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MAGNETISM ELECTRON TRANSPORT MAGNETORESISTIVE LANTHANUM CALCIUM MANGANITE

MAGNETISM ELECTRON TRANSPORT MAGNETORESISTIVE LANTHANUM CALCIUM MANGANITE

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164 Appendix A<br />

1/χ 0 (emu -1 mol Gauss)<br />

200<br />

150<br />

100<br />

50<br />

SrRuO 3 Polycrystal Inverse Susceptibility<br />

Pellet<br />

Single Crystal<br />

0<br />

150 200 250<br />

Temperature (K)<br />

300 350<br />

Figure A- 7. Inverse magnetic susceptibility (1/χ = M/H) at H<br />

= 10 kOe of polycrystalline SrRuO 3 compared to the single<br />

crystal data from Figure A- 4. The solid line is the straightline<br />

fit with T C = 165K which demonstrates the slightly<br />

positive curvature of the data.<br />

A positive curvature persists in the plot of 1/χ vs. T (Figure A- 7) even at<br />

higher temperature where it should be linear for a Curie-Weiss ferromagnet.<br />

Such a curvature can be caused by a temperature independent term in the<br />

susceptibility χ = χ Const + C/(T - Θ), where C/(T - Θ) is the Curie-Weiss<br />

susceptibility and is always positive (T > Θ). A χ Const < 0 of about -4 × 10 -4 emu<br />

G -1 mol -1 will provide the observed curvature, and has been independently<br />

observed elsewhere [175]. The temperature independent term χ Const , should<br />

contain a positive contribution due to Pauli paramagnetism. This can be<br />

estimated from measurements of the linear term of the specific heat [176],<br />

giving χ Pauli ≈ +4 × 10 -4 emu G -1 mol -1 . The Landau diamagnetism should be

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