Search Results - "MICKENS, R. E"
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1
ANALYSIS OF NON-LINEAR OSCILLATORS HAVING NON-POLYNOMIAL ELASTIC TERMS
Published in Journal of sound and vibration (22-08-2003)Get full text
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2
Comparison of the solutions of a phase-lagging heat transport equation and damped wave equation
Published in International journal of heat and mass transfer (01-05-2005)“…The phase-lagging equation (PLE) is a new heat conduction equation which is different from the traditional heat equation since there exists a time lag of the…”
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3
MATHEMATICAL AND NUMERICAL STUDY OF THE DUFFING-HARMONIC OSCILLATOR
Published in Journal of sound and vibration (12-07-2001)Get full text
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4
A combined equivalent linearization and averaging perturbation method for non-linear oscillator equations
Published in Journal of sound and vibration (24-07-2003)Get full text
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5
A harmonic oscillator having “volleyball damping”
Published in Journal of sound and vibration (09-05-2006)“…Volleyball damping corresponds to linear damping up to a certain critical velocity, with zero damping above this value. The dynamics of a linear harmonic…”
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6
CONSTRUCTION AND ANALYSIS OF A NON-STANDARD FINITE DIFFERENCE SCHEME FOR THE BURGERS–FISHER EQUATION
Published in Journal of sound and vibration (31-10-2002)Get full text
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7
Preliminary analytical and numerical investigations of a van der Pol type oscillator having discontinuous dependence on the velocity
Published in Journal of sound and vibration (06-01-2005)“…The van der Pol equation [1, 2] x+ x = epsilon(1 - x2)x, (1) where epsilon is a positive parameter, provides a model of a one-dimensional oscillatory system…”
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8
A non-standard finite difference scheme for the equations modelling stellar structure
Published in Journal of sound and vibration (28-08-2003)Get full text
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9
Analysis of the simple harmonic oscillator with fractional damping
Published in Journal of sound and vibration (04-12-2003)Get full text
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10
FOURIER REPRESENTATIONS FOR PERIODIC SOLUTIONS OF ODD-PARITY SYSTEMS
Published in Journal of sound and vibration (2002)Get full text
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11
ANALYTICAL AND NUMERICAL STUDY OF A NON-STANDARD FINITE DIFFERENCE SCHEME FOR THE UNPLUGGED VAN DER POL EQUATION
Published in Journal of sound and vibration (23-08-2001)Get full text
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12
Nonstandard Finite Difference Schemes for Differential Equations
Published in Journal of difference equations and applications (01-01-2002)“…This paper gives an introduction to nonstandard finite difference methods useful for the construction of discrete models of differential equations when…”
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13
A NON-STANDARD FINITE-DIFFERENCE SCHEME FOR CONSERVATIVE OSCILLATORS
Published in Journal of sound and vibration (22-02-2001)Get full text
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14
Iteration method solutions for conservative and limit-cycle x1/3 force oscillators
Published in Journal of sound and vibration (01-05-2006)“…An iterative technique is used to calculate a higher-order approximation to the periodic solutions of a conservative oscillator for which the elastic force…”
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15
FOURIER ANALYSIS OF A RATIONAL HARMONIC BALANCE APPROXIMATION FOR PERIODIC SOLUTIONS
Published in Journal of sound and vibration (22-08-1996)Get full text
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16
A particular exact solution to the central core model of the renal medulla
Published in Mathematical and computer modelling (01-10-2001)“…We calculate the exact solution to the eight coupled, nonlinear ordinary differential equations describing the central core model of the renal medulla for the…”
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17
EXACT FINITE DIFFERENCE SCHEMES FOR TWO-DIMENSIONAL ADVECTION EQUATIONS
Published in Journal of sound and vibration (30-10-1997)Get full text
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18
Oscillations in systems having velocity dependent frequencies
Published in Journal of sound and vibration (03-06-1999)Get full text
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19
Generalization of the Senator–Bapat Method to Systems having Limit Cycles
Published in Journal of sound and vibration (01-07-1999)Get full text
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20
Reduction of computational errors using nonstandard finite difference models
Published in Journal of difference equations and applications (01-01-2005)“…A previously reported bifurcation technique is applied to the construction of nonstandard finite difference representations of systems of nonlinear…”
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