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D2 Physics www.spinelectronics.de D2 Physics www.spinelectronics.de Simulation of GMR in granular C@Co nanoparticles in agarose P.Hainke , D.Kappe, A.Hütten
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Simulation of GMR in granular C@Co nanoparticles in agarose · Simulation of GMR in granular C@Co nanoparticles in agarose P.Hainke, D.Kappe, A.Hütten. D2 Physics The Giant Magnetoresistance

Jul 11, 2020

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Page 1: Simulation of GMR in granular C@Co nanoparticles in agarose · Simulation of GMR in granular C@Co nanoparticles in agarose P.Hainke, D.Kappe, A.Hütten. D2 Physics The Giant Magnetoresistance

D2 Physics www.spinelectronics.deD2 Physics www.spinelectronics.de

Simulation of GMR in granular C@Conanoparticles in agarose

P.Hainke, D.Kappe, A.Hütten

Page 2: Simulation of GMR in granular C@Co nanoparticles in agarose · Simulation of GMR in granular C@Co nanoparticles in agarose P.Hainke, D.Kappe, A.Hütten. D2 Physics The Giant Magnetoresistance

D2 Physics www.spinelectronics.de

The Giant Magnetoresistance (GMR) effect

• Electrical resistance dependentson switching on and off an outermagnetic field

• Spin dependent

Page 3: Simulation of GMR in granular C@Co nanoparticles in agarose · Simulation of GMR in granular C@Co nanoparticles in agarose P.Hainke, D.Kappe, A.Hütten. D2 Physics The Giant Magnetoresistance

D2 Physics www.spinelectronics.de

Spin channel currents

• Spin channel currents act like in aparallel circuit

• Therefore they can be described byvariegating the conductivity of theparticles

R↑= High resistance R↓= Low resitance

Page 4: Simulation of GMR in granular C@Co nanoparticles in agarose · Simulation of GMR in granular C@Co nanoparticles in agarose P.Hainke, D.Kappe, A.Hütten. D2 Physics The Giant Magnetoresistance

D2 Physics www.spinelectronics.de

GMR in granular gels

• Many different sizes of the magneticparticles

• No high ordered structure

But:• Particle chains in antiferromagnetic

order to the next neighbour

Page 5: Simulation of GMR in granular C@Co nanoparticles in agarose · Simulation of GMR in granular C@Co nanoparticles in agarose P.Hainke, D.Kappe, A.Hütten. D2 Physics The Giant Magnetoresistance

D2 Physics www.spinelectronics.de

Use of the Java API

Why Java?

• Automation of generatingmany particles

• Fast and flexible variationof space and size distribution

Page 6: Simulation of GMR in granular C@Co nanoparticles in agarose · Simulation of GMR in granular C@Co nanoparticles in agarose P.Hainke, D.Kappe, A.Hütten. D2 Physics The Giant Magnetoresistance

D2 Physics www.spinelectronics.de

Flexible geometry

Particles are variable inspace and size distribution

Page 7: Simulation of GMR in granular C@Co nanoparticles in agarose · Simulation of GMR in granular C@Co nanoparticles in agarose P.Hainke, D.Kappe, A.Hütten. D2 Physics The Giant Magnetoresistance

D2 Physics www.spinelectronics.de

Magnetic field via electric conductivity

Parametric sweep for the 3 conductivitiesdepending on the magnetic field

a) High and b) low conductivity in a magnetic fieldin contrast to c) the alternating conductivity withoutfield

Page 8: Simulation of GMR in granular C@Co nanoparticles in agarose · Simulation of GMR in granular C@Co nanoparticles in agarose P.Hainke, D.Kappe, A.Hütten. D2 Physics The Giant Magnetoresistance

D2 Physics www.spinelectronics.de

Results for a single chain

Can short chains show the effects of thein fact much longer chains?

Yes!Because the GMR in converges very fast

So no need of simulation of many elements

Page 9: Simulation of GMR in granular C@Co nanoparticles in agarose · Simulation of GMR in granular C@Co nanoparticles in agarose P.Hainke, D.Kappe, A.Hütten. D2 Physics The Giant Magnetoresistance

D2 Physics www.spinelectronics.de

Other geometries

Triangle 3 chains

Triangle 6 chains

Rhombus 4 chains

Page 10: Simulation of GMR in granular C@Co nanoparticles in agarose · Simulation of GMR in granular C@Co nanoparticles in agarose P.Hainke, D.Kappe, A.Hütten. D2 Physics The Giant Magnetoresistance

D2 Physics www.spinelectronics.de

Comparison

All geometries show similar curves

Page 11: Simulation of GMR in granular C@Co nanoparticles in agarose · Simulation of GMR in granular C@Co nanoparticles in agarose P.Hainke, D.Kappe, A.Hütten. D2 Physics The Giant Magnetoresistance

D2 Physics www.spinelectronics.de

Conclusion

• Flexible and fast generation of many elements, variable in size andspace distribution

• For simulation just short chains needed, because ΔR converges fast

• All geometries show similar curves

Simulation of variations in particle size and disordered spacedistribution

Thank you for your interest!