnetic field, axial magnetization of the core domains is easy and the circular magnetization will be greatly affected by the intensity of the magnetic field. At lower frequencies (<1MHz), when the axial magnetic field is zero, the circular magnetization reaches its maximum. Therefore, the impedance reaches its peak at zero magnetic field showing single-peak GMI effect. As the frequency increases, the skin effect gradually becomes obvious, and the influence from circumferential magnetic field generated by the driving current on the magnetization process is strengthened, consequently. And the circumferential magnetization process in the shell is improved. However, it is necessary to pay attention to the magnetic interaction between the shell and the core magnetization at the same time which will also induces demagnetization99 Zhukova V, Blanco JM, Chizhik A, Ipatov M, Zhukov A. Current induced domain wall propagation in Co-rich amorphous microwires. AIP Advances. 2017;7(5):056026.,1414 Zhukov A, Chizhik A, Ipatov M, Talaat A, Blanco JM, Stupakiewicz A, et al. Giant magnetoimpedance effect and domain wall dynamics in Co-rich amorphous microwires. Journal of Applied Physics. 2015;117(4):043904. 1515 Chizhik A, Zhukov A, Gonzalez J, Stupakiewicz A. Control of the domain wall motion in cylindrical magnetic wires. Applied Physics Letters. 2016;109(5):052405.. Therefore, circumferential magnetization can continue only if the applied circular magnetic field reaches a threshold value, that is, the magnetization process will produce a huge change, at which the impedance reaches a peak value. Then there is bimodal structure GMI curve when the frequency reaches MHz, as shown in Fig.1 (b).

As aforementioned, the enhancement of circumferential magnetization process can theoretically affect the GMI response, as shown in Figure 1(b) and Figure 2. With the increase of the driving current, both the impedance values and GMI curves are altered. When there is a bias current of 2mA or the driving current increases to 2mA, the GMI effect is significantly increased and the curves become asymmetry. More obviously, as the bias current increases from 1mA to 10mA, the GMI curves gradually change from single peak to double peaks. At 1MHz, a bias current of 1mA can change GMI curve from single peak to asymmetric double peaks. Meanwhile, as the bias current increases to 2mA, the sensitivity increases gradually from 0.6 x10-3v /(A/m) to 3.6 x10-3v /(A/m).

Figure 2
GMI curves under different bias currents: (a)0.1 MHz, (b) 1MHz,(c)5MHz

The GMI curve of 0.1MHz shows that the impedance value at the negative magnetic field is lower than those at the positive parts, that is, the impedance value does not have strict symmetry near the zero magnetic field, which indicates that the circular domain of the shell of Co-based fiber has spiral anisotropy 1616 Panina LV. Asymmetrical giant magneto-impedance (AGMI) in amorphous wires. Journal of Magnetism and Magnetic Materials. 2002;249(1-2):278-287.. The circumferential magnetization process of domains with magnetization angle less than 90° between surface domains and the bias current induced magnetic field in the shell is enhanced but the circumferential magnetization process is decreased in the shell domains which easy direction of magnetization deviates greatly from the direction of the constant external magnetic field. Circumferential magnetization process of special parts is strengthened which induces and increases the asymmetric magnetization process at negative and positive the external fields, as shown in Fig. 3. The asymmetrical characteristic of GMI curve is elongated and AGMI effect gradually increases. When the bias current is 2mA, the GMI effect and its asymmetry feature near the zero magnetic field are more pronounced and stronger. However, when the circumferential field created by the current is too more powerful, domain wall motion in the shell finally is suppressed together with the asymmetry, resulting in a reduction of the permeability and thus of the GMI effect with the increase of driving or bias current 99 Zhukova V, Blanco JM, Chizhik A, Ipatov M, Zhukov A. Current induced domain wall propagation in Co-rich amorphous microwires. AIP Advances. 2017;7(5):056026.,1717 Zhukova V, Ipatov M, Talaat A, Blanco JM, Churyukanova M, Taskaev S, et al. Effect of stress-induced anisotropy on high frequency magnetoimpedance effect of Fe and Co-rich glass-coated microwires. Journal of Alloys and Compounds. 2018;735:1818-1825., as shown in Fig. 4.

