Possible Experimental Test of Continuous Medium Model for Fractal Media
arXiv:physics/0602121 · doi:10.1016/j.physleta.2005.05.022
Abstract
We use the fractional integrals to describe fractal media. We consider the fractal media as special ("fractional") continuous media. We discuss the possible experimental testing of the continuous medium model for fractal media that is suggested in Phys. Lett. A. 336 (2005) 167-174. This test is connected with measure of period of the Maxwell pendulum with fractal medium cylinder.
9 pages
References in corpus (7)
- Continuous Medium Model for Fractal Media
- Fractional Ginzburg-Landau equation for fractal media
- Fractional Hydrodynamic Equations for Fractal Media
- Fractional Generalization of Liouville Equations
- Fractional Systems and Fractional Bogoliubov Hierarchy Equations
- Fractional Liouville and BBGKI Equations
- Fractional Fokker-Planck Equation for Fractal Media
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- Fractional Variations for Dynamical Systems: Hamilton and Lagrange Approaches
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- Map of Discrete System into Continuous
- Fractional Derivative as Fractional Power of Derivative
- Fractional Statistical Mechanics
- Gravitational Field of Fractal Distribution of Particles
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- Nonholonomic Constraints with Fractional Derivatives
- Psi-Series Solution of Fractional Ginzburg-Landau Equation
- Transport Equations from Liouville Equations for Fractional Systems
- Multipole Moments of Fractal Distribution of Charges
- Fractional Generalization of Gradient Systems
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- Symmetries and propagator in multifractional scalar field theory
- Vanishing in Fractal Space: Thermal Melting and Hydrodynamic Collapse
- Geometry of fractional spaces
- On the Derivation of the Cosmological Gurzadyan's Theorem
- Application of Geometric measure Theory in Continuum Mechanics: The Configuration Space, Principle of Virtual Power and Cauchy's Stress Theory for Rough Bodies
- The configuration space and principle of virtual work for rough bodies
- Fractatomic Physics: An Invitation with Atomic Stability and Rydberg States in Fractal Spaces