We propose a simple explanation of the prolonged existence of pancake-like electron velocity distributions in the radiation belts. The pancake-like distribution function is characterized by a longitudinal particle velocity (along the magnetic field) of the order of the thermal velocity of the background plasma. The parameters of the tablet-like distribution function with a characteristic longitudinal particle velocity of the order of 20 Alfvèn velocities are refined. Such distribution functions can occur in the middle magnetosphere near the magnetic equator with appropriate sources of energetic particles. The stability of these distributions is examined. The results agree with known experimental data
Using data from the MMS mission and the First-Order Taylor Expansion (FOTE) method, here we reveal e...
Using data from the MMS mission and the First-Order Taylor Expansion (FOTE) method, here we reveal e...
Using data from the MMS mission and the First-Order Taylor Expansion (FOTE) method, here we reveal e...
An investigation of electron acceleration in the auroral precipitation region of the magnetosphere i...
We present a study of the kinetic properties of the electron velocity distribution functions within ...
This paper presents a study of the kinetic properties of the electron velocity distribution function...
International audienceUsing data from the MMS mission and the First-Order Taylor Expansion(FOTE) met...
International audienceUsing data from the MMS mission and the First-Order Taylor Expansion(FOTE) met...
International audienceUsing data from the MMS mission and the First-Order Taylor Expansion(FOTE) met...
International audienceUsing data from the MMS mission and the First-Order Taylor Expansion(FOTE) met...
International audienceNon-thermal electron and ion velocity distribution functions are permanently o...
International audienceNon-thermal electron and ion velocity distribution functions are permanently o...
International audienceUsing data from the MMS mission and the First-Order Taylor Expansion(FOTE) met...
International audienceUsing data from the MMS mission and the First-Order Taylor Expansion(FOTE) met...
We study electron distribution functions in a diffusion region of antiparallel asymmetric reconnecti...
Using data from the MMS mission and the First-Order Taylor Expansion (FOTE) method, here we reveal e...
Using data from the MMS mission and the First-Order Taylor Expansion (FOTE) method, here we reveal e...
Using data from the MMS mission and the First-Order Taylor Expansion (FOTE) method, here we reveal e...
An investigation of electron acceleration in the auroral precipitation region of the magnetosphere i...
We present a study of the kinetic properties of the electron velocity distribution functions within ...
This paper presents a study of the kinetic properties of the electron velocity distribution function...
International audienceUsing data from the MMS mission and the First-Order Taylor Expansion(FOTE) met...
International audienceUsing data from the MMS mission and the First-Order Taylor Expansion(FOTE) met...
International audienceUsing data from the MMS mission and the First-Order Taylor Expansion(FOTE) met...
International audienceUsing data from the MMS mission and the First-Order Taylor Expansion(FOTE) met...
International audienceNon-thermal electron and ion velocity distribution functions are permanently o...
International audienceNon-thermal electron and ion velocity distribution functions are permanently o...
International audienceUsing data from the MMS mission and the First-Order Taylor Expansion(FOTE) met...
International audienceUsing data from the MMS mission and the First-Order Taylor Expansion(FOTE) met...
We study electron distribution functions in a diffusion region of antiparallel asymmetric reconnecti...
Using data from the MMS mission and the First-Order Taylor Expansion (FOTE) method, here we reveal e...
Using data from the MMS mission and the First-Order Taylor Expansion (FOTE) method, here we reveal e...
Using data from the MMS mission and the First-Order Taylor Expansion (FOTE) method, here we reveal e...