Pages that link to "Item:Q2349728"
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The following pages link to A higher-order mathematical modeling for dynamic behavior of protein microtubule shell structures including shear deformation and small-scale effects (Q2349728):
Displaying 13 items.
- Mechanics of microtubules modeled as orthotropic elastic shells with transverse shearing (Q731413) (← links)
- Theoretical study of the effect of shear deformable shell model, elastic foundation and size dependency on the vibration of protein microtubule (Q739332) (← links)
- Atomistic-based continuum constitutive relation for microtubules: elastic modulus prediction (Q836173) (← links)
- Curvature-sensitive kinesin binding can explain microtubule ring formation and reveals chaotic dynamics in a mathematical model (Q1617100) (← links)
- Meshfree simulation of temperature effects on the mechanical behaviors of microtubules (Q1655111) (← links)
- Nonlocal strain gradient beam model for postbuckling and associated vibrational response of lipid supramolecular protein micro/nano-tubules (Q1697304) (← links)
- Nonlinear instability of hydrostatic pressurized microtubules surrounded by cytoplasm of a living cell including nonlocality and strain gradient microsize dependency (Q1703782) (← links)
- Buckling and postbuckling of radially loaded microtubules by nonlocal shear deformable shell model (Q1716228) (← links)
- A simple mathematical model of microtubules surrounded by an elastic matrix by nonlocal finite element method (Q1733648) (← links)
- Vibrations of microtubules: physics that has not met biology yet (Q2188864) (← links)
- Size-dependent nonlinear secondary resonance of micro-/nano-beams made of nano-porous biomaterials including truncated cube cells (Q2285446) (← links)
- Mathematical modelling of microtubule-tau protein transients: insights into the superior mechanical behavior of axon (Q2310669) (← links)
- Size-dependent axial instability of microtubules surrounded by cytoplasm of a living cell based on nonlocal strain gradient elasticity theory (Q2404033) (← links)