Application of Scale Relativity (ScR) Theory to the Problem of a Particle in a Finite One-Dimensional Square Well (FODSW) Potential

Journal of Quantum Information Science

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ISSN Online: 2162-576X
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"Application of Scale Relativity (ScR) Theory to the Problem of a Particle in a Finite One-Dimensional Square Well (FODSW) Potential"
written by Saeed N. T Al-Rashid, Mohammed A. Z Habeeb, Khalid A Ahmad,
published by Journal of Quantum Information Science, Vol.1 No.1, 2011

has been cited by the following article(s):

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[1]	Riccati equations as a scale-relativistic gateway to quantum mechanics
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[2]	Resolution-scale relativistic formulation of non-differentiable mechanics
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[3]	Analytical and Numerical Treatments of Conservative Diffusions and the Burgers Equation
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[4]	Scale Relativistic formulation of non-differentiable mechanics
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[5]	Scale Relativistic signature in the Brownian motion of micro-spheres in optical traps
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[6]	The possibility of Scale Relativistic signatures in the Brownian motion of micro-spheres in optical traps
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[7]	Application of Scale Relativity to the Problem of a Particle in a Simple Harmonic Oscillator Potential
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[8]	Scale relativistic formulation of non-differentiable mechanics I: Application to the harmonic oscillator
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[9]	Fluid Dynamics of Sprinkler Spay Flow: Classical and Quantum Trajectories
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[10]	Scale relativistic formulation of non-differentiable mechanics I
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[11]	WATER DROPLET TRAJECTORIES IN A SPRINKLER JET FLOW: THE QUANTUM HYDRODYNAMIC FRAMEWORK
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[12]	Modelling Jet Flow In Sprinkler Irrigation Systems : Classical And Bohmian Trajectories
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[13]	TER DRO RAY FLO NAMIC FM
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[14]	Water particle kinematics quantum approach: a challenge for sprinkler irrigation systems
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[15]	Water drops kinematic analysis: the classic-quantum and single-multiparticle viewpoints
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[16]	Water droplets analysis: The classical and quantum hydrodynamic frameworks
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[17]	Water droplet trajectories in a sprinkler spray flow: the classic versus quantum and single versus multi-droplet pictures
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[18]	Classical and quantum mechanical analysis of water droplet ballistics in sprinkler irrigation systems.
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[19]	Wate Oroplet Trajectories in an Irrigation Spray: The Classical and Quantum Mechanical Pictures
	2012

[20]	Quantum mechanics applied to the dynamic assessment of a cluster of water particles in sprinkler irrigation
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[21]	WATER DROPLET TRAJECTORIES IN AN IRRIGATION SPRAY : THE CLASSICAL AND QUANTUM MECHANICAL PICTURES
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[22]	Application of Scale Relativity to the Problem of a Particle in a Simple Harmonic Oscillator Potential Saeed NT Al-Rashid, Mohammed AZ Habeeb 2, Khalid A …

[1]	Riccati Equations as a Scale-Relativistic Gateway to Quantum Mechanics Foundations of Physics, 2020 DOI:10.1007/s10701-020-00324-w

[2]	Resolution-scale relativistic formulation of non-differentiable mechanics The European Physical Journal Plus, 2019 DOI:10.1140/epjp/i2019-12840-6

[3]	Analytical and Numerical Treatments of Conservative Diffusions and the Burgers Equation Entropy, 2018 DOI:10.3390/e20070492

[4]	Scale Relativistic signature in the Brownian motion of micro-spheres in optical traps International Journal of Modern Physics A, 2017 DOI:10.1142/S0217751X17501561

[5]	Application of Scale Relativity to the Problem of a Particle in a Simple Harmonic Oscillator Potential Journal of Quantum Information Science, 2017 DOI:10.4236/jqis.2017.73008

[6]	WATER DROPLET TRAJECTORIES IN A SPRINKLER JET FLOW: THE QUANTUM HYDRODYNAMIC FRAMEWORK Irrigation and Drainage, 2014 DOI:10.1002/ird.1824

[7]	Water drops kinematic analysis: the classic-quantum and single-multiparticle viewpoints Open Engineering, 2013 DOI:10.2478/s13531-012-0027-z

[8]	WATER PARTICLE KINEMATICS QUANTUM APPROACH: A CHALLENGE FOR SPRINKLER IRRIGATION SYSTEMS Irrigation and Drainage, 2013 DOI:10.1002/ird.1724

[9]	WATER PARTICLE KINEMATICS QUANTUM APPROACH: A CHALLENGE FOR SPRINKLER IRRIGATION SYSTEMS Irrigation and Drainage, 2013 DOI:10.1002/ird.1724

[10]	Quantum mechanics applied to the dynamic assessment of a cluster of water particles in sprinkler irrigation Journal of Engineering Thermophysics, 2012 DOI:10.1134/S1810232812030046

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