MAGNETISM ELECTRON TRANSPORT MAGNETORESISTIVE LANTHANUM CALCIUM MANGANITE
MAGNETISM ELECTRON TRANSPORT MAGNETORESISTIVE LANTHANUM CALCIUM MANGANITE
MAGNETISM ELECTRON TRANSPORT MAGNETORESISTIVE LANTHANUM CALCIUM MANGANITE
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Electronic and Magnetic Measurements 69<br />
Figure 3-13; and constant H, Figure 3-12) give an irreversibility line, much<br />
like that in superconductors. For polycrystalline SrRuO 3 the reversible field is<br />
approximately proportional to (1 - T/T C ) 1.5 .<br />
Like many glassy systems, the magnetic properties in the irreversible<br />
region are time dependent. In a ferromagnet the domain walls are pinned<br />
and so must overcome some barrier energy to move. Thus the<br />
magnetization increases in a time dependent manner. Figure 3-15 shows the<br />
magnetization of a SrRuO 3 pellet at 5 K after increasing the magnetic field<br />
from 0 Gauss (where the magnetization was 0.0076 µ B ) to 100 Gauss. The<br />
magnetization increases with a Log(time) dependence, with 98% of the<br />
increase happening before the first data point (about 1 minute). Such a<br />
logarithmic time dependence is also characteristic of a spin glass [99].<br />
SrRuO 3 has all the properties of a ferromagnet, and because of this long<br />
range order can not be a spin glass. The domain structure of a ferromagnet<br />
provides magnetic disorder on a larger length scale than a spin glass, but to be<br />
a spin glass, the disorder must be on the atomic scale.<br />
3.2.2.3 Antiferromagnetism<br />
In an antiferromagnetic substance, the neighboring magnetic moments<br />
align antiparallel. Such a material is called an antiferromagnet. In the<br />
ordered state, there is often no net moment in zero field. Thus magnetization<br />
measurements cannot easily measure the magnetic order. In neutron<br />
diffraction, the magnetic unit cell multiplies giving extra diffraction peaks.<br />
The intensity of these peaks is a direct measure of the ordering.<br />
In a magnetic field, an antiferromagnet has a small positive susceptibility.<br />
Above the ordering temperature, or Néel temperature T N , the susceptibility<br />
can be well described by the Curie-Weiss law used for ferromagnets. Since the<br />
interactions are antiparallel, the coupling is of the opposite sign as that for a