Dimensional FormulaThe dimensional formula is a technique in measurement Physics where we represent any given quantity in terms of the seven fundamental quantities described in physics as Length, Mass, Time, Temperature, Electric current, Intensity of light and amount of a substance....
The general implications of these results for high energy physics are briefly discussed.doi:10.1016/j.chaos.2007.09.017M.S. El NaschieElsevier LtdChaos Solitons & FractalsEl Naschie, M.S. (2008) Freudental Magic Square and Its Dimensional Implication for and High Energy Physics. Chaos, ...
The challenges this application presents include: (1) precise characterisation of the thermal and optical properties of fenestration systems, in which two- or three-dimensional heat transfer and/or light transmittance might exist due to the presence of complex structural geometries; (2) the potential...
To solve this equation we represent 𝔊 as three‐dimensional Fourier integral with respect to the space coordinates and Laplace transform with respect to the “time” coordinate: 31 𝔊(z,b,ρ)=∫ d3k(2π)3ei(k⊥·b+kzz)∫C dλ2πieλρ1k⊥2+kz2+βλ, with the contour C ...
Multiscale understanding of electric polarization in poly(vinylidene fluoride)-based ferroelectric polymers. J. Mater. Chem. C. 8, 16436–16442 (2020). Article CAS Google Scholar Di Giorgio, C. et al. Mechanical, elastic, and adhesive properties of two-dimensional materials: from straining ...
The free energy corresponds to a sum of harmonic oscillations with the frequencies ω1 and ω2, and is consistent with the two-dimensional version of Eq. (5.7) in9. When both a magnetic field and an external force are present, the propagator has not been obtained before. We calculate the...
In the cosymplectic scenario, time-dependent (t-dependent) Hamiltonian systems are described via a closed differential two-formand a closed non-vanishing one-form, both on a manifoldM, so that. Hence,Mis odd-dimensional, whileis called acosymplectic manifold. Although some reviews on cosymplectic...
We are concerned with global finite-energy solutions of the three-dimensional compressible Euler–Poisson equations with gravitational potential and g
The conventional interpretation of reactive resonances makes use of one-dimensional dynamical potentials constructed using decoupling approximations such as the vibrationally adiabatic theory of reaction [40]. In this way, the multidimensional reaction dynamics is modeled using a set of effective potential ...
Fu and Kasai [8,9] derived identical mathematical expressions for viscoelastic and viscous damper-brace components, as the function of two fundamental nondimensional parameters. These two parameters were used to investigate the properties of viscoelastic (VE) and viscous (VS) systems by conducting par...