The influence of thermal excitations on magnetic materials is a topic of increasing relevance in the theory of magnetism. The Landau–Lifshitz–Bloch equation describes magnetisation dynamics at finite temperatures. It can be considered as an extension of already established micromagnetic methods with a comparable numerical effort. This review is a brief summary of this new field of research, with a focus on the fundamentals of the Landau–Lifshitz–Bloch equation, its connection with the stochastic Landau–Lifshitz equation, and its applications in modern magnetism.publishe
The paper provides a modelling of the magnetization curve and of the ferromagnetic-paramagnetic tran...
In the paper, a jump-noise process is introduced in magnetization dynamics equations in order to acc...
In the paper, a jump-noise process is introduced in magnetization dynamics equations in order to acc...
Effects of thermal activation are included in micromagnetic simulations by adding a random thermal f...
The Landau-Lifshitz-Bloch equation is a formulation of dynamic micromagnetics valid at all temperatu...
The Landau–Lifshitz (LL) equation, originally proposed at the macrospin level, is increasingly used ...
Within the continuum thermodynamic framework, we derive the evolution equation for the magnetization...
Within the continuum thermodynamic framework, we derive the evolution equation for the magnetization...
This monograph examines magnetization dynamics at elevated temperatures which can be described by th...
Abstract. Magnetic particles are largely utilized in several applications ranging from magnetorheolo...
The paper provides a modelling of the magnetization curve and of the ferromagnetic–paramagnetic tran...
The paper provides a modelling of the magnetization curve and of the ferromagnetic–paramagnetic tran...
We construct a path-integral representation of the generating functional for the dissipative dynamic...
The paper provides a modelling of the magnetization curve and of the ferromagnetic\u2013paramagnetic...
Communicated by C. R. Doering Summary. We investigate thermally activated phenomena in micromagnetic...
The paper provides a modelling of the magnetization curve and of the ferromagnetic-paramagnetic tran...
In the paper, a jump-noise process is introduced in magnetization dynamics equations in order to acc...
In the paper, a jump-noise process is introduced in magnetization dynamics equations in order to acc...
Effects of thermal activation are included in micromagnetic simulations by adding a random thermal f...
The Landau-Lifshitz-Bloch equation is a formulation of dynamic micromagnetics valid at all temperatu...
The Landau–Lifshitz (LL) equation, originally proposed at the macrospin level, is increasingly used ...
Within the continuum thermodynamic framework, we derive the evolution equation for the magnetization...
Within the continuum thermodynamic framework, we derive the evolution equation for the magnetization...
This monograph examines magnetization dynamics at elevated temperatures which can be described by th...
Abstract. Magnetic particles are largely utilized in several applications ranging from magnetorheolo...
The paper provides a modelling of the magnetization curve and of the ferromagnetic–paramagnetic tran...
The paper provides a modelling of the magnetization curve and of the ferromagnetic–paramagnetic tran...
We construct a path-integral representation of the generating functional for the dissipative dynamic...
The paper provides a modelling of the magnetization curve and of the ferromagnetic\u2013paramagnetic...
Communicated by C. R. Doering Summary. We investigate thermally activated phenomena in micromagnetic...
The paper provides a modelling of the magnetization curve and of the ferromagnetic-paramagnetic tran...
In the paper, a jump-noise process is introduced in magnetization dynamics equations in order to acc...
In the paper, a jump-noise process is introduced in magnetization dynamics equations in order to acc...