Yarman, Nuh Tolga
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Name Variants
N. T. Yarman
Nuh Tolga YARMAN
N. T. YARMAN
N. Tolga Yarman
Yarman, Nuh Tolga
YARMAN Nuh Tolga
Yarman Nuh Tolga
Nuh T. Yarman
Yarman, N.
Yarman, T.
Yarman, Tolga
Yarman, Nuh
Nuh Tolga Yarman
Nuh Tolga, Yarman
Yarman, Tolga
Yarman, T.
Yarman, T.
Yarman, Tolga
Yarman,T.
Nuh Tolga YARMAN
N. T. YARMAN
N. Tolga Yarman
Yarman, Nuh Tolga
YARMAN Nuh Tolga
Yarman Nuh Tolga
Nuh T. Yarman
Yarman, N.
Yarman, T.
Yarman, Tolga
Yarman, Nuh
Nuh Tolga Yarman
Nuh Tolga, Yarman
Yarman, Tolga
Yarman, T.
Yarman, T.
Yarman, Tolga
Yarman,T.
Job Title
Prof.Dr.
Email Address
tolga.yarman@okan.edu.tr
Main Affiliation
Enerji Sistemleri Mühendisliği / Energy Systems Engineering
Status
Website
ORCID ID
Scopus Author ID
Turkish CoHE Profile ID
Google Scholar ID
WoS Researcher ID
Scholarly Output
132
Articles
109
Citation Count
630
Supervised Theses
0
132 results
Scholarly Output Search Results
Now showing 1 - 10 of 132
Article Citation - WoS: 5Citation - Scopus: 8Second law of thermodynamics is ingrained within quantum mechanics(Elsevier, 2018) Yarman, Tolga; Kholmetskii, Alexander; Yarman, Ozan; Arik, Metin; Yarman, Faruk; Enerji Sistemleri Mühendisliği / Energy Systems EngineeringWe show that the second law of thermodynamics is rooted in quantum mechanics, inasmuch as allowing the substitution of the Boltzmann constant k and temperature with respectively the Planck constant and quantum numbers. In particular, we will see that the entropy S becomes proportional to the natural logarithm of the average of the squared quantum numbers (n(2)) over bar, where each quantum number is associated with a quantum state of the constituents of the thermodynamical system under consideration. It is important to stress that the present approach furnishes the corrected Boltzmann entropy expression. Thus, instead of S = k ln Omega, with Omega in the former signifying the number of Boltzmann microstates, we land at S = k ln (n(2)) over bar The results obtained are discussed.Article Citation - WoS: 0Citation - Scopus: 0The semi-classical limit of the Aharonov-Bohm effect: The actualized approach(Springer Heidelberg, 2013) Kholmetskii, A. L.; Yarman, T.; Enerji Sistemleri Mühendisliği / Energy Systems EngineeringWe suggest an approach, which formally allows us to describe the Aharonov-Bohm (AB) effect in the semi-classical language. In the framework of this approach, we keep the classical concepts of electromagnetic field and force. At the same time, instead of point-like classical charges, we introduce a finite-size elementary charge distribution, modelling the wave-like packet, associated with the motion of a given electron. In this case we derive the force on the wave-like packet on behalf of the solenoid via the minimization of action defined through the Lagrangian density (instead of the Lagrangian used in common classical electrodynamics of point-like charges). We show that this force due to the solenoid, being dependent on the vector potential, yields the common expression for the magnetic AB phase, when the original wave packet is splitted into a superposition of two packets encirling the solenoid. We also analyze in the classical language the implementation of total momentum conservation law for the isolated system "moving electrons plus elongated solenoid" and determine the properties of finite-size charge distribution, when this law is fulfilled. The results obtained are discussed.Article Citation - WoS: 1Citation - Scopus: 0RETRACTED: Conservative relativity principle and energy-momentum conservation in a superimposed gravitational and electric field (Retracted article. See vol. 95, pg. 1030, 2017)(Canadian Science Publishing, 2017) Kholmetskii, Alexander; Yarman, Tolga; Enerji Sistemleri Mühendisliği / Energy Systems EngineeringWe address to the conservative relativity principle (CRP), which we recently advanced (A.L. Kholmetskii, et al. Eur. Phys. J. Plus 129 (2014) 102). This principle asserts the impossibility to distinguish the state of rest and the state of motion of a system moving at constant velocity, if no work is done to the system in question during its motion; such a constraint is thus closely linked to the energy-momentum conservation law. Therefore, the conservative relativity principle, along with the Einstein special relativity principle (which obviously represents the particular manifestation