# zbMATH — the first resource for mathematics

## Asghari, Mehran

Compute Distance To:
 Author ID: asghari.mehran Published as: Asghari, M.; Asghari, Mehran
 Documents Indexed: 19 Publications since 2007

#### Serials

 1 Biological Cybernetics

#### Fields

 1 Biology and other natural sciences (92-XX)

#### Citations contained in zbMATH Open

13 Publications have been cited 87 times in 80 Documents Cited by Year
Geometrically nonlinear micro-plate formulation based on the modified couple stress theory. Zbl 1423.74030
Asghari, M.
2012
A geometrically nonlinear beam model based on the second strain gradient theory. Zbl 1423.74489
Karparvarfard, S. M. H.; Asghari, M.; Vatankhah, R.
2015
Analysis of micro-rotating disks based on the strain gradient elasticity. Zbl 1401.74227
Danesh, V.; Asghari, M.
2014
Investigation of the small-scale effects on the three-dimensional flexural vibration characteristics of a basic model for micro-engines. Zbl 1329.74110
Hashemi, M.; Asghari, M.
2015
Harmonic oscillator with minimal length, minimal momentum, and maximal momentum uncertainties in SUSYQM framework. Zbl 1364.81108
Asghari, M.; Pedram, P.; Nozari, K.
2013
Stresses conjugate to the Jaumann rate of Eulerian strain measures. Zbl 1117.74004
Asghari, M.; Naghdabadi, R.; Sohrabpour, S.
2007
A new analytical approximation to the Duffing-harmonic oscillator. Zbl 1198.65139
Fesanghary, M.; Pirbodaghi, T.; Asghari, M.; Sojoudi, H.
2009
Some basis-free expressions for stresses conjugate to Hill’s strains through solving the tensor equation $$AX + XA = C$$. Zbl 1169.74326
Asghari, M.; Naghdabadi, R.; Sohrabpour, S.
2008
Analytical study of three-dimensional flexural vibration of micro-rotating shafts with eccentricity utilizing the strain gradient theory. Zbl 1341.74076
Hashemi, M.; Asghari, M.
2016
Conjugate stresses to two-point deformation tensors. Zbl 1166.74306
2007
$$\lambda\phi^{4}$$ Kink and sine-Gordon soliton in the GUP framework. Zbl 1284.81102
Asghari, M.; Pedram, P.
2014
A study on the plastic properties of unidirectional nanocomposites with interface energy effects. Zbl 1401.74067
Moshtaghin, A. F.; Naghdabadi, R.; Asghari, M.
2013
On the objective corotational rates of Eulerian strain measures. Zbl 1134.74004
2008
Analytical study of three-dimensional flexural vibration of micro-rotating shafts with eccentricity utilizing the strain gradient theory. Zbl 1341.74076
Hashemi, M.; Asghari, M.
2016
A geometrically nonlinear beam model based on the second strain gradient theory. Zbl 1423.74489
Karparvarfard, S. M. H.; Asghari, M.; Vatankhah, R.
2015
Investigation of the small-scale effects on the three-dimensional flexural vibration characteristics of a basic model for micro-engines. Zbl 1329.74110
Hashemi, M.; Asghari, M.
2015
Analysis of micro-rotating disks based on the strain gradient elasticity. Zbl 1401.74227
Danesh, V.; Asghari, M.
2014
$$\lambda\phi^{4}$$ Kink and sine-Gordon soliton in the GUP framework. Zbl 1284.81102
Asghari, M.; Pedram, P.
2014
Harmonic oscillator with minimal length, minimal momentum, and maximal momentum uncertainties in SUSYQM framework. Zbl 1364.81108
Asghari, M.; Pedram, P.; Nozari, K.
2013
A study on the plastic properties of unidirectional nanocomposites with interface energy effects. Zbl 1401.74067
Moshtaghin, A. F.; Naghdabadi, R.; Asghari, M.
2013
Geometrically nonlinear micro-plate formulation based on the modified couple stress theory. Zbl 1423.74030
Asghari, M.
2012
A new analytical approximation to the Duffing-harmonic oscillator. Zbl 1198.65139
Fesanghary, M.; Pirbodaghi, T.; Asghari, M.; Sojoudi, H.
2009
Some basis-free expressions for stresses conjugate to Hill’s strains through solving the tensor equation $$AX + XA = C$$. Zbl 1169.74326
Asghari, M.; Naghdabadi, R.; Sohrabpour, S.
2008
On the objective corotational rates of Eulerian strain measures. Zbl 1134.74004
2008
Stresses conjugate to the Jaumann rate of Eulerian strain measures. Zbl 1117.74004
Asghari, M.; Naghdabadi, R.; Sohrabpour, S.
2007
Conjugate stresses to two-point deformation tensors. Zbl 1166.74306
2007
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