12.07.2015 Views

Aging of NTC ceramics investigated by magnetic measurements

Aging of NTC ceramics investigated by magnetic measurements

Aging of NTC ceramics investigated by magnetic measurements

SHOW MORE
SHOW LESS

You also want an ePaper? Increase the reach of your titles

YUMPU automatically turns print PDFs into web optimized ePapers that Google loves.

JOURNAL OF MATERIALS SCIENCE LETTERS 18 (1999)1233 – 1235<strong>Aging</strong> <strong>of</strong> <strong>NTC</strong> <strong>ceramics</strong> <strong>investigated</strong> <strong>by</strong> <strong>magnetic</strong> <strong>measurements</strong>W. A. GROEN, V. ZASPALISPhilips Research Laboratories, Weisshausstrasse 2, D-52066 Aachen, GermanyE-mail: groenwa@pfa.research.philips.comS. SCHUURMANPhilips Components Industrial s.a., Avenue Franz Guillaume 70, B-1040 Brussels, BelgiumNegative temperature coefficient (<strong>NTC</strong>) <strong>ceramics</strong> orthermistors are widely used for temperature sensing andcontrol. These <strong>ceramics</strong> are mostly based on mixed oxides<strong>of</strong> Mn, Ni, Fe, Co and Cu which crystallize in aspinel structure. A main problem with these materialsis aging. This is a drift in resistivity with time whichoccurs at elevated temperatures, i.e., 150 ◦ C. A number<strong>of</strong> models have been reported to explain the agingphenonema. Zurbruchen and Case [1] report thatbesides contact degradation, the degree <strong>of</strong> inversion(between tetrahedral and octahedra sites in the spinel)changes upon aging. This is concluded from changes inthe crystal structure. We have observed similar resultsin the system Mn 2−x In 0.1 Ni x O 4 [2]. Feltz [3] reportstwo models for aging <strong>of</strong> <strong>NTC</strong> <strong>ceramics</strong>. The first is anoxygen uptake or release, the second is also the redistribution<strong>of</strong> the cations over the sublattices. Mössbauer<strong>measurements</strong> on Mn 3−x Fe x O 4 (x = 0.58 and 1.05) beforeand after aging have shown that migration occurs<strong>of</strong> Fe 3+ from the A-site to the B-site [4].Recently, we reported on aging in the seriesMn 2.46−x Ni 0.54 Fe x O 4 [5]. It was shown that aging isstrongly dependent on the iron content. For sampleswithout iron the aging (R/R) is lower than 1% (after1000 h at 150 ◦ C). When iron is introduced the agingstrongly increases to 20% for x = 0.75. However, athigher iron contents the aging decreases again to


polycrystalline materials used the decisive factor fordetermining the anisotropy might not be the bulk crystalstructure itself but the nature <strong>of</strong> the grain boundariesand the associated stresses. In this case the initial permeabilityis given <strong>by</strong> the relation:(µ i − 1)/4π = (2/9)Ms 2 /(|λ||σ |)where λ is the magnetostriction tensor and σ is thestress tensor <strong>of</strong> the grain boundaries. The magnitude <strong>of</strong>the initial permeability, µ i , is in principle proportionalto the square power <strong>of</strong> the saturation magnetization,M s , and inversely proportional to the anisotropic energy(∝λ · σ ), either originated from the crystal latticeor from mechanical stresses at grain boundaries. Thisenergy changes with the temperature so that the initialpermeability as a function <strong>of</strong> temperature can be acomplex function. In general it increases with temperatureup to the Curie-point as shown in Figs. 1 and 2.The magnitude <strong>of</strong> this increase strongly depends onhow the samples have been cooled. At the Curie point,in an ideal single crystal, the <strong>magnetic</strong> dipoles are freeto move, because <strong>of</strong> the thermal energy they possess.They are not restricted to their motion <strong>by</strong> any kind <strong>of</strong>anisotropy factors. The anisotropy fields almost vanish.In other words, an infinitively small field is enough tochange the direction <strong>of</strong> the dipoles. Just at this pointFigure 2 Magnetic permeability as a function <strong>of</strong> temperature for aircooledand stoichiometric-cooled and air cooled aged samples.Figure 1 Magnetic permeability as a function <strong>of</strong> temperature for aircooledand stoichiometric-cooled samples.the “ideal” <strong>magnetic</strong> permeability will reach infinity.This is not the case in real situations as in polycrystallinematerials because the grain boundaries generateanisotropy. This imposes restrictions to the dipolemovements. Furthermore, the presence <strong>of</strong> grain boundariesmay also generate extra stresses.Stoichiometrically cooled samples apparently indicatelow energetic restrictions to the dipole movementand the increase <strong>of</strong> the intitial permeability with temperatureis significant and sharp. On the other hand,air-cooled samples will have stresses due to oxidationat their grain boundaries which induce an anisotropyfield and energies which are high enough to limit theincrease <strong>of</strong> the <strong>magnetic</strong> permeability with temperatureat low levels. We therefore attribute the differencein the permeability vs. temperature behavior to differencesin the chemical and/or mechanical nature <strong>of</strong> thegrain boundaries <strong>of</strong> the samples.A second observation is that the differences betweenthe air cooled and stoichiometric cooled samples ismuch larger in case <strong>of</strong> the samples with the lowest ironcontent: Mn 1.71 Ni 0.54 Fe 0.75 O 4 . The results <strong>of</strong> the <strong>magnetic</strong>permeability <strong>measurements</strong> after aging <strong>of</strong> the aircooledsamples for 1000 h at 150 ◦ C are presented inFig. 2. The data for the air-cooled and stoichiometriccooled samples are also included. The µ-T behavior <strong>of</strong>the aged samples are nearly the same as observed for1234


