Carrier, spin, charge current, and spin current injection by one- and two-color optical schemes are investigated within 30-band k·p theory. Parameters of the band model are optimized to give full-Brillouin zone band structures for GaAs and Ge that give accurate Γ-point effective masses and gyromagnetic factors and give access to the L valley, and to the E₁ and E₁+Δ₁ critical points in the linear optical absorption. Calculations of one- and two-photon carrier and spin injection and two-color current injection are performed for excitation energies in the range of 0—4 eV in GaAs and 0—3.5 eV in Ge. Significant spin and spin current injection occurs with 30% spin polarization in GaAs and Ge at photon energy matching the E₁ critical point. Further, the anisotropy and disparity of the current injection between parallel and perpendicular linearly-polarized beam configurations are calculated. For light propagating along a <111> crystal axis, anisotropic contributions in coherent current control and two-photon spin injection give rise to normal current components and in-plane spin components. In Ge, contributions from the holes to spin, electrical current, and spin current injection are investigated. Optical orientation results in 83% spin-polarized holes at the band edge. The effects of carrier dynamics in Ge are treated within a rate-equation model. The detection of spin dynamics in a pump-probe setup is considered, and the Fermi-factor approach is justified for electrons but not for holes. Carrier and current injection are further investigated in single-layer and bilayer graphene within the tight-binding model. In single-layer graphene, the linear-circular dichroism in two-photon absorption yields an absorption coefficient that is twice as large for circularly polarized light compared to linearly polarized light. Coherent current injection is largest for co-circularly polarized beams and zero for cross-circularly polarized beams. For linearly polarized beams, the magnitude of the injected current is independent of beam polarizations. In contrast, the injected current in bilayer graphene shows disparity between parallel and perpendicular configurations of the beams. The resulting angular dependence of the current is a macroscopic, measurable consequence of interlayer coupling in the bilayer.

Carrier, spin, charge current, and spin current injection by one- and two-color optical schemes are investigated within 30-band k·p theory. Parameters of the band model are optimized to give full-Brillouin zone band structures for GaAs and Ge that give accurate Γ-point effective masses and gyromagnetic factors and give access to the L valley, and to the E₁ and E₁+Δ₁ critical points in the linear optical absorption. Calculations of one- and two-photon carrier and spin injection and two-color current injection are performed for excitation energies in the range of 0—4 eV in GaAs and 0—3.5 eV in Ge. Significant spin and spin current injection occurs with 30% spin polarization in GaAs and Ge at photon energy matching the E₁ critical point. Further, the anisotropy and disparity of the current injection between parallel and perpendicular linearly-polarized beam configurations are calculated. For light propagating along a <111> crystal axis, anisotropic contributions in coherent current control and two-photon spin injection give rise to normal current components and in-plane spin components. In Ge, contributions from the holes to spin, electrical current, and spin current injection are investigated. Optical orientation results in 83% spin-polarized holes at the band edge. The effects of carrier dynamics in Ge are treated within a rate-equation model. The detection of spin dynamics in a pump-probe setup is considered, and the Fermi-factor approach is justified for electrons but not for holes. Carrier and current injection are further investigated in single-layer and bilayer graphene within the tight-binding model. In single-layer graphene, the linear-circular dichroism in two-photon absorption yields an absorption coefficient that is twice as large for circularly polarized light compared to linearly polarized light. Coherent current injection is largest for co-circularly polarized beams and zero for cross-circularly polarized beams. For linearly polarized beams, the magnitude of the injected current is independent of beam polarizations. In contrast, the injected current in bilayer graphene shows disparity between parallel and perpendicular configurations of the beams. The resulting angular dependence of the current is a macroscopic, measurable consequence of interlayer coupling in the bilayer.