Figure 3
The asymmetric GMI effect at 0.5MHz with and without bias current
Figure 4
The maximum GMI ratio under different bias current

Only if the induced circumferential magnetic field by bias current is above samples coercivity and therefore can affect the magnetization of the outer domains in shell with circumferential magnetization direction1414 Zhukov A, Chizhik A, Ipatov M, Talaat A, Blanco JM, Stupakiewicz A, et al. Giant magnetoimpedance effect and domain wall dynamics in Co-rich amorphous microwires. Journal of Applied Physics. 2015;117(4):043904.,1818 Chizhik A, Zhukov A, Gonzalez J, Stupakiewicz A. Control of reversible magnetization switching by pulsed circular magnetic field in glass-coated amorphous microwires. Applied Physics Letters. 2018;112(7):072407.. The coercivity of such metal fibers is 14.4A/m measured by experiments. Therefore, when the bias current is greater than 1.5mA, the induced circumferential magnetic field is equal to the coercivity. Although the bias current of 1mA can influence the circular magnetization process of fibers, the effect on GMI is not enough to change its main feature. When the bias current is greater than 1.5mA, the induced magnetic field is greater than the coercivity, which has a huge impact on the circular magnetization process of these Co-based fibers99 Zhukova V, Blanco JM, Chizhik A, Ipatov M, Zhukov A. Current induced domain wall propagation in Co-rich amorphous microwires. AIP Advances. 2017;7(5):056026.. As the frequency increases, the skin effect gets strong, so even a small current can produce enough circular magnetic field to affect the circumferential magnetization process and GMI effect.

It is found that the control of the domain wall motion induced by a magnetic field directly into the magnetic element is a recent issue in magnetism as well as a technological challenge1111 Chizhik A, Zablotskii V, Stupakiewicz A, Gómez-Polo C, Maziewski A, Zhukov A, et al. Magnetization switching in ferromagnetic microwires. Physical Review B. 2010;82(21):212401.. In order to investigate the GMI effect and surface domain magnetization, the influence of driving alternating amplitude on GMI effect is analyzed, as shown in Fig. 5. For the GMI effect of ac excitation, the alternating current itself generates an alternating circumferential magnetic field on the surface of the fiber. Therefore, the excitation current amplitude increases, and the surface circumferential magnetic field intensity increases, which should have a similar effect to the bias current. Experimental studies show that AGMI effect can be enhanced by increasing the excitation current amplitude, and GMI curve changes from single peak to double peaks, which further indicates that the circumferential magnetization process of shell domains is an important factor influencing the GMI effect of this kind of Co-based fibers. It is worth noting that the effect of ac current amplitude is not as significant as that of bias current, and the effect of bias current on GMI effect is much more significant. Excitation current is an alternating current with frequency, which density is affected by frequency due to the skin effect, but the bias current is a direct current, so the direction is constant. Therefore, the circumferential magnetic field generated by bias current has a stronger influence on the circular domain of shell, and the AGMI effect obtained is also more obvious. This analysis further indicates that the high sensitive GMI effects can be effectively promoted by controlling surface domains and its circular magnetization process.

Figure 5
GMI effect at different driving currents (1MHz)

4. Conclusions

Based on the analysis of the influence of circular magnetic field induced by bias and driving currents on GMI effect, it is found that the shell domains of Co-rich fibers are a kind of surface domains with spiral anisotropy, and the GMI curve is single peak at low frequency and double peaks at high frequency. The circumferential magnetic field generated by the current influences the circumferential magnetization process of the shell domains, so that part of the magnetization process is strengthened and GMI effect is enhanced along with the appearance of asymmetry. However, the GMI effect is much more significantly affected by the uniform and constant bias current density. The results show that the control of circumferential magnetization process of the surface domains is the key to improve GMI effect and field sensitivity of Co-rich fibers.

