A Flexible Fiber Model for Dynamic Simulation of Fibers in High Speed Air Flows

Articles in the same Issue

1. CONTENTS
2. Controlling Chen Hyperchaotic System
3. Oscillatory Properties of Second Order Differential Inclusions
4. Mobile Data Access and Mobile Decision Support
5. Numerical Approach to Electrospinning
6. Controlling Air Vortex in Air-Vortex Spinning by Zeng-He Model
7. Optimal Design of Two Lattice Materials and Their Effective Properties
8. Homotopy Perturbation Method and Axisymmetric Flow over a Stretching Sheet
9. On an Eleven Dimensional E-inflnity Fractal Spacetime Theory
10. Advances in Calculus of Variations
11. Application of He's Homotopy-perturbation Method to Nonlinear Coupled Systems of Reaction-diffusion Equations
12. Nonlinearity of RMB/USD Exchange Rate & Purchasing Power Parity
13. Stability of Aircraft under High Attack Angle
14. A Flexible Fiber Model for Dynamic Simulation of Fibers in High Speed Air Flows
15. Bifurcation and Chaos in a Macroeconomic Model
16. Second Generation Wavelet Based on Adaptive Solution of Wave Equation
17. Prediction of Epileptic Seizure from Nonlinear Time Series of Recording
18. Boundary Value Problems of Singular Perturbed Partial Differential Equations with Impulsive Conditions
19. Mechanism of Bifurcation-Dependent Coherence Resonance of an Excitable Neuron Model
20. Numerical Analysis of Hypersingular Integral Equations in the Ε-infinite Cantorian spacetime
21. Implicit Collocation Technique for Heat Equation with Non-Classic Initial Condition
22. On El Naschie's Conjugate Complex.Time, Fractal E(∞) Space-Time and Faster-Than-Light Particles
23. Seismic Analysis of a Combined System Composed of Equipment and Structure Using Modal Truncation Technique
24. The 'Discreet' Charm of Certain Eleven Dimensional Spacetime Theories
25. Synthesis and Application of Silicone-acrylic Polymer Containing Cationic Groups