of CRP in the case of empty space), and the general relativity principle can be considered as the cornerstones of modern physics. At the same time, some principal implications of CRP - e.g. the dependence of the proper time of a charged particle on the electric potential at its location, happens to be firmly at odds with the established structure of modern physics and, in fact, is not accepted by the wide scientific community up to date. In the present paper we consider the motion of a massive charged particle in a superimposed gravitational and electric field and explicitly demonstrate that the adoption of CRP is strongly required to prevent the violation of the total energy-momentum conservation law for an isolated system "particles and fields". Therefore, all of the consequences of CRP must be incorporated with the structure of physics, and we show that they are in a full agreement with the experimental data collected to the moment.Editorial Citation - WoS: 9Citation - Scopus: 6Reply to comments on 'Electromagnetic force on a moving dipole'(Iop Publishing Ltd, 2012) Kholmetskii, Alexander L.; Missevitch, Oleg V.; Yarman, T.; Enerji Sistemleri Mühendisliği / Energy Systems EngineeringWe show that the expression for the force on a moving point-like dipole we derived in Kholmetskii et al (2011 Eur. J. Phys. 32 873) is correct and indicate an error in the criticism by Vekstein. We also show that with the inclusion of a 'hidden' momentum contribution, our expression has the general character and can be reduced to the expressions by Hnizdo or by Vekstein in the approximations they adopted. Concurrently, we recognize that the mathematical side of the paper by Vekstein (1997 Eur. J. Phys. 18 113) is correct.Article Citation - WoS: 10Citation - Scopus: 11Quantum phases for point-like charged particles and for electrically neutral dipoles in an electromagnetic field(Academic Press inc Elsevier Science, 2018) Kholmetskii, A. L.; Missevitch, O., V; Yarman, T.; Enerji Sistemleri Mühendisliği / Energy Systems EngineeringWe point out that the known quantum phases for an electric/magnetic dipole moving in an electromagnetic (EM) field must be presented as the superposition of more fundamental quantum phases emerging for elementary charges. Using this idea, we find two new fundamental quantum phases for point-like charges, next to the known electric and magnetic Aharonov-Bohm (A-B) phases, named by us as the complementary electric and magnetic phases, correspondingly. We further demonstrate that these new phases can indeed be derived via the Schrodinger equation for a particle in an EM field, where however the operator of momentum is redefined via the replacement of the canonical momentum of particle by the sum of its mechanical momentum and interactional field momentum for a system "charged particle and a macroscopic source of EM field". The implications of the obtained results are discussed. (C) 2018 Elsevier Inc. All rights reserved.Book Part Citation - Scopus: 0Central nervous system parasites(Nova Science Publishers, Inc., 2024) Aydinli, A.; Enerji Sistemleri Mühendisliği / Energy Systems EngineeringWhen parasitic infections of the Central Nervous System (CNS) are examined, we encounter quite a lot of parasites. Among protozoans, especially free-living amoebae (such as Naegleria, Acanthamoeba, Balamuthia, and Sappinia) have attracted attention in recent years. In addition to these, Microsporidia (Encephalitozoon), Hartmanella, Malaria, Toxoplasma, etc. will appear. It is important that different parasites are identified using different laboratory methods and their treatments are also different. © 2024 Nova Science Publishers, Inc. All rights reserved.Article Citation - WoS: 10Citation - Scopus: 11On the classical analysis of spin-orbit coupling in hydrogenlike atoms(Amer Assoc Physics Teachers, 2010) Kholmetskii, A. L.; Missevitch, O. V.; Yarman, T.; Enerji Sistemleri Mühendisliği / Energy Systems EngineeringWe reanalyze the usual classical derivation of spin-orbit coupling in hydrogenlike atoms. We point out the presence of an additional force exerted on a spinning electron due to the appearance of its electric dipole moment in the rest frame of the nucleus. This force has been ignored, although its inclusion in the electron's equation of motion influences the energy level of an orbiting electron on an equal footing with other effects in the usual