Manuel Fernandez-Guasti

Dr. Manuel Fernandez-Guasti

Universidad Autonoma Metropolitana Iztapalapa
orcid

Research Focus & Metrics

Academic Career Length

39Years (1988-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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1 May 1998 in Applied Surface Science
Verified
Journal Article
Closed access
EHE Haro-Poniatowski
E Haro-Poniatowski
MJM Jouanne
M Jouanne
JMJ.F Morhange
J.F Morhange
CJC Julien
C Julien
RDR Diamant
R Diamant
JAJ.C Alonso
J.C Alonso

1 January 1999 in Applied Surface Science
Verified
Journal Article
Closed access
LELuis Escobar-Alarcón
Luis Escobar-Alarcón
EHE. Haro-Poniatowski
E. Haro-Poniatowski
MCM.A. Camacho-López
M.A. Camacho-López
Manuel Fernandez-GuastiManuel Fernandez-Guasti
Manuel Fernandez-Guasti
JJJ. Jı́menez-Jarquı́n
J. Jı́menez-Jarquı́n
ASA. Sánchez-Pineda
A. Sánchez-Pineda

12 February 2003 in Journal of Physics A: General Physics
Verified
Journal Article
Closed access
Manuel Fernandez-GuastiManuel Fernandez-Guasti
Manuel Fernandez-Guasti
Hector Manuel Moya-CessaHector Manuel Moya-Cessa
Hector Manuel Moya-Cessa
An extension of the classical orthogonal functions invariant to the quantum domain is presented. This invariant is expressed in terms of the Hamiltonian. Unitary transformations which involve the auxiliary function of this quantum invariant are used to solv et hetime-dependent Schr¨ odinger equation for a harmoni co scillator with time-dependent parameter. The solution thus obtained is in agreement with the results derived using other methods which invoke the Lewis invariant in their procedures.

1 May 2003 in Physics Letters A
Verified
Journal Article
Closed access
Hector Manuel Moya-CessaHector Manuel Moya-Cessa
Hector Manuel Moya-Cessa
Manuel Fernandez-GuastiManuel Fernandez-Guasti
Manuel Fernandez-Guasti

22 July 2019 in Quantum Reports
Verified
Journal Article
Open access
PDF file
Alejandro R. UrzuaAlejandro R. Urzua
Alejandro R. Urzua
IRIran Ramos
Iran Ramos
Manuel Fernandez-GuastiManuel Fernandez-Guasti
Manuel Fernandez-Guasti
Hector Manuel Moya-CessaHector Manuel Moya-Cessa
Hector Manuel Moya-Cessa
We show that by using the quantum orthogonal functions invariant, we found a solution to coupled time-dependent harmonic oscillators where all the time-dependent frequencies are arbitrary. This system may be found in many applications such as nonlinear and quantum physics, biophysics, molecular chemistry, and cosmology. We solve the time-dependent coupled harmonic oscillators by transforming the Hamiltonian of the interaction using a set of unitary operators. In passing, we show that N time-dependent and coupled oscillators have a generalized orthogonal functions invariant from which we can write a Ermakov–Lewis invariant.

1 September 2019 in Physics Letters A
Verified
Journal Article
Closed access
Manuel Fernandez-GuastiManuel Fernandez-Guasti
Manuel Fernandez-Guasti