This thesis experimentally demonstrates four approaches of frequency control of magnetic auto-oscillations in spin Hall nano-oscillators (SHNOs). The frequency can be changed in the GHZ-range by external magnetic fields as shown in this work. This approach uses large electromagnets, which is inconvenient for future applications. The nonlinear coupling between oscillator power and frequency can be used to control the latter one by changing the applied direct current to the SHNO. The frequency can be controlled over a range of several 100 MHz as demonstrated in this thesis. The first part of the experimental chapter demonstrates the synchronization (injection-locking) between magnetic auto-oscillations and an external microwave excitation. The additionally applied microwave current generates a modulation of the effective magnetic field, which causes the interaction with the auto-oscillation. Both synchronize over a range of several 100 MHz. In this range, the auto-oscillation frequency can be controlled by the external stimulus. An increase of power and a decrease of line width is achieved in the synchronization range. This is explained by the increased coherence of the auto-oscillations. A second approach is the synchronization of auto-oscillations to an alternating magnetic field. This field is generated by a freestanding antenna, which is positioned above the SHNO. The second part of the experimental chapter introduces a bipolar concept of SHNOs and its experimental demonstration. In contrast to conventional SHNOs, bipolar SHNOs generate auto-oscillations for both direct current polarities and both directions of the external magnetic field. This is achieved by combining two ferromagnetic layers in an SHNO. The combination of two different ferromagnetic materials is used to switch between two frequency ranges in dependence of the direct current polarity since it defines the layer showing auto-oscillations. This approach can be used to change the frequency in the GHz-range by switching the direct current polarity. / Diese Arbeit demonstriert experimentell vier verschiedene Methoden der Frequenzkontrolle magnetischer Auto-Oszillationen in Spin Hall Nano-Oszillatoren (SHNOs). Durch externe magnetische Felder kann die Frequenz im GHz-Bereich geändert werden, wie es in dieser Arbeit gezeigt wird. Dies erfordert jedoch große Elektromagneten, deren Nutzung für zukünftige Anwendungen der SHNOs nicht geeignet sind. Aufgrund der nichtlinearen Kopplung zwischen Oszillatorleistung und Oszillatorfrequenz, lässt sich letztere durch den Versorgungsstrom beeinflussen. Dies ist typischerweise in einem Bereich von mehreren 100 MHz möglich, wie es an mehreren Stellen dieser Arbeit gezeigt wird. Im ersten Abschnitt des Ergebnisteils wird die Synchronisation der magnetischen Auto-Oszillationen zu einer externen Mikrowellenanregung demonstriert. Der zusätzlich eingespeiste Mikrowellenstrom erzeugt eine Modulation des effektiven Magnetfelds, was zur Wechselwirkung mit den Auto-Oszillationen führt. Diese synchronisieren über eine Frequenzdifferenz von mehreren 100 MHz. In diesem Bereich lässt sich die Frequenz der Auto-Oszillation mit der äußeren Frequenz steuern. Innerhalb des Synchronisationsbereichs wird außerdem eine Erhöhung der Leistung und eine Verringerung der Linienbreite der Auto-Oszillationen festgestellt. Dies wird mit einer Erhöhung der Kohärenz der Auto-Oszillationen erklärt. Neben der zusätzlichen Einspeisung eines Mikrowellenstroms können die Auto-Oszillationen auch zu einem magnetischen Wechselfeld synchronisieren, welches von einer frei beweglichen Antenne erzeugt wird, die über dem SHNO positioniert wird. Im zweiten Abschnitt des Ergebnisteils wird ein bipolares Konzept eines SHNO vorgestellt und seine Funktionsfähigkeit experimentell nachgewiesen. Im Vergleich zu konventionellen SHNOs erzeugen bipolare SHNOs Auto-Oszillationen für beide Polaritäten des elektrischen Versorgungsstroms und beide Richtungen des externen Magnetfelds. Dies wird durch die Kombination zweier ferromagnetischer Lagen in einem SHNO erreicht. Die Kombination unterschiedlicher ferromagnetischer Materialien kann genutzt werden, um die Mikrowellenfrequenz in Abhängigkeit der Stromrichtung zu ändern, da diese bestimmt in welcher Lage die Auto-Oszillationen erzeugt werden können. Durch eine geeignete Materialkombination kann die Frequenz im GHz-Bereich geändert werden, wenn die Strompolarität umgekehrt wird.