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Application of modified wavelet and homotopy perturbation methods to nonlinear oscillation problems

): x ( t ) = C T ψ ( t ) $$\begin{array}{} \displaystyle x(t) = {C^T}\psi (t) \end{array}$$ (34) Homotopy perturbation method : Solving the nonlinear Eq. (27) using a new approach of homotopy perturbation method, we get x ( t ) = l cos t + sin 2 t 2 2 α l 2 3 + β l 3 4 cos ⁡ t + β l 3 8 cos 2 t + 4 α l 2 3 + β l 3 8 $$\begin{array}{} \displaystyle x(t) = l\,\cos \,t + {\sin ^2}\left( {\frac{t}{2}} \right)\,\left[ {\,\left( {\frac{{2\alpha \,{l^2}}}{3} + \frac{{\beta {l^3}}}{4}} \right)\cos t + \frac{{\beta \,{l^3}}}{8}\cos \,2t + \frac{{4\alpha {l^2}}}{3

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Effect of Tobacco Smoke Condensates on Ascorbate

References 1. Benedict, R. C., Strange, E. D., and Lakritz, L.: 23rd Tobacco Chemists' Research Conference, Philadelphia, Penn., 1969. 2. Benedict, R. C., Lakritz, L., Strange, E. D., and Stedman, R. L.: Chem. & Incl., Soo, 13 June 1970. 3. Bielski, B. H. J ., and Alien, A. 0.: J. Am. Chem.Soc. 92 (1970) 3793· 4. Bilimoria, M. H., and Nisbet, M. A.: Beitr. Tabakforsch. 6 (1971) ???. 5. Calder, J. H., Curtis, R. C., and Fore, H.: The Lancet 1963 (:r.) 556. ' 6

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Particle-In-Cell Electrostatic Numerical Algorithm

. Strumik, A. Czechowski, S. Grzedzielski, W. M. Macek, and R. Ratkiewicz, 2013, “Small-Scale Local Phenomena Related to the Magnetic Reconnection and Turbulence in the Proximity of the Heliopause”, Astrophysical Journal Letters, Volume 773, L23 pp. 1-5. [13] Kunz, M. W., Schekochihihin, A. A., Chen, C. H. K., Abel, I., Cowley, S. C., 2015, “Inertialrange kinetic turbulence in pressure-anisotropic astrophysical plasmas”, J. Plasma Phys., Volume 81, Issue 5, pp. 1-61. [14] Howes, G. G., Cowley, S. C., Dorland, W., Hammett, G. W., Quataert, E., Schekochihin, A

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