analysis of spin-orbit coupling. A fortuitous cancellation between two terms leaves the overall energy level unaffected, which explains in part why this effect has been overlooked. An account of this effect in the Bohr model produces the usual expression for the spin-orbit coupling but with different radii of the electron's orbit for different spatial orientations of the electron's spin. This result is in qualitative agreement with the solution of the Dirac-Coulomb equation for hydrogenlike atoms.Conference Object Citation - Scopus: 0The Energy probability distribution of quantum levels of a particle imprisoned in a three dimensional box(IOP Publishing Ltd, 2022) Yarman,T.; Akkus,B.; Arik,M.; Marchal,C.; Cokcoskun,S.; Kholmetskii,A.; Özaydin,F.; Enerji Sistemleri Mühendisliği / Energy Systems EngineeringThis work was trigerred by the earlier achivements of Yarman et al, aiming to bridge themordynamics and quantum mechanics, whence, Planck constant came to replace Boltzmann constant, and "average quantum level number"came to replace "temperature". This evoked that the classical Maxwell energy probability distribution p(E) with respect to energy E of gas molecules might be taken care of, by the "energy probability distribution of the quantum levels"of a particle imprisoned in a given volume, assuming that in the case we have many particles, following Pauli exclusion principle, no pair of particles can sit at the same level. Thereby, the energy probability distribution of the quantum levels of a particle imprisoned in three dimensions, will be the subject of this essay. Such an outlook becomes interesting from several angles: i) It looks indeed very much like a classical Maxwellian distribution. ii) In the case we have as many free particles in the box as the number of levels depicted by the number of quantum levels in between the predetermined lower bound energy level and the upperbound energy level, all the while assuming that the Pauli principle holds, the distribution we disclose becomes the energy probability distribution of the ensemble of particles imprisoned in the given box. iii) It can even be guessed that, if elastic collisions between the free particles were allowed, and still assuming quantization and the Pauli principle, the outcome we disclose should be about the same as that of the energy probability distribution, molecules in a room would display in equilibrium. iv) The quantized energy being proportional to the sum of three squared integers associated with respectively, each of the spatial dimensions; the property we reveal certainly becomes remarkable from the point of view of mathematics of integer numbers. All the more, we further disclose that, to the probability distribution outlook remains the same, be this qualitatively for higher dimensions than 3. © Published under licence by IOP Publishing Ltd.Editorial Citation - WoS: 0Citation - Scopus: 0Reply to 'Comment on "Energy flow in a bound electromagnetic field: resolution of apparent paradoxes"'(Iop Publishing Ltd, 2010) Kholmetskii, A. L.; Yarman, T.; Enerji Sistemleri Mühendisliği / Energy Systems EngineeringWe present our reply to the criticism by Franklin (2010 Comment on 'Energy flow in a bound electromagnetic field: resolution of apparent paradoxes' Eur. J. Phys. 31 L17) and show that the main body of his remarks is irrelevant.Article Citation - Scopus: 4Quantum phase effects for electrically charged particles: Updated analysis(Institute of Physics, 2022) Kholmetskii,A.L.; Yarman,T.; Missevitch,O.V.; Enerji Sistemleri Mühendisliği / Energy Systems EngineeringWe present an updated analysis of the total expression for the Aharonov-Bohm (AB) phase of a charged particle in an electromagnetic field, which we previously obtained through the superposition principle for quantum phases of charges and dipoles (Sci. Rep., 8 (2018) 11937), and here we re-derive it directly in the framework of the general approach, when the source, the electromagnetic field and the charged particle are quantized. The disclosure of the full set of quantum phase effects for a moving charged particle allows an important update of the wave-particle duality concept by generalizing the de Broglie relationship, where the wave vector associated with the particle is proportional to the vector sum of the mechanical and interactional electromagnetic momenta. © 2022 Institute of Physics Publishing. All rights reserved.