5. Acknowledgements

The authors would like to express their appreciation to Prof. Yelon and Menard from University of Montreal of Canada for support and assistance in impedance experiment. This work was financially supported by the National Natural Science Foundation of China (Nos. 51861031, 51604159) and the Natural Science Foundation of Ningxia (No: 2018AAC03056)

References

  • 1
    Beach RS, Berkowitz AE. Giant magnetic field dependent impedance of amorphous FeCoSiB wire. Applied Physics Letters 1994;64(26):3652-3654.
  • 2
    Kurlyandskaya GV. Giant magnetoimpedance for biosensing: Advantages and shortcomings. J Journal of Magnetism and Magnetic Materials 2009;321(7):659-662.
  • 3
    Chizhik A, Gonzalez J, Yamasaki J, Zhukov A, Blanco JM. Vortex-type domain structure in Co-rich amorphous wires. Journal of Applied Physics 2004;95(5):2933-2935.
  • 4
    Chizhik A, Garcia C, Gonzalez J, Zhukov A, Blanco JM. Study of surface magnetic properties in Co-rich amorphous microwires. Journal of Magnetism and Magnetic Materials 2006;300(1):e93-e97.
  • 5
    Gómez-Polo C, Vázquez M, Chen DX. Directionally Alternating Domain Wall Propagation in Bistable Amorphous Wires. Applied Physics Letters 1993;62(1):108-109.
  • 6
    Chizhik A, Gonzalez J. Modeling of magnetization reversal in amorphous wires. Physica B: Condensed Matter 2006;372(1-2):341-344.
  • 7
    Zhukova V, Blanco JM, Rodionova V, Ipatov M, Zhukov A. Domain wall propagation in micrometric wires: Limits of single domain wall regime. Journal of Applied Physics 2012;111(7):07E311.
  • 8
    Chizhik A, Zablotskii V, Stupakiewicz A, Dejneka A, Polyakova T, Tekielak M, et al. Circular domains nucleation in magnetic microwires. Applied Physics Letters 2013;102(20):202406.
  • 9
    Zhukova V, Blanco JM, Chizhik A, Ipatov M, Zhukov A. Current induced domain wall propagation in Co-rich amorphous microwires. AIP Advances 2017;7(5):056026.
  • 10
    Zhukova V, Blanco JM, Chizhik A, Ipatov M, Zhukov A. AC-current-induced magnetization switching in amorphous microwires. Frontiers of Physics 2018;13:137501.
  • 11
    Chizhik A, Zablotskii V, Stupakiewicz A, Gómez-Polo C, Maziewski A, Zhukov A, et al. Magnetization switching in ferromagnetic microwires. Physical Review B. 2010;82(21):212401.
  • 12
    Zhukov A, Talaat A, Churyukanova M, Kaloshkin S, Semenkova V, Ipatov M, et al. Engineering of magnetic properties and GMI effect in Co-rich amorphous microwires. Journal of Alloys and Compounds 2016;664:235-241.
  • 13
    Chizhik A, Zhukova V, Zhukov A, Gonzalez J, Gawronski P, Kulakowski K, et al. Surface magnetic structures induced by mechanical stresses in Co-rich microwires. Journal of Alloys and Compounds 2018;735:1449-1453.
  • 14
    Zhukov A, Chizhik A, Ipatov M, Talaat A, Blanco JM, Stupakiewicz A, et al. Giant magnetoimpedance effect and domain wall dynamics in Co-rich amorphous microwires. Journal of Applied Physics 2015;117(4):043904.
  • 15
    Chizhik A, Zhukov A, Gonzalez J, Stupakiewicz A. Control of the domain wall motion in cylindrical magnetic wires. Applied Physics Letters 2016;109(5):052405.
  • 16
    Panina LV. Asymmetrical giant magneto-impedance (AGMI) in amorphous wires. Journal of Magnetism and Magnetic Materials 2002;249(1-2):278-287.
  • 17
    Zhukova V, Ipatov M, Talaat A, Blanco JM, Churyukanova M, Taskaev S, et al. Effect of stress-induced anisotropy on high frequency magnetoimpedance effect of Fe and Co-rich glass-coated microwires. Journal of Alloys and Compounds 2018;735:1818-1825.
  • 18
    Chizhik A, Zhukov A, Gonzalez J, Stupakiewicz A. Control of reversible magnetization switching by pulsed circular magnetic field in glass-coated amorphous microwires. Applied Physics Letters 2018;112(7):072407.

Publication Dates

  • Publication in this collection
    16 Sept 2019
  • Date of issue
    2019

History

  • Received
    20 Nov 2018
  • Reviewed
    10 May 2019
  • Accepted
    19 May 2019
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