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FPE
(redirected from Fokker-planck equation)

    Also found in: Encyclopedia 0.01 sec.
AcronymDefinition
FPEFire Protection Engineering
FPEFloating Point Exception (a computer math error)
FPEFree Primary Education (Africa)
FPEFire Protection Engineer
FPEFood Processing Equipment
FPEFinal Prediction Error
FPEFoundation for the Philippine Environment (est. 1992)
FPEFactor Price Equalization (economics)
FPEFokker-Planck Equation
FPEFoot-Pounds of Energy
FPEFantastic Plastic Elastic (chair by Ron Arad)
FPEFloating Point Emulator
FPEFrontPage Server Extensions (Microsoft)
FPEFederal Pacific Electric Company
FPEFederation of Public Employees
FPEFree People of Earth
FPEFloating Point Engine
FPEFocal Plane Electronics
FPEFermented Plant Extract
FPEFrench Postural Experiment
FPEFront-end Processing Environment
FPEForce Protection Experiment
FPEFixed-Price Escalation (Contract)
FPEFaith Promoting Experience
FPEFractal Patch Element
FPEFlight Parameter Estimation
FPEFunctional Performance Element
FPEFirst Priority Enterprise
FPEFairport, Painesville, & Eastern Railway Company
FPEFixed Price Engagement
FPEFacility Performance Evaluation (architecture)
FPEForest Policy and Economics
FPEFleischmann Pons Effect
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In 17 concise chapters and a remarkable collection of appendices be describes the Langevin equation, the fluctuation-dissipation relation, auto-correlation of velocity, Markov processes, the Fokker-Planck equation, the diffusion equation, diffusion in a finite region, Brownian motion, first-passage time, displacement phase-space Fokker-Planck equations, diffusion as a potential, diffusion in a magnetic field, Kubo-Green formulas, dynamic mobility, and the generalized Langevin equation.
Elements of nonequilibrium statistical mechanics by SciTech Book News
Note that the Fokker-Planck equation is a linear partial differential equation of second order, and is applied to analyses of stochastic dynamics in a large number of different fields, i.
Preparation of polymerizable miniemulsions by ultrasonication by Rothe, Regina / JCT Research
This would require a new solution to the Fokker-Planck equation for an initial orientation state using the method of characteristics.
Fiber orientation by Greene, Joseph P.; Wilkes, James O. / Polymer Engineering and Science
 
 
 
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