Respirator design

Saxena, Sahaj; Mukhopadhyay, P. K.; Verma, Harsha

doi:10.1049/iipi.1974.0070

Cited by 3 publications

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“…We believe that this funcdamental form of the collision probability integral (3.1) will make it possible to find a non-Maxwell-Boltzmannian approach to the nuclear reaction rate theory which will be shown in a forthcoming paper. The proof of the theorem for solving the fundamental collision probability integral going back to SAXENA [20] is given in a simple way using random variables.…”

Section: Discussionmentioning

confidence: 99%

“…(z; p , n, m ) (2.3.16), first we will prove a general result and then get Niy(z) (2.3.13) as a special case. The following theorem is originally due to SAXENA [20] but we will give a simple proof by using random variables. We shall combine the Gammas by using the multiplication formula, namely, where L, is a suitable contour and assume for the time being that the g,(s) and gB(s) exist and that the inverse of g,(s) g2(s) is uniquely defined.…”

Section: (234)mentioning

confidence: 99%

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The Maxwell — Boltzmannian Approach to the Nuclear Reaction Rate Theory

Haubold

Mathai

1985

Fortschr. Phys.

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One of the central problems in the theory of cosmological and stellar nucleosynthesis (and in the reaction theory of cdntrolled thermonuclear fusion in the laboratory as well) is the determination of reaction rates. Up till now the theories of nuclear kinetics are equilibrium theories with a strict Maxwell-Boltzmannian approach to the evaluation of reaction rates. It is the purpose of the present paper to investigate in some detail the relation between the macroscopic nuclear reaction probability and the microscopic nulcear reaction cross section on the base of equilibrium-thermodynamic arguments. Via the formulation of the Boltzmann equation the general form of the nuclear reaction probability is derived, the fundamental physical assumptions for this equilibrium reaction probability are discussed, and the most general collision probability integral will be evaluated in closed form for all convenient values of the parameter by USihg random variables.

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Section: Discussionmentioning

confidence: 99%

Section: (234)mentioning

confidence: 99%

The Maxwell — Boltzmannian Approach to the Nuclear Reaction Rate Theory

Haubold

Mathai

1985

Fortschr. Phys.

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Low Cost Artificial Ventilator Embedding Unsupervised Learning for Hardware Failure Detection [Society News]

Marzetti

Peyronnet

Barthelemy

et al. 2021

IEEE Circuits Syst. Mag.

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Effect of Density Gradient on the Acousto-Electric Wave Instability in Ion-Implanted Semiconductor Plasmas

Ghosh

Khare

2006

Acta Phys. Pol. A

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Using hydrodynamic model of inhomogeneous plasma, an analytical investigation of excitation of acousto-electric mode was made in n-type piezoelectric ion-implanted semiconductor plasma. By employing the multi-fluid balance equations along with the elastic and Maxwell equations, a compact dispersion relation for the cases in which colloidal grains are either stationary (ϑ 0d = 0) or streaming (ϑ 0d = 0) is derived. We find that the choice of homogeneous medium is favorable in achieving higher acoustic gain per radian and the results of the investigation should be useful in understanding the characteristics of longitudinal acousto-electric wave in ion-implanted piezoelectric semiconductor whose main constituents are electrons and negatively charged colloidal particles.

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Respirator design

Cited by 3 publications

References 0 publications

The Maxwell — Boltzmannian Approach to the Nuclear Reaction Rate Theory

The Maxwell — Boltzmannian Approach to the Nuclear Reaction Rate Theory

Low Cost Artificial Ventilator Embedding Unsupervised Learning for Hardware Failure Detection [Society News]

Effect of Density Gradient on the Acousto-Electric Wave Instability in Ion-Implanted Semiconductor Plasmas

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