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Dynamics of Quasi-Exponential Expansion: Scalar Field Potential Insights
by
Pathak, S. D.
, Khlopov, Maxim
, Kumar, Sahit
in
Candidates
/ Cosmology
/ Dark energy
/ Elementary Particles
/ Exponential functions
/ Mathematical and Computational Physics
/ Physics
/ Physics and Astronomy
/ Power law
/ Quantum Field Theory
/ Quantum Physics
/ Quintessence (cosmology)
/ Scalars
/ Theoretical
/ Time dependence
2024
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Dynamics of Quasi-Exponential Expansion: Scalar Field Potential Insights
by
Pathak, S. D.
, Khlopov, Maxim
, Kumar, Sahit
in
Candidates
/ Cosmology
/ Dark energy
/ Elementary Particles
/ Exponential functions
/ Mathematical and Computational Physics
/ Physics
/ Physics and Astronomy
/ Power law
/ Quantum Field Theory
/ Quantum Physics
/ Quintessence (cosmology)
/ Scalars
/ Theoretical
/ Time dependence
2024
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Do you wish to request the book?
Dynamics of Quasi-Exponential Expansion: Scalar Field Potential Insights
by
Pathak, S. D.
, Khlopov, Maxim
, Kumar, Sahit
in
Candidates
/ Cosmology
/ Dark energy
/ Elementary Particles
/ Exponential functions
/ Mathematical and Computational Physics
/ Physics
/ Physics and Astronomy
/ Power law
/ Quantum Field Theory
/ Quantum Physics
/ Quintessence (cosmology)
/ Scalars
/ Theoretical
/ Time dependence
2024
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Dynamics of Quasi-Exponential Expansion: Scalar Field Potential Insights
Journal Article
Dynamics of Quasi-Exponential Expansion: Scalar Field Potential Insights
2024
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Overview
Our current observations have not definitively determined the exact form of the expansion factor of spacetime. It is possible that we are experiencing a transitional stage of expansion, characterized by a combination of inflation and power-law expansion. We consider spatially homogeneous tachyon scalar fields, quintessence, and phantom fields as potential candidates for dynamical dark energy. The time-dependent potentials and fields of these three classes of scalar fields are calculated for three different mixed forms of the scale factor of expansion: firstly, a logarithmic function of time; secondly, a linear combination of power law functions of time; and thirdly, a product of power law and exponential functions of time, respectively.
Publisher
Springer US,Springer Nature B.V
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