Hydrodynamics of the probability current in Schroedinger theory

Mauro Spera

Hydrodynamics of the probability current in Schroedinger theory

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Risultato della ricerca: Contributo in libro › Contributo a convegno

Abstract

The present note explores some hydrodynamical aspects of the probability current in Schrödinger’s theory based on the observation that the latter shares the same trajectories with the Madelung velocity, whilst exhibiting a regular behaviour. This appears to be useful in analyzing the motion of the zero set of the wave function.

Lingua originale	English
Titolo della pubblicazione ospite	Geometric Science of Information. GSI 2023
Pagine	272-281
Numero di pagine	10
Stato di pubblicazione	Pubblicato - 2023
Evento	Geometric Science of Information 2023 - Saint-Malo, France Durata: 30 ago 2023 → 1 set 2023

Convegno

Convegno	Geometric Science of Information 2023
Città	Saint-Malo, France
Periodo	30/8/23 → 1/9/23

Keywords

Quantum hydrodynamics · Vortex motion

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title = "Hydrodynamics of the probability current in Schroedinger theory",

abstract = "The present note explores some hydrodynamical aspects of the probability current in Schr{\"o}dinger{\textquoteright}s theory based on the observation that the latter shares the same trajectories with the Madelung velocity, whilst exhibiting a regular behaviour. This appears to be useful in analyzing the motion of the zero set of the wave function.",

keywords = "Quantum hydrodynamics · Vortex motion, Quantum hydrodynamics · Vortex motion",

author = "Mauro Spera",

year = "2023",

language = "English",

isbn = "9783031382987",

pages = "272--281",

booktitle = "Geometric Science of Information. GSI 2023",

note = "Geometric Science of Information 2023 ; Conference date: 30-08-2023 Through 01-09-2023",

}

TY - GEN

T1 - Hydrodynamics of the probability current in Schroedinger theory

AU - Spera, Mauro

PY - 2023

Y1 - 2023

N2 - The present note explores some hydrodynamical aspects of the probability current in Schrödinger’s theory based on the observation that the latter shares the same trajectories with the Madelung velocity, whilst exhibiting a regular behaviour. This appears to be useful in analyzing the motion of the zero set of the wave function.

AB - The present note explores some hydrodynamical aspects of the probability current in Schrödinger’s theory based on the observation that the latter shares the same trajectories with the Madelung velocity, whilst exhibiting a regular behaviour. This appears to be useful in analyzing the motion of the zero set of the wave function.

KW - Quantum hydrodynamics · Vortex motion

UR - http://hdl.handle.net/10807/246214

M3 - Conference contribution

SN - 9783031382987

SP - 272

EP - 281

BT - Geometric Science of Information. GSI 2023

T2 - Geometric Science of Information 2023

Y2 - 30 August 2023 through 1 September 2023

ER -

Hydrodynamics of the probability current in Schroedinger theory

Abstract

Convegno

Keywords

Altri file e collegamenti

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