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2017 24th National and 2nd International Iranian Conference on Biomedical Engineering (ICBME), 2017
Vestibular system is a biosensor accelerometer in inner ear of human body which detects motion and spatial position of body. Human's brain can use the output information of this system to control muscles. Today, a sensor with ability to detect spatial position in some special conditions or to decrease errors can be helpful.
Pedram Karimi +5 more
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Vestibular system is a biosensor accelerometer in inner ear of human body which detects motion and spatial position of body. Human's brain can use the output information of this system to control muscles. Today, a sensor with ability to detect spatial position in some special conditions or to decrease errors can be helpful.
Pedram Karimi +5 more
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Arabian Journal of Geosciences, 2015
The semicircular specimen under three-point bending (SCB) has been widely used to investigate mode I, mode II, and mixed mode I/II fracture behavior in brittle rocks. Compared to the other numerical methods, the extended finite element method (X-FEM) models a crack independently of the finite element mesh without any remeshing step in fracture ...
M. Eftekhari +2 more
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The semicircular specimen under three-point bending (SCB) has been widely used to investigate mode I, mode II, and mixed mode I/II fracture behavior in brittle rocks. Compared to the other numerical methods, the extended finite element method (X-FEM) models a crack independently of the finite element mesh without any remeshing step in fracture ...
M. Eftekhari +2 more
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Deformed Joint Free Distributions of Semicircular Elements Induced by Multi Orthogonal Projections
2020In this paper, we consider (i) how to establish semicircular elements \(\{U_{k}\}_{k=1}^{N}\) induced by N-many mutually orthogonal projections \(\{q_{k}\}_{k=1}^{N}\), for N \(\in \) \((\mathbb {N}\setminus \{1\})\cup \{\infty \},\) and the corresponding free product Banach \(*\)-probability space \(\mathbb {L}_{Q}^{(N)}\) generated by \(\{U_{k}\}_{k ...
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Construction and Building Materials, 2015
Abstract This paper presents integrated experimental-computational efforts to characterize the mixed-mode fracture of a fine aggregate matrix mixture which is the primary phase of cracks around stiffer coarse aggregates when typical asphalt concrete mixtures are subjected to intermediate service temperatures.
Hoki Ban, Soohyok Im, Yong-Rak Kim
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Abstract This paper presents integrated experimental-computational efforts to characterize the mixed-mode fracture of a fine aggregate matrix mixture which is the primary phase of cracks around stiffer coarse aggregates when typical asphalt concrete mixtures are subjected to intermediate service temperatures.
Hoki Ban, Soohyok Im, Yong-Rak Kim
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Finite Element Prediction of Creep Crack Growth from a Semicircular Surface Crack in Lead Alloy
1990Results are reported of a finite element simulation of the creep behaviour of a semicircular crack, on the surface of a beam, subjected to mode I loading. The results are compared with data obtained from a parallel experimental programme. At loads for which the material creep model was appropriate, the simulation gives good agreement with the ...
S. D. Smith, J. J. Webster, T. H. Hyde
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2017 International Conference on Electronics Packaging (ICEP), 2017
In recent years, radio communication using ultrawideband (UWB) technology has shown great promise for ubiquitous application. We have already investigated and developed the cross type of unbalanced dipole antenna with semicircular and trapezoidal radiating elements, and we have confirmed that the cross type of unbalanced dipole antenna performed with ...
Tomohiro Yamada +3 more
exaly +2 more sources
In recent years, radio communication using ultrawideband (UWB) technology has shown great promise for ubiquitous application. We have already investigated and developed the cross type of unbalanced dipole antenna with semicircular and trapezoidal radiating elements, and we have confirmed that the cross type of unbalanced dipole antenna performed with ...
Tomohiro Yamada +3 more
exaly +2 more sources
Certain Banach-Space Operators Acting on the Semicircular Elements Induced by Orthogonal Projections
2019The main purposes of this paper are (i) to construct-and-study (weighted-)semicircular elements induced by mutually orthogonal \(\left| \mathbb {Z}\right| \)-many projections, and the Banach \(*\)-probability space \(\mathbb {L}_{Q}\) generated by these operators, (ii) to establish \(*\)-isomorphisms on \(\mathbb {L}_{Q}\) from shifting processes on ...
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2020
In this paper, we consider an operator-algebraic structure of a \(C^{*}\)-algebra generated by mutually free, countable-infinitely many semicircular elements, and then construct-and-study a certain abelian infinite cyclic group acting on the \(C^{*}\)-algebra. We show how the group algebra generated by the group deform the free probability on the \(C^{*
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In this paper, we consider an operator-algebraic structure of a \(C^{*}\)-algebra generated by mutually free, countable-infinitely many semicircular elements, and then construct-and-study a certain abelian infinite cyclic group acting on the \(C^{*}\)-algebra. We show how the group algebra generated by the group deform the free probability on the \(C^{*
openaire +1 more source