Figure 3 Schematic presentation <strong>of</strong> the processes which occur duringcooling and aging <strong>of</strong> <strong>NTC</strong> <strong>ceramics</strong>.the stoichiometric-cooled samples. This indicates thatupon aging the stressed grain boundaries which areformed during cooling in air, disappear.These results are summarized in Fig. 3. The stressesor defects at the grain boundaries which are formed duringcooling in air are cationic vacancies [5]. During thesintering and while cooling stoichiometrically, homogeneous<strong>ceramics</strong> are produced with no cationic vacancies.As a consequence, these <strong>ceramics</strong> will be stablein the aging tests. When the <strong>ceramics</strong> are cooled in airafter the sintering, cationic vacancies are produced atthe grain boundaries. At sufficiently high temperaturesdiffusion from the grain boundaries into the bulk is possible.However, at lower temperatures the cationic vacancieswill predominantly be at the grain boundaries.So, when cooled in air, <strong>ceramics</strong> with inhomogeneouslydistributed cationic vacancies are produced which willnot be stable in the aging tests. When such <strong>ceramics</strong> areaged for a long time the cationic vacancies can diffusefrom the grain boundaries into the bulk and again a homogeneousmaterial is formed. Note that this situationis also achieved <strong>by</strong> very slow cooling in air, as has beenreported [8].In conclusion, <strong>magnetic</strong> permeability <strong>measurements</strong>can be used to investigate the nature <strong>of</strong> the grain boundariesin <strong>NTC</strong> <strong>ceramics</strong>. It has been shown that the defectswhich are formed during oxidation, the cationicvacancies, play a dominant role in the aging mechanism.When the formation <strong>of</strong> cationic vacancies duringcooling after the sintering is inhibited, as achieved <strong>by</strong>stoichiometric cooling, stable <strong>NTC</strong> <strong>ceramics</strong> with respectto aging can be obtained.References1. J. M. ZURBUCHEN and D. A. CASE, in Proceedings <strong>of</strong> theSixth International Symposium on Temperature, Its Measurementsand Applications, Washington DC, March 1982, Part 2, edited <strong>by</strong>J. F. Schooley, p. 889.2. CH. METZMACHER, P. HUPPERTZ and W. A. GROEN,submitted.3. A. FELTZ, in Proceedings Electro<strong>ceramics</strong> IV, Aachen, September1994, edited <strong>by</strong> R. Waser, p. 677.4. T. BATTAULT, R. LEGROS, M. BRIEU, J. J. COUDERC,L. BERNARD and A. ROUSSET, J. Phys. III 7 (1997) 979.5. W. A. GROEN, S. SCHUURMANS, CH. METZMACHERand P. HUPPERTZ, J. Electroceram., submitted.6. R. MORINEAU and M. PAUKUS, IEEE Trans. Magn. 11 (1975)1312.7. H. VERWEIJ and W. H. M. BRUGGINK, J. Phys. Chem.Solids 50 (1989) 75.8. S. FRITSCH, J. SARRIAS, M. BRIEU, J. J. COUDERC,J. L. BADOUR, E. SNOECK and A. ROUSSET, Solid StateIons. 109 (1998) 229.Received 25 November 1998and accepted 23 February 19991235

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!